Resolucao178_DOC-ICP-03.htm

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bdasODrl74Bc3jLyhWL6Xi2bULv01xvubbofz54Nsd2AdUwT6g9/pOs34eKKG16Z0KNlHO/N7l0JJhutJt61Ue74zK/oNs/o54E3Evh1dQb1TbA+8HW1Azq2ve3bX2t2TvOwd2nxBSZzav/+7zG+0mvhrorwkCUMWAnvpvOQNTPgs5ZJ9DffrOmf51ITxHcXgOgulrxO9D2m7V6I6x6xThX9dP03ifJptWN2dYK82vd57/Q8eklJ/Efef8rj2C3h68RP7QzGYMJk41ORhJ1dtu33yncYqDd1MI0ukicJja0gkwoJK9V0s3kz2dWALFxGd0/hF5Po3lN2R/B31a/ew6yVCtHkTvHeRlQqom30kveL4dJv1bpH+L9LPIz6dSel7zv+sFkXz2+nme/PRO4595p1Oyf/C78gfjj3MqNJH9ZMphugsICvWv0Hst6p9+gwhS/IOUG8IoWrOj/PlMPjSm1ql3+2NHe50wn6Vxfej5I8i37Z8k/Y6UfeDe7+rHO2kEnul1AnmF9K/49Nd75fb04KnumsnrgkFXUi3yndj5CrL39tnXKSa0loXNFM/NXgxDj3Wv5eAJsimlNeW/3/nvgD6f0/S+O2DgXl998N1k0+qD7x7tvyemzbWv/nTXhJ7xSbu/++tSl77jpXQ/u9d1at0F6KeMtLttkniS3uuvMz592v3UX8d8d9K0byH88+u/dfruy2k133dDTMt5/y3PdwJPs/HV6rR88OVSWg307010vvJO7Gn3cV/dSPvWxX+uuNO5pUvv5/6bizcXoTk9KsxQVxNY7EnfLL9NGl9d8o/lTnsQo3Ndmlzsi+fsnp96OZb23cuHqVXPm+nTZv/b3e+I0qLhj3Ah8ULidA7ny8hb3wmW7xN+6krSe5VzVs9sERIUn0SPDOFQBnfhA9AP7sGM+Ct8AvAo/Uo8CSZDBhThE4ZiKAEJpsMMUKEUnoAozIUnQYenoQJMWIRPDCrxseE5fOLwS1gGDqzEpw/sgXfhB7Afn7vhKD6ZcA2uww+hDW7CPUxgIbiXqUyFHzGTOZDFkqwEhrBp7J/gaYYPvMCeYc/AKvYsexZeZDvYDljNOQ/ASzyDh+Bl/gB/AP6FL+KLYC2v5P8Mv+LL+XJ4hb+Aa2M9fxHvpb/m1bwaXuVr+BrYyH/F18Fv+HpcUZv5q/xV2MK38tfhNf6vuMe8znfwHfAGf4vvhBq+i++CWr6b74YdfC/fC3V8H0b5LX6AH4CdvB5n623+Mf8tvMMbeAPs4Z/wT+BdfpZ/AXt5E/9POMwv88tQz1v4f8FHvJW3wsf8K94GRwNjAmPgWCAvkAf/FmgL3ITjgfZAJzQIHPeEk4IqqHBO0IRh8LkwXBjJQHhMeIwFhUKhkGUI04XpLCSUCmVMFFYIK5ga/ElwGIsEXw6uYVrG6YzTzAhBCJgZCockZoX0kM7skBWyWDyED3PkvvJfsIT8IzmL3SNny0PYvfJQeRjLkofLI9gguVR+kg2Rq+R32Ej5XfkDNlN5VdnDnlIOKKfZi8o3yjfsDaVT6WQ16KbA3lSjapTVqrqqsx1qTI2xOvVu9W72lnqfeh/bqf69WsLeVsvUMvaO+kt1BdutblHfZO+pb6u72UeYf2F2gOFaZJ+y0xBjv2efQ4I1si+gL2tizdCPtbKvYRD9Gn0//Rr9AP0anQNYl77nr8bA8L7C8O7GViKqEetwDW90z+mIGsROhHtL3Y847O7D7vc2CNw/2Vk6E+LJGHGFviFh7AaiHVcWR4iICMJCuOs7EzEAkY0YihiBwDMEz0OMR0xETELgGZtPQ8xEzEXMRyxELEHgyuerEGsQuB/wTYhtiFoE7j+YocAPIuq7f5P+/5EdEMimX6nnpKRbZ76f7Oz8v+nnu6Xnf5fnKZ7+u/63jpp3238v+T/ddxwieJx1k9tLlEEYxp933l03t50QM7TNZBGTELGQEJEw12O6muEuXnhT7qYFrinqRXbYjmR1VV10VZR11YFOVBdlgSUFXZjX/QXRXyAU2fONq4URP+aZ+Wbedw7PzAcBEJQ86YOvubUzgXBqciyNysNjA0PoTfdPHMUgfIzB0pKrBQZ+5MF0xZojKI73NFLdqHLUG1uJNOzxr+aujI4iP9rXEkGmKZqI4EpTDzXTEt/Pdlu0je22aCfb7fGuCK7Hon3sifXEPHU9nU67uhmT2efaPd3UTDwWZzvuehLezJmEy1qz77X7FPJnvz725vT3pydQnuofH0BlKjU8iur0SCqNWqf1495os5tvedaAUziV7DqeKtYhH2GUogLVqEMjOpDjRhqW42QxW/90OxKmLdcVy/1mMFtfzdavOHMBEg6uLTflsdt1UGqllt/DMszZ3sgXGFmUHyg0Q2YIW8y8mUexWTAL2Oq75ruBEt+cbw5l/qQ/iW3Mr8EGbOTam4iikCj3HaYWE0UJUUSI8jSl1DKiKCeK7UR5xgpqJVFUEcVOojx5NXUXUa5TQ60lSj/qqLuJop4oXWmgNhKlv83UVqLYi3ZqjCi6iKKbKHqJ4iBRJIniEFHcIorbmKbeI4rnRPGaKGaI4htRfCeKX0TF0H51Pso/PhrnozgfxfkozkfjfBTno6y+B+/+vfvKcT3eO5DsC/FTc3L3eDHmvte2Iy4+zFLm/qkCFNHxCMQ+Y3nOcoflCctTxvjxAi9Ds7bddvCrmi+vgLklvJFyul8FYy/bacbe/U9+gNFTf81h+B20J+ykPWmP29P2jD1mz9pT9hxjgzz/jLyVdzIr7+WDfJRP8pkZRciVHfaCvSgBCdgpe4l6nvG5spnuDdOpBd+cPxmas0cYHYLaR/aBfej5sP5A6Gto8Tdkuq2dAAEF9QK8AAUAAAUzBZkAAAEeBTMFmQAAA9cAZgISAAACBggDBQYFAgIE5QAG/1IA+fsKBAAgAAAAAFBmRWQAIAAg//8JKfzjAAAJKQMdYAAAn9/XAAAAAHic7Zd9cBXVGcbPvXfv7g0bILQNBOxlz54l90K4BLWdqVqFQVBQKsSqfGjlQ24qYh3xA4MKQq0Ug4CxWmmLZUQlK1RltKgIRZiRIBQVGCh2akkTYdcPRCnGoINu+tuclP7RmfpX/+hM78yT57l7d895z3Pe9z0bIURaCJECBdCNrxtEAiV6fJuric7rqa7rRvp+IRJTuGiJKUKKc5NvJvcnm5MfJD9KHk9+mjyZGp4amRqfmpSanqpL3ZNaklqaWp1qNaYatcZNRp2xzFhp+MbLxmZju7HTeMP4Il2ezqYnpKemF6eX9Bhe1lT2ZfbG7Nzsguyi7Nbsrv6nnHIn61zkXOZMdCY71zjXOvOdDc52Z7/zjvOJ0+ZEMifPk8PkhfISOV5eISfKorxFLpePyUb5jFwvn5cvyk1yi5tyS9yebm9XuXl3sHu2O8od645zF7n1SihDlahSVa6kGqIuUCPVGHWVmq5q1WK1XjV5Sc/2enl9Pder9AZ6873nvD0DvJzInZ8bnbs+d3N+dX5HviX/waAFg45W9agaWnXj4H6F6YVi4bZCXWHBkMrqimqnurK6unF04+WNE/3evuOP8Ef7Y/3x/g3+PH+xv8x/yF/nd7Tl2ga2N7Xvaz9wyox6dnzV0YHvUpyZGJbcmzyYbMHfjzv9FV3+TkvNTt2Vug9/l6eeTB03rjNmGbONpUaDscpYZ2wythmvG7uNPemydL/0WenJ6enpevx9vGxvVmTrsnfj78rs9v7CEU6FI50xTk2Xv1Odhc5Lzg7noHPIOeG0SyGr5Pn4O0qOlZfj71Q5S94uG077u0Fu7PK3R6e/ObcKf0d0+lvj1rsNKqlMZaueqo/y1DnqQvytUdNUUd2rlqrt+JvxyrwKT3b5uzL2t1LkzskNz03L3YC/Tfj7fv44/pbi76zBojCtMKNwfWFO4c4hotNfhb+jGmsar/Qz/hl+zr/Yv9Qf58/07/YX+g/4Dfj7eZs47a+IRMcXHR0dhzsORHujt6I3ot3RrmhntCN6LdocbYyejdZEq6KGaHlUH90fLY5+Hs2N7ohujWZHP4qujiZFE6Iro5poXPSD6NLou9GZUTY6I+oX9f2s9tP0iVPh5+Gx8GgYhvvCN8MV4cPhQ+GD4bLwgXBJWB/eHy4OF4X3hT8LfxouDO8J54fzwjvDueGc8PbwtvDW8OZwZjgjnB5OCyeGPwxrwvHhZeHY8JLQCDqCU8FnwYfBe0EQ/C3YF+wOdgU7g6Zga/BqsCX4Q7ApeCV4OXg2WBusCVYFjwS/CO4Ibg2mBCrIBn2Dbwbdg25B5siGIyuO1B0ZcHjM4V6He7578t321qbWJ1rrW+9tndfaq+XvLftaVrSkml9t3tK8uXlT8yvN5x4afWjEoeGHvleravvVVhRnFovFKcWri5OKE4rDikOKVcV8sbLYfca2Ptv6bC33yivKe5cd7X6itET3j/9//muf0vhPZmbXtxdE3Cs04j5+JjgXGPTqYUIk30T3gPeC/VxbBR8Ezegn4BbwAfp38EcaiRfhj8Fx9EvwpxqJV+CTGolNerrUcPRmeKRG4hQ8XiPxJTxJI/EVPA1MR0fwbFDHWPEYd4F70Bn4PrAE3R1eqpH8FrwcrEaXw0+CVvQgmBiNqWj8MK4Dteg/w7PATei/wsxl1Om1GoxnLEO/DzeAlegPYXwxfHQ7vA68rNdnsE4jXh8eGtvAdnQZ/DrYiSYeYzd4A90H3gO+QPflzOS+dBzvKLgfyKIvhc8CE9Dj4MmA+FO3w3iTXoy+G64H+JBij3oM10g9JUTZ46AJvQZmT8tij5mfoUX2RvTnMGvNziWOIsxY2QXoH8OLNAzuy7Lu7Fb0T2DWlN2FfkiI/ozTnz00VgjOB0D86YfhCsAk6bUwueZchF4PjwGXof8E14CJ6HfgyRrpw/A1Gukj8LUa6QBm3c58dAgvBBuEMHkfccg5h5jM8+AdgLw1L4HJW4exTeZwDoFP0PF4J0Abmn122D+H/DJv6yqLHHoeXAUYzyR35PmA2jCZT16oYbLfkn2SzGNuhMcCcth8Fb4cXIF+DZ6oYRKXJH6Jxya5IMk3eQuaepPspSRfTTyR5Jh8DE2eykYNk1qQz2iYxCrXa5ic+/J5DSuOPY6PWrToqDKOiVy0SEq5RcMyhXBTGhYPuCUaFnXkkq9uT3R8rbeGZcNKw6KLuHjj5tHUmos/7mA0z7hna1i94BEAX6xvwGM1rHi8cRoWOe+y7y55ZZEjbr2GFf/O2plKWPioKHRFT7KoIUXcKo4TPxUxKWKx8FAxtyLfLHJRMa5iAy1yXHlgCPov8DngAjT5o9g3Rc+xjsJjNKxjMPGoq9D0MEXPUdSVRX4o9krRHyxyRN0LqDWLelH0BIX/FnuhyDtFfWUI3EtqZAbAeOoRa6YSpq49vMnQfzzW7FHrGbzziNdz0cTqVWpkhsIDNTL0Zm++RoYe4FGD3nNovPb2aGQuFmKAp5EZLQRDiFzc71lbjrXnyN0ScjRHP8jxewk+51hj7no0eZm7AdyMJjfzqzVKqP08a8qTsyXcl2/RKOHePH0wT/8vIX/z5OggekUJPWHQUY1u9Jcq9qeKfOpG3lYN1cAKUcUzVfQSm/xk+WIwPc4mFwvEU8Bzm2ZSmAHw3cabAnMXqEsbbwtzAH3KZqzCnYB5bXzAOjGERducYdUVGjZrqXY0bMau5vnq+B7mqK7WsNnXRvK0EU9s1ttIDjRStzYxNl4J8MZmXT776JO/Nr3CPwPEYzK3j8k+uW5z/vjsgR+PQ6/16dc+OW/Th3289sllmz7sc974+GdTzz491qfH2E/D9DGfvLI5Q/wHAGeNzRntUws+/dWmnv11GjY9xyf/fOrepr5JUdFGHDY10jZQw35PiPYmDZu9at+nYbNn7Qc0bM4vWrY4RV3Z7BlpLCJqyaYvdnAWdbBvpUmR4NbEge+gLZE4+DTgDC39vki8/UfAGVI6B34LvI2uE2ayW/yCkRD/9kaX6Dy2409S/OePfjL1NXcZ/Bdq0vIyooT/NW3ecLp/zRP/Ux/zsdNq1T+V1fkWF3cl/r4d9yTrZKfeZu22diUvtt6NvyWH/msUa7+4zjoW90zGeeL0ZSU880GzwfyV+WvzEfOXVC+dWowxN5qR+YL5e/sj+5j5W5541PyNufbrY008miCLE08l1iTI7MTahJ9Y8Q/o4CJGAAAAeJwlUDFIw0AUff9ySaVIUejiUIqDlAziUByLSwdxyCDSKUMIcki3UBxCBskgIh3ErYiTiEPp7FhwECcnySSO7uIQHBx8d97jjvvvvf/v/4OCkgLKIUEtaxgjBxiNqMSSMrrgeYVECpnRGyHGAOf4Jl/aPOlKSSxg15LM8v9GfsEqwBEylJi5N150rI0utJFUpjIl82E1vU2E9JbcBbXU3mWPCGEwRIg7MjX1HDfS9F9Z+Vm2cMJ3Iu57CWSFvVTSUkZW6Z1o20XHzudXnOoUOfMqhy/Gx8j9KmirmnPtUwt0gk9Wz5BJU/peX/0wNyJzaaeSOZQ3BnRC9ByGSFnngY4ctypVfd2zLtf7AO94dH0bXDM+xNyd8H7x5u2KYf/2bzb8J4waB7IZtGSncca/QtBBqQy63hAToA1//Q9cw0t2AAAAeJzbxsbKwszEyKCjILCBSdUzZYNDYITCiUhFXR00roIAu8IGhoANvJUKO/7/D4hgkWaN3MAqs4FZlWMDi6ryQ1ySD3V1vAMiFDZcdHWBmuqa4AIUC44AMkE8oDBQ3NVFFwANgCkKAAAAAAACAAgAAv//AAN4nKS9B0CTVxcw/JxnJGwSQoiCjBBIQKZAQESGiqgIOEDEjaO4FVSUiIg4anFvqAOpWkdrW2tttdaK2+rrqK3WWrXObmttq20Fcvnuvc+TENC+7/f9v0jG5ebec88959wzbxiWSWUYdowwgOEYORP+PjARnffL+exfo96XCbc67+dY/JJ5nyPNAmneL5d90dh5P5D2aKVWGahValNZPxQA1WicMKD+7VT+IoOHZLo3PeA+EZ4wjoyG8U9xY4qdZMVupU6FbTiN2l7jqm6jePro6qMOjOLh00eKx5GBUbFKhV7nL1MqPDT+rFLhFh3lplSwLDMwJWVgbkpK7vWHD6/j37xv4CAc+PYb1BP1+qYYVsIs/LMKFaJK/FOEp2aAOcAw3GQ8twPTKcWLXyjIBG6hTCa05zmZHcyUlTL28jY8wzoqrp461XiqAxPx8FGUMj4+snd2nlzB/0p+B/lHG6OVcmNgtDJaff7cHXC+f97EHzq0/n59pYnMMQrPMQfP4cXkpYQ4qdxVDmDv6O6uaq9ycmRcnJi2xaxQ6rRIQd56aOyc3VyVjAPI2uFln7qKV47ni8czP3qKIVCcUsYrpemFc0pNPHka5K/SKZMgOspD7S6TgxaDozXGxboZYwiaTuQO3Jt38bvy/egaNI5u/H7rhcVjRw0o4MdA18DAnz5f98sb6Ld9KP3p6yfB7eA7H66keBmL92Qbhrk9MyAlzN7XW6XxnumrKXZzDdYXM1ypa6FviJ+3zsfeUxbswPjoNDJPjZO7A+OmDlE8PYVhvopBfax0i8f/MeyKUw8p8GceKx7jFbjFR6qs4PoAftT56w3KaB/cFouBDgGj+AJDL9fNHfFBzonPZ01ftuTx/ZwPRw20Kxw9edacaZH68RPHDM8Z4zBQeEunO35g8W5v3wvvX7kTFAQ9V6zfs2nbvpLXFpcvriilNNYZ78EpvB4XRslkpAQqF8rkMsVCuVzWXiF35Ge62juzM+WljFIAV66NA+NkJ6jdFE+vdsa73hmjnGx8Y+ernR9FudnsvYD3PhgotkGLN1+njAYlcG+b929FKXAcXA8d2or6oWMmUEznnjZ6VqAnsJq9Zg4Rac+EcbxauMb4Mj1S9N4KzlOmcPcslrkXuzrJYBEz3anQz1vJOvgwGo290sGnravMT/H0IUYuQW085QdbnGKyAMxmBLFuane2JUopJpVckvlERHHK2e+/v5z3zvBcvmD0+ILRBbG5gT2Ea6geHYqOQT89eYqeBLWHtLWrTp8/ezq5K/uA4G8YhvV9jL+2TCATm+LD+BVznsX2KkIRpfaFencHN09vjYzx0Gmc1HpMuBjKpyLLkn1//NVjDFwzZCLTemiUunDAkKksIKrdPWBCxIzUHUe+PHnrfsPfXdYNGOg2ps+8aVvTU1LS05OSuOKYGPT057/Rn1AEBVAFW3180D8F4582XHnv66/fI78ibmfg/X4V49aOiUvx5HADC8C0F7hF8unAscAxvBsjk9kTYsVMhLcXo9LCVSJL2YMOtHhLtdyrqPsaeM/822jOjb/eEMwfPg/f4eGZDAknGkbHRDDdUgKdGEOxNqxY5oXFl6wwkglQO7X30bi20ai9AjRce42rl706UtxCIskod1jEGsYQRpGFGYwxsXHhgB9FJuEs2MGbqbJ5ze6dt+juF1/efbW8qPDCyRMXi96M69otNrZbt9h23fpnd+3Wv18q5+V94c1Lt25devOCd8Ce+Uc/++zo/D1gqJk1q2ZLcbH52sElSw5+vHw52eO+eD3bqRwOZFJSdE6uMl+drNhVV+zj5coUq0u9CvV+Dj5OHvYaLJl9PN3IRpO1YOjFVdgyOFhgxDurcsG7zBpjJEFtQ5nwV3pycjr+zY2cnrrjky9O3Hpg2fW+c6cLpZZNbfzOaATHX/4BJ7QCbULj0UgfH7ArGP+MaWpi0hiG18rcFQbnWcLEpnfdZE5nGNKezzDCMuGawuD0hBvP7MPtOxlLf1/S3+kJNDJ7xf6YRBS4fwWmGTXTJyXU1cVZwIeAXKV0lM+0n65cAzMZVxc3B4H3YByCnNzc3O2YIIWTTsb6eyieYsHwMOrqI8VDIu9EmRfx+PFfj6MwMjTxkfSAMAQqdUZCUYEaQUlk9ORj19PA+xjH1EFOGipgMxabYG958W72dZMJZZ0rfmouf4SWivRshwkOw4ylV36KTuHqYieXyRiHbU7zeGYbK7dz41wVAEZnRuHIGe2FLlh2dX4Y1dj5oeKYBZxHUY2E1CNT2jm6Oiq87HxVEarBdvmqfSo7mSuvkCk9FB5KYRgMC4xWaym8cQReZZxGzqZWmadWbUq6UQX1m1Jumkwm1j1//CK2osT85cjxiwhOBzOMDMkn4T0wCXthJsbpbguuhW2yWIzrX5nqps9x+2e0fTCKkiGyN3BPGMrYN/dHUcI2PpW2c7Rd6k/Hn+imJ/0UcucyoQqKreMX4PbPSDtUMdW0/3CGkX8gPFHoYdkV3O70GaukeExDuTIX4XcmiMlMcdW4qX10LowQFCjXceHBWGxFPYq6SnWNlHY+LoFyXq/12OA5V+22nuFmyqYz2rmOpXpMCBiZmGfJ/0vokdJN2mGyu7FxmGXd2oK7TIup3BgtsoCS8Kxc1hai1WlHq1jPvuNeeeP+D3+hZ9m7By7KzhiZOXp2VXrPOhP/wLRxZEh79D163Djmz7v+/r8Mz1t/kZvy/ET5bPSjOdIkrSFecOBTGT3DWKYVT1OleJAaJamvFCUFPpjSqqrgecqOsg8O/nCv82u9itiErr06dR8wccx8E2c0bRiR8+XFxjvbd7mr7vXtMbyUC1k8fsvbSGfCeMxteiCrlffF+/cjlEIq3o89FL85TQ8EXuZJ2pm9jAtuP0fbxf4TMR2UC2VQ3Kq/Ee/rDtyfeUn/ipf0L8D99zT3xzIql2Hs7ahcNzAjUmJ91rXTrw1oN9NvnX+btZ6YR/1XeEwPWMPMtLdjPRwERuvt5qvz0jFt3XyDNYFujL0QqHAOIvokVlIeYsEVhf8TBrFy7GOEufixAj9EYn71Y5QKRito/QMMeiLA4mIDorWULbQi5skzv7wc/YOeggM48PX11y+j31/ZsmfPljHg9KWgqTRvh6mVlWg1O7US7y86g87j37OmmPhcyLh9C3oN7BSNaq8j7VFz41Hzjuv4XMFrl9/B++vIqJgYZl5KtJuTrJ2/p7uTLNifcdrm6b/Vl6nUe+50lVVGaWpC9YXGYHcvt2TOX+eUxMV72idHRBnJErFsvoCXRxUwIgwwdSsQFgmSXib+x/KgPBbqnOrc6lR1nnVede0uO112u6y67HnZ63I7JyIPLPo2OZ0pSXkDhwnOj1EJooiPiyYCXm/AjyLCojzYvYVDBhcVDR3Ke/cZNjjrbO/DM4EHT3tz4Owl01e47zQ0Xll4pmfa1cXoD3QGkqFt+dmcY4CJu+44QidY/os9O067Qd++GRhZX4Pd5Y9mz3j3/cw+mX0gHDiQQ3AmY5Hxsv2S3JlJ5c5e2p6AZXxGC7lzQeyP5c5+Se5UU/ki9UdRfIYod7j9tP2CzfhE7uyV5M5IKnfE8YncudBC7izGdJvRAp53aHte0wM+rAU8F236E/qfw9+g9G/bvwDLrw1dGbG32B9NFTKEJ3jed8i8Tr8zD8T+aCofxqfidtxTIXP6vStjO76lv3MZ/4DCL41v6Q9VUn8NHv8OPTN/Z/6kfPcube+ApnK7hSKFHreT1ksSPBosf+/Q8d+V8AN0/A5Yl/hbloTbL9H2WUKXpq/x9tL+mH/xs4pwD1GwRD5SEw2acNWvkIHGVgqfLUZj8KsDZxufnGHPVUL9IyhGSx8hWaV5Hz6A+ornIpkHw4V1aEalI5o4HQj/tqDMRMB/+8/GjTAKDOgG+Q3tlJLErrffcuzm5o0buXdNkI4+MqFfTOalqbmDaysqD5pN4nmE5dNF+VS8P7OFfXR/3qPtERivS2W5mF52MycpRi7b9Bfl5WdUXtr2F+XlLSovbfuL8vLF8UV5+eL4k9z0zhTfsJMVmH7W/tcwvi+L7czHTYdbjF/xkvFF+dpifDRCdlEg47xHx9kFK5qekP6YLq7wBuv4u9jvSP+mx1geu8unEfqVVcAcPM77lna5Ex1/A5TR8a9Y2rGCTfvzN2n/D2j7dyievy7S+3DS+0uRvqT+C/C8H1A6KsGfIvSVgduXt+CzAxT+npgv01rw2VXaLvZfgPvP459QPNj2d8PzvplxSuxt05/Q9QGJbx7RecX+hG+uinyTJtJhMtbP7mD9rC3DSPoTpjhRf9eoqZUjl6nZ5IvmTlU1NfdvDtiWVWjXu3vfgACsTOEjeNH7B1Wqh1kZnZLmMPScC8b7k4bH88LnHBNHByPnPCFuctZjXZUIXDwRUDoX5fPZmppqqIex6PWw6sIHIKCGB4XVYUgG9SMmTB40aPKEESY+unJsyZ1K9DS7H7pm/gtd7ZeNtc6Cwzv3wfn3dh7Gc3NNDljm9cc82g7PHYkXp/XTYCNELpNHic/U5CXr0SljMSxxWMU3YJtdaTHewZf9CNSLKoePOHyvpGT3LrSp8UTdqe5pZzaxDQv2Zmf36/v+gpV1hw5/ulK4NnTER4uystxLRu/4dvx4fD4OGnIYCirMq5OSK+YnJDR4V2+trbHI4VewXJKxlRQ/ERJ+XBlsTIO7xoPAoTBQNUsNVKJQVUzjoZBjpchAcUU2hQ2OiJwwOSw0NGzyhMgIdqAJ+YdlZBQ+WDB//oIHhRkZGF3V1XDncHZ2Xh6cH5iXnX2Yu4Du7kZ8dnDQhvXmvzZsCA7COBN0JQQORoQL2wwBGA4yn/ijductngElAU1EksE/BNjahReWOzucXg1sCXofVTYer0P32NpV54dx3NBhg07a2a3iCtyA9S9mAWPlCxN7zsR61u/oybIZW2v79Obp+hm6fjXWEXzJ+ptpAPCELSkkmmODLftvvs4Gt6SNasCLlXYfdpfAO+altqTBzRLpG+tpwl/YNvRkElI8nVcq5zrZM6s0czls/Hu1c3YPlLm4OXkyXoqrF4j+LFr+WJM61fgoMkVeyha3LfbkYJgqNkAraghYoRJNQNEglMlzEyAKWJgNB1Ev9OoidPeNcsOlPd9cvXpr/achfPAPd9EIbPhtRCNSusDUI59AF8jEPyk7d1vhk6fIPsZ2OAMyXutn0CsVcbFash+UDggXxhhEfVinF+mE+CDwzgh/JaBLCKFXb966dRNmL1rVKVGZM6CA6Mm+PlhPLjeMHbvnmwkTMCQjhofAWz/cvfI5vAIFVz73c3ab27070Zp1AcNL0eojw4e9UWsuQMeys3djmIgO+6XwDuUhGaZCSTfSGGNaQuQNVpDUEiXH8Qv0xTPPo4foM4gBtymFM6aPJQD5eWOAChXJydPWJSUnJi6ZmNLFBTI+GjwI9OAIdhCkjtmek22BaDq6sbhrlzFj/v597LiUlBKqJ2B63Un4yNme0BHl9Y2Ufv0op2MQWzJ4nMjiSoVB5OxkWANvfXUNTTWzlKezfx0Bfy/9efKkSZN+WSpcQ/NQFVp//JiFlbuHKOt3bNgAPaD7+g2YbiU+xnRkIPOR45+4zdRkxwhexJ8EaAshQPHhCx7RfKDZe7HwVl1d43FUuWt3CcuuOu3gvPzCwlWKk4OGDZUNOy9kYPFsavA2jR//7Y7RwBb7s+BmVrHFffrUbs3ge75EZhhjJCoQMQ4UCqNMlBYKUXZoRAWFy4iMmDA5NCwsdPKEiEh4XlWNZFRozF+wYL4oNPxNfF+4M56IjYEoNg+LDX5W/W3T4uyg4A0bWIf1G4KCs6FxN/hhOHKQncBj/d7AROPTAosKVxBFlDGayo7oqGSINcTo/CgcWPiSPQERVCLl9NzT7YucKm6MKS2ZUSgoHMK6TixJ0RrsNqDvarbWbmWjttbWjkC7CsPDwsLuh4cPDR6+ak93WbKzc5trAWoXbXikly5vx/r1rNP6DRvWo3r0fN0g7kB+PmJG5OePhMYThJ+I72SfqKcFA8GMZZ+U1j0T9tXvq2QXI1NlJSw2L1siJNXVQf51duhRlj8Kd65DPt4QarMRG0/4DZ+N/nhoSUjLdXiftdLiCN0ZBa20Ffwf4yZQXjub8PrrRCbcvPXVdfQaWoxy+C1mxbAxB+uGDcUWiPPS2uzsPT8UFV75HIuGDZcuwWaYMOAN9MOr295YQdaA9zsXy6xgpkeKytlR68LZsW5MG41dYIAy0Me5vaKROKovXH2s1MSfwia/Susy16mN+1wnL3YlI8w1lHoVtidurauPFGceY0uK+FdFhyVWLrXRap2fzKJlynidX4DFaReA7R+hjcllyZ49S9eBY0xX9NM7rx9b8KH8bDj67le0EB35z6HanaCFwQv/Ed5C10orFi9Y8FrJvpqte5bETz1358rb1z29dy8+cFxHZVtTX5QrrMV7gTlU5U98CiKaDPSUs7VFMSa37Xh3/hhP7Uh9ENQJ0ZXmaijFxuei1XNQbuovK33se/e+IISYmg3OVPR8ynA8RyIqpfpLBzwhEUbiJnkDUTjc5a3IEx9monojcQl3p5BlHX30RJ8BR/SsqOjmgH79spoba2qkJsHB1TneV98pvqLS1Gh8f+gQewfVQ9oU36mCu4z1oCFDHexVzTJ9OpbpMfjNvwpxJSWaWNFXRaWsVfQLaW0yRTlOxWZ52PjxdT9OnjRu3K2cVQkHWM/du3a/h+ZRqT/vUR9h06YkG1l+Jm/Qlhr0Dtq3tUavh40l5pNZev3lyzAOxl++7Eflia4pVUB4X+SMNwFX7a6NMsbYA3XySU+4VaH1M8awf6PTMOs+Wo7a72G/X4SJOuxT1m4bmgW7zYfMP7PZaOGi9ZXTWBd2g8mEJgB+NDeYT36Kfmg4JeqXTWY7Od4fIznt4ySdS9wRqprRlbcFSaaplRYdVFQXcSfBofqV5KT2Rp+KfWPHRXUYmj1p8mwk89cNmBgVNd+8qKqGZYiDaMhQGHwfCgs/fiPf5BWaUjF/xaTRo3t10wXACOi/2BiT1Yc4hoj2Yy4bkTNh/EVRVnD5GA8KDJvk4iQkqiZEA751HHPMEDTis3OBJujHO5pMjdyCzomj22TRdaXjzxbjz6osvqxoaQQaTVHn1127Rga4du0YNvkqWQeMl7+IASjJKHki/qwW2yAsXjA0rxp/GJMMoU1KMXKZsB+p2Rtrkcw89piZqSNjsqYly2MyUjF1+KaME2LQkMafTew18w4TccOZzHdY7SwWk+e9vgF6jqd+NywT38V7gE8uVcsjnGBc3HABKAwgF2G5PX3GPYsi4e0N75TDd6fRYzg23VxThm6MftVcUcWf356dQ+guQBfRwWQeDRUm01/m4yYTlOah2yaTyAt4bvY69f/a2Bd0fzGi2ORq89SqKuLkq67GBgUUmLjUksZU6bO9MNw9hJ+YQMtnOQlIo2AAwutUHBsxi2miNHEauYa/UIqKlv6ALlWYa4rhbzQkCfamdQ3N66Lz54rS47sH3V96NeUWED9wN/On2IC5BQ3jgSnz9WADAzNvezg4we9zxy9gCdxND+x64j3COlAgNcWNFgoRHaMveUNgo125D9L3Tj/4YTVrKk/MHj6unM0vT+o/Aj+XVFUheVLtlPnb3p0w8vIV7gYmqqFnx61+lTti+wqrAxuG5Y6mMjQd5RJ/M9GWOasEpTNaSBa/oKaC/iNRgBrq4Etu0VHWoQ7VN06e0m+5cjfaSEVo+kUsQhvucLtNpvodfFzDH+jBuCx/xuJfFt7AZ7tfS98sZkCJOG041OqVHTK0yrxovsSLkkd2woQLjSEYtXesTEdsM+ksJfFqFbbPGMEPc52oUgfiBam0bhoPTsuKc3Cl5MiEd6AETLAXZaPX6ob1dzArHLKHfcw+dug3rO7osH7esJm9ClvQGLQebUBjTG+sADf0+6pt7H1wWvbG9mVYZxyA5/wHa8t6pz1NxPb/SpYH74rtwl/8KNx+Dmi7kEvl4gD0hn0nDKMfE2qBMIpq4X7NWBB1AA8Kt2gCkJggN9sCMTqQ2z8nGxyf1TU21WWOzMAsfJWu4PDhuqOffCJBPVyrVN79s6ENZtm7F9eHyu0vYe2TrAK6Qm/IgK7oE3QQHUKfSHDlyofivfFlgvBWqcSd8FArGItiLh4yIoxADCp/mcJDGADe3r06+SxBx82X0HHiq/xkUWpyaud7P+wwjzL/Vjhk8P2hQ9Fl3qU0IsJrzTOsUF3DyquMOCm7KO0ddm1v+AOz5KJjLPFt8icYi94tXKF6cCDRgyXLWmfxgbVUvkX7Givfa5+vXbt23T/o8e+Nl5u178L5WZmZmQsKhWuzZp79bFYJcjXZqN9ml4G5q1cNyBX9ChGYPtOwTeLKxOJ51S0NZ1C+YJm0MqIpeC1NaFRjI+M6tbSlMYLYnuNtbOmGi8I6GwPlpK1NjXpSYccyQ9Ft4qPFcj2YaCOEO7F9wJNkAaKAqDAMnJ5ghBPFGLV9CX7q2MYj4A48eJ37z6DEzuHfvI7UjzODOuQm8kTow6IFy6qqli0QhppMb105tvlDT+fwsDyUb4KTa30NTQzepZJq8NxA+Jj6TTENY30okCh3onWSDJIhL2qw1MUgOUdcwQUs2qBgXI/urkFXNm8eNvzzu/+Jiemdse7DUaO8y6uXr1gADmvXDRp08+7eKds21X3tXd4zOqp45v3jU6bExMVEdhhWEBPdo+dGSA/18JhT+u2h0WM6xoWMGTxtJjV0QfTbYhqOEuUphQuDlQStoIqyQCWzMSqxITXn29Ho94p5tVdWZ6fEdZw0L7W7fVHFhInD60tK0tPfXDM+MKBT/KSK3r1d8Hb6DMg9sHSzMVCdFNvVXxcXNxmctK6KnAHvzM/IDA701OlS0gL1ScmziF2ZjenZh/pngil9z0EdOXd8XgURGweIhuIu52SiqhatJuLdoI9TUaIyxgTGimZ6HGCtFu+sGms47O8RAflwzi02pFf33naFWdsGXC5b0vaTQH1yZBUMrShKb9fWrZ0TGgiqSG/vhYeUwp+D+iXH8Xz9lRk94jOyHqpUQwp28RdZx8DqbznIieuuaRfaB13l54S3Y+V55eRs6oDiqe84oIXvGO+hVm0bSIuLTQR/cnJZHcihnUBtDaT19PFm2ZubLT5kc/HS1CtSKC0irCy/8iDdtwDJ763Gb6zMLYWSKBWz8Z/HU36eye1cjMYQr7eQ0UviYbT0UUMY5g7J343xGizC3OxKaKmxi3iWFHcCuMSjrLdP1zQ/72YPeF7WsZtZWRj47c1aSPt52+kycgfXpnTpnnqQwK/BcoPA74XpzsZrb6UstUiMbLzFda83YKFtkM0fuDsbPZtdGizoRP99/XcX03uHhg7/xd+/sFDytWIdYYxsMfE5y+g5Ij/FBuL2aHzuFNHz5TIvni9XKC6H4vaTGBZiTaplrBpbAH5xscoY1kA8pB5Y5SYWJTYDYpg4LK2+S187ZgzMGzN6bTpbjga/B3DvLlqBVt6/B/AeGiJcM+Wi2sfoxsZNmzaC4THk55pMY1D1Y3Tm5IkTx6HzYxg3huqb2xiGzot1CHpoYYyLCjg+PCiem5VfbtWxs/3SOpf8vWE2SkYriPJL9WC9CYwQDPLq+WMGn3njFjqFytpk/UK14rYVSYmivfcYz7NEuE7OdxANLMmDbFFwJduC399zbwd9KqXC9Hao5FzjL+dQajl7YSf0FYaWOjhQGjSPNd/Eku13Fp9C5rNk/O9QvLAXyxBsXtqDGLkzamjIOBmkoVVYFZSm1fO5KDjytekdSnoUcd26dekbpEAdprOvlINLY+JbviIT9ON2NEwqHuWh/hYy03uMDuSNeLKlbHEVUEbg6b5Rn7rIA9FG0GLVS/QlEJKlSWsZsB09h0kw3WysFBRoHQDajIazf1QuZztXQv0dGLccOVSaj11BO8l41BfPGyhPYZjFtDcS6ZHG5bjP76Nn8GhWIwv2G34DBhlncd82sXkmVH0MnSNqMgz+CEJmIVG29sCy9QyGzwe/EV242tZpadLI7De3p9aiD9GZmQ2VJsfNS6p3vrO1K9ij/pXcl1wPdY7pC9s8tLswF4NeSecoxXPUi3PYg2i+Y9j9rY4EJeGjAMLW7Fi0jvuyEvUH+65b39lZvWSzo6myYSY6gz6sncr1YIVKVH0Hzb+7b9umPetXoENBQXeufGHKIXOgfL4e44V4hiP/Lyb5dhYyvmwSOIVxh659hDbeaz0JXcs4lMSfwfN40VPaspn4nMb//bBIkGHDF88CDwhqCOrxjj4yd4bvhxX93FjLnoSJ96CA4t894tPKDVvmHTk06kTtpwuX4LExtoQ2+PzVkbGJDUvOfzm2dZrzGwMwc2ulxDFwKZn922zwhuTk+Q1D1qN89mRlw77b4DgKm31Gv5WVM1dY8h3LxlX2HSVlPH68oHLoRDHlUfIXrRX5myZitdp+ndbqcPHg2ZPHWu0/KhMdLm9zPX0vnLfdf3YKdbh4kvB2d7w3BGfE28q/hMZsJ2G/AXn31mSGnlfxfU3Ivwi+NsaYvm8xTzcTurMbGcnZFt50n+Pw2Ybxp6I2oppSNMlKiYBoyYtDTltM1CQ2CqPWrfMaNOoUauy5MIkr4r28Bxe0bcvz4b69ZmzaJBSh3abldpkDfr172M//TH9/XUTkz1+G+PxosuiUxXwpI6fRL0ZU7o2xWqxKK0BttcnZYPi5Ym7Bog3Q5cKexgNYN6yuhnpXyIIdRQMOvn3sz8VoKPJ9B+uud8Q8F+KIJL5pjvoVlLDxa+FafQhuwGcD/hsXjvUNPbOKxOeYVbCOfsYNt28U/QlEwiijaSyYnImYODEbTEC7Ie9ryCNPaPfX5InL3gZ3kd+2K9uQH9zdJurJzXPL8ZrUOqNKhID+480NN/lAS36AUxmJrzKZsic08l5jaXeMJfFPJqtFe07TA/tvxXahmrYflfIScu29aNx9h1BL23dK7fHy2zRX7VSLdpID1ENs5xxo+xkpryrX4T/iOPK+tH231B5vv1zs36Idj2PnIo1/hbbTfKsmDLNMzBvYJMX1eRr/JDENhsY/PxHjn4OteRhcPu2/XezP3af9nYkySPo7TxD7v8rY5v0Qm1Iaf651fJ6Of07Kq9hrGye3xKVx/320vxTHtsalq5hjzf3t0hUG56XMUxp/tol7y6Nouxz92DKubleM21e8pP8w2v7y/mv/pf/af+m/8l/6r2zRH+OBP8ynYowFN+8HXo/eeWlP8ulNUpya7oe4nqbN9POftOq//F/6L2/R/zjDyG+KeQvsCZq30GTpL58i5i3ASZK34Oxr8c3K6rF81uM3RDcRM3pj44yYyYySW0pNDCfRtOY1SqEi7Iu6H298TpyvaCUUHWA9z57djd5/D81DveAgzKuF2C08c+Z9dJq4XdFJvf71kk9K0MWSU1kZUEMcr1CT0gWtpjHqZ5j+x9EcqQgmDsNATwEFdSOBUjooZALRbDAwMYlUzWGMMQxRlrGGA6JiH8dNzR8/ZdDgyePzsWZfvTegoBbdnvDN9JPc7LDXC+8jM3D3C18Pg+cNx12XVuxI1StYU+3KKjSzemUtrGrMd3ExzcqaDVotMrm43OjdC1x+eQROJG7a8J/xBVlhOVZaj6Y5GGXCCpp78IaIW7IGmiNxlt9FaeK4hZfkUn+ZjPZ/k+7RZeJ/FNu5nrT9tDg+GkF8QnicXTCv6UlzDh0aQeJMpJ3ZT9vPNfe3zeljDjf3t83pYyhtiHqROC+/hszLLBbbyVkmwd+DwA+jKJzjUDzheYUe5C14nspKKpsOvCgrafvVl8hKIpuutpCVIj7F3I8VNPejNT6PNONTPNfty7Esb0+iT9QEbQtSuISaCRYTzOIIFJ9l06MGV+975yj0WleNSfI/C6aY37W6jvvTxyJ0MGnqPVBDUgkyol0rV68thYkV5s2iBxk5wF/YZmOJbJelYF6h5yPYnI9u+HxsnpqtZe3nLJ25bAeMunu4MZ+4eOrYFHCEQrg2Z8KJ3VfR03UoyvwbGm4yyZabGNu8WIyLUmETpQnbvFuCi0/41ykuPqN8I8r1SRgqJyacnJEcS5VCApNKK7eEE0QHMaeVPCx6KTgLu+HyQzbLGJeZFWtcCponwQHZvi7ucGmFufuaUvPlsv0odTZcdnf2y+k2iNWxCTBlUmbmpEzIvqbW5RSnJ3hpGjZiY6QDuoxxVODh1Tm9OCfVmeEluTSJ8WYMjJFJISe+1Q9sjIlNAEsNg5Hqglhp8ZdRwDkKtLvMX08A5KyLkfHjqpEsbe+U7e81mA/PnjdhepuiEReKsIpoj2oWjZ6Q2af/mDxxBbse7cpOHTwwMzYug/yyy82PTItz+r63/YP9yRWlA0d/5+9/1fzttUnnx0ySzbrmrst5tGvXo5xuzuh7/AG8vmb5SWlSVkdp0lZ+UpoUPif7QOQnbk9t2t8yb9FZSdujmzYKOomG36H9O9icx4W4/3whBWaLEr35PMb9z/OD6D7byH/5ZNx/Lj65Z7XqT/LKLtj2F+O90viFdPytzeeQNP4y2r/Opr84fgQd37a/OL5tf47qB3R8PoCOv53CuZXGNcZL+oEcznNzMZVa9Ak6PneHjk/7k9gL7q+z9r/AzW16bNUnRPiP0fFb5xGfF/HZIu9YhL+Mjt86T/lCi/5iHqg4fi0d3zbPVBxf5DPbvFFx/JF0fNv+4vi2/UX9Rhz/CR2/dZ7eef7UC3mA4vj76Pit8wYvtOi/GAXb5o3CPf6YlDcabJM3StoteaDBYh4obrnSIg80mOaBGsSeUiYottdQf/6xpA8Qey0ulleItV1yGY+FXVwAcVC6gpFYHQoSkQO78tp7G59BVPWCtW//Vmt+fnnmrzA8eXL159c2JHTvnpf1K8/A1C5JLHcPfXirl+rhjA/2z7obXOFVUffj1G7FWRMXLBmZPxVC0ga6xYn22yuoDz+YT6Yw0HKnWGo0EiAEmQSD3uAvAUHggT+nbVYU/grXQIUWvW5eUPfxuhroUtgzsf2hTyZmJndK4i4uWAyGAZ9NuzDP9ePh3z3t5V/kn7Vl04gp4NqlaGDU+NyBE2LiW53Zwlkqh7dR+r5C5LB0ZqfT9hOWOJHsovA7sTVblw7YRkisFQP9xhbU3v+hzswefbFUoMEBC9PPbWsESA75FlmEzB3bf+FMJ+LDJq5AoouJZVekroO6iAWZQR9Hwse6GBoN0HgYY+T+gcZmfYoLlAVnNutC2GQbFJ5ShXYsLfAA4oKdAqfbuQUtPKhEyyy6VHt7dTCEggAyaN8vGxpLGopZR8/t33KQreKJHzYLUvk54V4cccS+O/7wzvdQ7L6d1O7qj+k3htaZaYnfWIg1KnRGP6zR8UqF1k8ZE6g3KrRqfxV5KcPH5wGI/uYL+OAHMJmHmE+Cz3moLL0JyWhiPT/UOHvcaHCeiCq2LLmI/kTTYfm3783fDdpJDfPAedn2srfRIzpnAZZZr9LcTTJnjCGOnIHN88XEaWQYUbEQJc7JFS4rvHEPOpnvmZtAc/3zvBkwsA79/Rwd+In/fFpVQs0XSzcdRYfReKi6fWjF0yv7w0esnbO9oFEN7fesm3kWfUV9YebvqS/MXfSFia6TYLwFrNxAPOEZXCl1gjWuZIeD98fHpkxtHyIs5+uID6yhi+dtdHzy8sGjxkymfjDz99QP9m9j9WRHUfeLeQuk0bHGdQgRTFw8cb00nrWjY+WMGzKz+dygebLE4mt1bmRhvj/R8txAU0meEG6/LwTQdukcQFOp/YLb+XKbc4DKXckuO07bbeSuZMc8oXbJuVb91zB1L/TXk/am39CtVnJdhL/0hXoSAv+bL9af0PGX/ws8y23hkfKRRd1ZT+0k2/xlT4Xe6cfhLpb8ZUxbaU1t+WmYtuSEtgI94gh7yQzuGszqlPlkGrUOb5G+g57qpGz5sM1LBjdN8Fp34HO078MFjlAJvLdmURU8//Z1gIllwN4fPi39my84tpffgFWrXumj2ggst6pEmkueiG0iOckS+a9zKY3W0iBtiwoiIf3l89NaIfMiaxnRfwFmm1Q8ZK0sonjogPGQLxRh2AzNsAUqbcIuLwGTnUyhQTGWwEtrsCxgfAs7pQz+wYNbAcQAtUcSMX+40ZiJ1lIlJbq8jTfxmmyqorh3TQ1DSfzmPpBaKEaqx3mM99CRCWU6ts62pYalrVy1Sb71Bq3SRpLyVyxpuKjG1rzEIrVFTm6N1Sa1ZuaiDi7Z/VqIVPOy5jRdFxNJPZSkKMf0R7nyR5gO/EXZD3RvCYxi4aVaMFIPsD8jQp0IWlvzOVDdvD7+CoETOGSmcJqnVBNAUQMIBFAYZQPqKMvauHcxqOgqakD16Kt+2agnyT44hKEPYR0glACLtBKsh8ePlxaIaYRveoh14v4yLaNhvBgfwi8aQ5wxOg6iVaCxt1gk5BnbRAmsAeJ0SYOd8kNZv9+2wqXByAnyqRmClqPLu9Edttz0U/8D5zqhaKVD1mDn/BChA5pL+zXulEwQLhpCzKdXoh+UNGb5D56/AM/vRyxFPLdezArwIDkxJN8MPDSWbD9sN6qAhtxYpXv/wU83wEGSOTxhxprBr5e7eprlbYImkMTls2Jq8fob59lrCrexe765mjX46QkwQAG84dcmGPdGX6R3NstyOtfu3P3D3WNQzl5VKYehOvTBZAmmjfyPfCWGieQs0CCbHENmbIZMbQMZJ5ZpafgF+l/OI1R9IudEAckfnlrUO3Ne7muFMhfk7uqduGRihUtK0tR1ZQAZH31gOpF7YsnXNHnYRVOeu/iBsT1S9+0wbl4J2yvps799vaU8LWG6JXZjm6dFy23wO0umFinZIZWsNtlax2gVK9t0GuM3GuPXg9jBNMcYI0IMJlIMk1R5lVbJL2h8ctb83WC2GI1ZLMzMGJxTicaeqUAfmyCHNrP/eQTFuBn9ugSNNQfxX6KPxdg46kZj4z2lfGt/gz6C5jcRqieZA1IqRYTFno2Owiyr10p5175gsX7FlzQexv1VPkWXtmjEK4H97dR+WqWyyGN3RMfjnnxyYNaanb3Sn72y6nB9kVsT87kDJPsaV1/q13/fjFMyIdQQHNTVvhtXhKboeUhIGn5J7SSz4wQIPhLqwBa5KvsFergHts/ImP9XarsU9PRmqUzWy1/hEmjM7LP0i/6xgqPTlFEBAemZIOq2PfH5slSM6WibYy2xzYBKMXW8NnA7bz3wj3SO1bcXAelRUrVoxBh9H5X15IeNS0YGkim+VXtgCE+FSnm/aikGJqaFYeGhjeIVfIjkqlBpxUAFTB7r4cUXJS3pDpXPQY9u/GMgLgsAYf6mjQuEoe20/c/4+/2Kpv2GXEwmduLe1aveluIsmNnD8T6R+KZU+S/NlAB4JvxaDBrAZDKSZZZteJJ1A2b+3vhrHWSTwbz8pQlmdfeZKebJcUxvqXbFA2MqlNSYUToVk0doTIfQndEa0LPWrJAQQe+rdVwxKMHt08P3nqD3adkKVCzYu/MNS70KZKIPYGIlN8506ONFm93VZ0h9xh/QUFYxf6ZYq1JfKZ77CVivuE5raAItOSwWxxJ1jYpZWyT0ImjVVPAqgT/KMXVs41HWru7cOfQ12o7eRF+dO8eXm/l3v7z0DklbMf8lMdVk9Ba6jfd6wMTKyjz00517oG62+2keBklI45n8pmXCPllPxhtLEB05ewVDnHTkY54jzzpOfKRRNYNKFyiP1mEuZK+b2ph/rqvj7uhMbW4uKc2bWpn+MctVmtMHf/wxLPbze3MtWjojsA8xRKYHZpEA1x2xghXVVrJD/5gAd5CWoTDkNC3HuuCbjIBxEUYyVyhTOgKWYwZJxmJYMCGrtJw1ndrf4AViCpIqTqd25/bKe6rajP5mhteE9HUQDs5hwb4z2pX0XW5v/n1C4lhSUhrSxHzfNSGpqK3vkD5uCZls3uHhbVXoiNmoG6hLX4NlJ5Zw/Cu6IYa8zega2hk9e8aHb9mxk2Ga/c6TbujMSbspWFeYgHK5VXTfSJ6gVEfdMiuVBtE2zJdlZozMfPz4BudVd/XqM1LKjTbScm222ir58v+8689YfaLXZe4KvfMi6imNkPTDXHxWz6FxzkipHsK9OUfGT58ILVOasY6hsNauxCr59mzm+cyRGZlSnsWzuBFDl6GfttbWbgXNsqEj4l5d83pS0tyqNa8KX8yvv3dxfR7Ju7j755QhYaGXP6e5zJdCw4aYG6HNPwsWmvujf/6BNhSuHNRJlkpz5WithBUwSdDojUobxUdloz5wU+F5VadeXRPYol6vdb73g62iY1EWuNrXTA3XSof36Av3Ve67tgNno9ygARbtgMCRTvwoNMc6iNZXiZle1jSwcAhp9qA2szpbK2Z6wVZrGlj3kbmJxH1LTqkcmiLGuZNkL3OZNQlsWab5NpZUuhK2p4mkhxFZRf01Yj6nylZTlq4uwbKquXA1Yds2lo95e47voE5Fsr4ZM7p1tAcWNR43p1XBHRPkmj6dOtHeDp0ckF0wYKkJEUdoATkXqU2B10h4lKH5HfjBQAlOo42jz3KyWDwNp9VA/rkmBp3+eSJJ9JgIn01cD3vLJ/6MTt8/NxfdWGeC3+GDyo9Mpo/IbyWqMN808d71ZB5qo+AzJJDgknvJFLoXskGCQeV1Jptke/SHiZnLYWVFJtZndrZKBznEmtDz19hi0zGT6Rj5NTVuskkGYRvRKUpTxIbEuPSmGdQ2Voe7LMSaO0fpPgDUFjfuI6wdv+DFRQ/Q3zBK8uLCRtb9BX8t60/9tYxlXjFWpKV1P1ZiVdqmG1uUeKNNTOg5STRuEQmy6tkcZ2o8b1psq5UrXpjLRpVW2hpaFmVczWZa5kJyYlzZqtskc3Lne3B+385Gs4mLJXM1q9UKm3omRyxVW1olypalp9jQo86l5prA5opAVAM21k9Y74wWhaM2BgivSrLeEIG+7hcc1FwkKNa68Qvwuj2Z8BR79ySZJ+MS7eSloPU15DoNZ0ZTydXYOzspK+0LvRRPG69eUJArd0BFbxKgJYGt7yvKwUostIOO6AJ6PPV+caFi7rR1ZbOJ8sre/OgD9A16hv5BX7dvD4bFCz77+/fL80pEmZqJbU0T35HcUkZsTY1oB8fG+cmx5Laal1gFtMpUS/acxoNVDd3SeKGpz6qn4CTwqMuheaKt6eS4Z88e0LyRlzdohFtS0vT1GVksfFsFUDyDZd16sj+e7SFanA72GxHT9Hp1G00kerIsJWV6yf3hVJ7Gy7rRvQpvSYPyFz1zOltewKLWhiDDerd0xYGNpG2mzdp+QS39b88flRFpe48IW8bCE7Lu1D8YIVUFtOCBF+hHBy0M2dZsYUNC0GwUmlryx5EpzQRUgN5r4feT4t14z9rRzA0xq8dNym0n5aIiaSQC3IDcPkOGZ6FSe/DEZ7ozhKMb6NH3TUzITvcV05fMYfPcTu7cgw7iieOwFvUP+gPdfuvDGbMPXrJjXjIXxXUiBGotEabYAIkg/Ri4kTV8SB9zIHtzDr21IgSY78EdDOgL9Cce+Hu4/MUerDzMsrt0kGgT6DaeC5MkxNF5pjQ9kHfF89jTXGvBUjrFUWKTJqI2nJSgq5GMFgNNSiehSUMcF4He5v0Nw4cEGRxcA5NsoFirUl58L6JDwmi7mZlcxIgZw/o57osWAVueqd/PDj+9Kz0nu/8pCBwRN4RAt8ZNPZMLGd4+1K86EpTD+pUUzKgh0G7KnT+W6uWjm37gp2J4OzAZKUp1iMxOFy0LVCQxXklMSFQUuSpL8ehq5wu3OtNrq1LUEZpt7u4GXhfoW2mwkzlV8jWGwih6D9Qp3JHcAhXxKB5zOLa0AmPFFFWDZGslkHw0wm/kh+aP8nTlJIYXDpsmY8sUXSx0TO8xrLRL5/ju87omrh+cCpCU+XpVTpB8Knp29u6mo5A3dvmSJVyn6d37shB9rXuwATqEJXcP71iVZszrE9sNoJ++88/xib33zk/t5+K1kKFy6gc+n4+ldW5iPrmaYj2QZnKK1acG8QI6KdNbJhbHaHiNBx+0ZMnysXlwdNPds+jZVHlQTtXrmUkAqYPXJ3ad1z2+c5fSYT3SHQsvIoCyyVzokJleLv1S5+/tnRj/c2d9P4BusX3yjGmVHcO7J4d1AENw92vRwPbtLsIl74Lh6kZt1/83sF5CQdyD7kuWjbOBdMCGf4d0iOvvmJA6jba3EhK7IQFD3r3if0HeadC+FhRl5S/hFUxHbiRDN7DVjX5+SgXYmGNa/J7TTB4wZZlev6QwdxI6B3GYwzpd+OijC+g7dNGcmDMiv9fcklczRvRFnVAP7sna5QUr27RZNHb5drY9S1I/RN0a6zWekn9PVNJtfXxEOSR+vo0bbQTV+vXcuybUwWTe0ezuY4eapDVgeU3kowPlXYvgw2JCKWbsGS3iSBSbxJmgbS0zucLzFucYOk7zSopIFsliUXIunH8fYmwdj7sln9iPjd/efabVovEFW86aRPn5ffX67TayU4QP6xkGekeDZDf8C1ygsurmbGcutOqloLBqkGDlDabG/JfMj7SQb1HLpfN+B9XlxPwfMbdUrMK0uQZIo+RdFHNXkWM7MmI+PJz1Xa2lpn35/WL2nHhw+0JQCUqIi7EUsbdvj27gNbZFKfyHeI1tqQ3NkDpUbQDx3EjFlV7WGktLPVcM1xZyZkxDf6OfctMhBxXPYisrPj2yAGqWo0jUEBG5eFp0dzYaxaOrYzMzoHfKjJOwmvU0mdA/YIdNtgVoy6JO3j4+QVF1lI4PYH25PaMnNKCKiY4CfDhqMNfF6Pw5yVek9RczI6hM9wYdWEHBXIi5MeerB8CBfnBHVxivavd4RmKPCbHopydzN6VFDTvn4+Y5DV7z0L6SpHH2bxsi69qXuzQYLYOZ+dWqXujotmnzu7/SyafvmClruhoO/KLr7WGeqFN5BbfxDow1RNonpGGkkNzLNRRHYsaEsrnIrrmqjn9ag2h150GsMlBXPm+o31XCphD3PBtiMvcnPnu43VxrKGzDtB8i+vperku2KOWSytls1YCUfv3JfOZFFdI9Y6eXNVPwZ8Pbt//yovkatraMUrjAcq8ZnrfT/5jXm21xz1ki999hePHKsxdBQaYdpjJrY5lpB6xuvgNNqr0UbXeFzHkhI+IJ26bsE4x7F8maaa56vb0WnrUPHfLO4d4joR87zGTuSEpeI5OlmBAZD3+OYZzwJw2YhDnJhL1dxa6uAlrMiWWTqfE/JIpC5+qKLTYXjBtfa/0nKezRUdqz3HZijKbeS/YVMkCAps0UY4chWOi5u+JX7dNJteannJ8uUbGmd5oM9pWYB9mpybuMzk4iXGSO7/EcasLVlipTTN7aKI2l0hT05PyOi+Y6kTm2PAdd1w54ir17UY3D1CXTVpNJ2nBvNzjBlJLGZyUg9HJWjMiXSXSF4rkP8PgqUU6rlC3V3Nt4IFt9Vthc0mCPCmwVVzJGvqxarMH99xx9uU35s1bN771V+LJkfeM0imh4zt2AU61z9klmurmMFjojlXQHCra37DrgfWvfopbVpnjV9mVzFetmsYoV6mkRK9yjNaxwr0UJK2HC1aRulXVpftHY31q/Svj8/2lu5f/Puet3m9gUOjndN/k+LOsT8RvRYG8L6pYsCG2hRUTx5eFF/iYFx4YhKVjmWrGu1/wa2Q0KGGcikCETemDDleAN/Ql4ZlJP+ZflFQkzEkChaTyWH9swnGJtlPVSxBYQ6dSt7ki8bQlpWkQVtAwG0hBms6Qyv9UMEGy00rWsFM8b8sJ9jK0tOcylL7uUkbW14qDlvYzmoc2mG4zzbGMVTOLc87CsTsF0Ya2ft9Yz68h5MK+yErLY0WNhZuUn5jVjZ3ORZeZV8GdZWWMuW2pumi3lijyg95GQmmIvhuEt1o9SIZAcWa0HqSnGBxwpKT5tqYHFtleSeXdheBCPJvDB4UNgg2AIux8e5G2pfUXX0XNUfzg/99qXA0ey/LnsESP7i3IGw2znwIfi+YJJNRm9xYGITnrNIr31ll6zqKakTBelo9cs8uU52YffTZ3KL2posr1kkfutErWpr6ysh/rKgdzc+HJU/2xN/MDA4MTHNVt+SQ4ObNyI9ryGVr6G+m4k82djuywBr9edZgpZbqllsL6kloxBlR9+ST0SVJfBf+QLc9NT8tG3ly6gn/NT0nO3w0PYgBd4a8WClOQZK9At9BxWsG5BV07f3/AcXNAfzzfcP3UlCOsaCxsvoe8Spk1LAK9LjTCH4BtlyFxovokv0WwEiUJFtIu7x4kl3UqiuWmpW4f76JR56kn0g4j9k+zqk0C2AB033y4aOhRKyXWL3ug+5gwfyw7AQKzY7BH3AV0r4spJ+TEpQyZ+Tay/ZWC6acMwGmWzn7tF/X0C9WK+epw9XLXN3Egdm06QOCD7woewgx5OxJ9pGUumJjqINFbcvw3WrdsLoxWM+4BbYzLV3xaHI+NhPvbBsIXQ8ahCFWtTW9dccIhPWnKzn2T0JBSFB0ng+nj36urjLXLUjOkQkztgjm9oGJmufbAIfcO10oiIAB3hq+yc7WWfTo01CjydO4/6e6k+Zbm37QU5lmFZjDmtyuLz5aOpZ3fcB40HTCbeshppPXRMnXVMPGRLyZAIL4z+qo1QaDnHhQ/ND5qFQhkWUs1zYd2C24/nUltP8BfuoCNAN8s4b29yZldYKlY7mF4cR7yzQIoFWuvjP/b2bgawypyGBzF1iJCAMpdLtdxEl6ymNWIBtKrqJW57bRQxBwMt5ze3sP/MgNVVqPvBrr3DOlaZS6uq2KOXgD+GfEwFs+aMNLFy++QuqMEEXWYY0BZ6AKyvnLooZWpSWsFL58RKgq45vZtgXUVYzAUEKfyn4xauOYYaL5m74rkWVXUM6931IHxStTpgJhpuGjlnVgHr57JoauV6MpUJbTHMgC4m1NAleSDaVZCWNFWMPcfT2HNHfPZYlREp0Bxrc9U53nZfS3GZodXpkF/ksqFi0vRe40lg+Un98GsVRfaV8yZNTclefaUWNaHfQyNsD4qes8p6p6WkedIo8jt7fLXo6eQp3bvGJqkDjZuXHnibG93C50fs5Dhak63FMOrjWpCFRuUht7GY42INbl7LiizXFPb3j1Od86ic0Uw0oa783veGDRXvLEwor7+y5pVs0YaO6DVSssnpfULhJG7SigSVun8x0ZXETXDbejtiP10A28pirxIE3mC9LDGhHCH0VmsDHnIlGsY2Ms/wHaknXqo9t8bJ41SxtkSNT7jcc+qoZoqesU57rm2iTe15Fft54wcDsyPEmFX2pKVcvwl9O9FC86FT6LnWquaduruwaDIESKkG3Is4J0V5gXodKXgnDh729ylO7dzatksvqkA7qiKT9YGftF1SdllCR6+QWLdzkB8QYf5JqTy00Ns7UoUG9Qltp+neMRu4b6sDHVn+4q5XpE1Jm1F/hefjkvt9ybLleXK2XfgcUVf5iPsU06mGygcSkyZVcpLnU2RvTrdxI6oh16TaXJKK6f4jSDexSy33o0r187VCETlDWtbP29C0tWbehnItpfJiCNBCoGI8Yyn1aQQy4k1C0i1A0hFCb3GlzYJ0vauRW10BD5ctq0KyZKJIVVQQn/g4VN01b+JoNg9TAupAAm1Uk6KUgd8HnplYs1fyYdBzhkgJLb15Xy7Gv0QdBCOGVJe7e1BeNhi1gg/6YN+W0UOzb8wu/Spn+Kgt76MPWMZ7ZNn5shE+LMO9m/LPiklnenXrkZba+8SUFf+kmEwq1FDz8d27H79R7yXd3d1kFjrjOX2wjAoQy1D+5Ton9jqSkQt9Wt/axHEwlO1vMke/9Jomi/2eKtqlUtqU9ARcLpiKzTUV6E/0dCkqKgUTb8BWhomtNedjQfquVfbLx4j5pFpH6ZPRXhAtvnQEjv3js6Voehl0eXrvwR/QdYZ5Z9mpx+xp8wEyhrmA3UjHTDb3bPYndBQeU2+7GDxVG6gwdAULXOIVCDUt44pwebp5Uzn6o3E5KqoQNDYRxQZsGLPF5qUmk0UHHsYHU3it1fEW5xAmH5h+Dp0k0dIrl0msFN07ZwJPFp97aDOMwY8atN8k5dgIn+B1e9vm0WrV0S3ENFE5mhNq2dHNuvvtWTOsqTW+FtLO7v9mGaHtnk29aI6uF/WJunsDiUEJ1lmiqYeXeH0DifTFu7+iEoBFydaZOnNCfN7K5YWARurNzspDg0ClXrVKrQLrnE4OlR2HtvffcHLagDH+SlLPLtUa/3+vZydTv9w2xjNSnh0nzaGjMUg/LOoi46I0LUeX8qo8SARAxtH7Pcgi2S5ox6muHy/mm+dC6zAcc92m8PzWmMqxh16rztai/HvvaPgIH611XuROADo4yRinUWdCWyOw5cMGaAk/Y9vFXeZB/MDUfxSltK0ZImFmIkwOVs14vGKcpRyow5+3F1eb2LMQ+dZyGjn+8Lu7B83rKD3YjCfeiEnOcq2NR0qRgMmLe988tXrx7T+hQ9GFEUVtpk8Yt+LxjCoTO+ng3e8+9Pf/bvTA5W+hz83x0pnUPCZRQpRRUlG21SBVYM1Id5BdTYZEl22HlHmYzOtsBoVI9iwd8xI+d77AYxJfrFLhEe1hTR8xKpsBlvvL2IhhyUM6ckVJi3uii6dOQXTPxUlFXMchBbH80IYNqCEV0khK1eG7/FtinXcajLW5c8oZa8VEwMRY7peRYW5Q2VzfpGm+jYr9x6CPNRr0GZP0hgXSpU1HW15Hxf5kNOB/xtgMvd68p/WNTaaW91JZatoSeYNCxr71kjiDn1KhpfpVguWuAxVpsrmWkd0GcejcpNzCJXr9sikDJrMnzYnoIvqOxBqgUw58DGf6jsh4tWRur/wR3BPzOfNX25ePXdSmzcqC5Wst58Xvol/0v/i8Na3dlv/qAU9NstFt/s0XLiy1+hvMTYy1tm8DxcOHNLdoD95/H9E/qSP+yVcZi/6TKxyRfMNELlIhGyjJxTgp+YFLfBVllyOv0+CGUqazo8rAMJrmPeSauBCE1fi/2GQsIxflwWZTg1+JJG/5g3hc52Z/BzXQlfPq6th7x6CmhCrKjTfFvE8Ch03s27ZSVzQBmiPPJBbfEns2se+R1ebRO5qjzpm9w2zR19OSNdT4xCTmG0tx56DgfhBkxaEtD/o357K+TFaoReXjYFXVixKjutoEMfgUaSE26kzogqnl+FRukHt6Xi47yARUflS/KEGqqsgUdS2kCPoeT2Hx2di9hXHKYa4nt2QpQfuSXHRyfpGdbxG7ZxOREYW2SkDnbpi3wKNZ9act6GYbze9x8sasxa3yzpEKHzXH0DmbjHNxj/Pt22N4opgk29rN1tD86zH0X9MLKHxo3b+4cVGoDcxlppcALJ4YrY4wFNa8AJKj2Ivi0xFLk050DTYACX7kSJZDi4NakBJJhBcW2hZA20y3XB2wdq4f5QebzxEkd+Z56RzvDUDOeDPbaqlkf5qx++6A19ICp3H7bA94Xjr6Wy+18UeyZ5T3O2AdLhTr5nGtdfNImr5r+O+2aTC0vO6KHTVpekDAhH+zS836Fvdf+erTUnT+Xv9il66YJNoOcTI9xnd8M3yG/2mTclbrwta4cHT/H6bqNnTfxpKRAF30r+YrHyZdflVB7+4itSvX5VEYl+HUum9p6Uip+DY41MRG+9HCcvo9XjTrgycIt0HngIrRNCvfktPk/OnnNNsoFP218fDh0/u5Rw7OiUsg7OJy21vFBr52zRIcJUdFYf+UH89WFM8+06WdxzgYP5sFsu/JKN7OEeOV5BGIEHmDNvp/fkGQlhrfzXXwltgbd4d+TUFPsOPgr5d+gZB5UdU6Dv1j88UGgkNWxvSKyn/9ViF8OIiBLfFbD6w2guwNDDfWIgOtFGr5BjQb5Iqp+Rrpdn1SMZXMtp80gxLnOkybX80rJLRZ6KfN3liX1xcQQn80fEg87SYLVVbbEqWvn3tg+IAsTJbijf6S/0jWhspWN4tkjbYVp3hKzKLm9WLsiMpNi7SU4kVUQtKxBmPhUs83MfTGNpCMEk7nCPiBmin8Cy3YGqqZPwTYfldq1qzb8kVvWNyvfFPli01sNpoO6d26mZ+Qi9VYRbdu6CgsYve+rFWC5RkXi2GRM66M9aZeyzMX+zaa/TZ7iz5mo+03voHheCz6zEBTNokzY5xEStJdvERKvPRMaZPBT85wb3yuK22uWOWf1piHwTZMPh8OHkIifN4+oidg+gw8BL30lMajS+CzETnjJ1zEKuLG0uFW5+x2k/k/C+OMfbLECDWBJV42FsOSKMXC/q+A0LaF1i5XHbfGClOK7wswwUNbb9uG/wla41/I1i0r0vVgdi/3jUxFfW4SFVmuZ3zxQtgRo8ZCZnCssV9xQudRaEy2h0fH7lq/HHZvN/ZeN1RtbKNJSJiOznXrBom9fbxDQ0egp93oHPu5r2Rtyd6orHHz5lvjmm/xfMmUg0fBhjWG0LCIXqw+JEKlCjYa+8/onDAajc7ReMSl+WkHsPu7sd5ZQ4bLBMe5YUFent3fjXkpHJi+4F22A94Xl1ZWAtkhDfV0WC8Sl4IEEBkYYIwOCOgZbQwI9BoFPXv3tgVG2B3u6+vrFxaa5Ot7LNU8dmh4hCAjUHh6dRdxyzYJrvT+sea1NvvqpVWzTel8TIeMkNC5qNOo8dDHv2NcP3dvb0G2PzI8Pv6VR3gZF1InJPn4sJxlz7bhcQUyrqr5CsjmeIYUbxjci4+J6h0aUgZnRk9A+/zjOvbFw7JvW4dFMZZh8ZjwDrcY8177l4zpbrkWkw5sG9KwmWKUShURomd7RYSGGdZsAMtsb1pnM7/V3dMrKGyuoyAbPiSteT0spcHv+SZ6swb1BFBzPJJcN2tR39XidWDkhlOSCk7uzlFbvrYEawo69lVPj4SYzgM804uRYdo0ODU9UOlg72Fnb6efBfqhE70CA9CTPlp3V9+wsLaekdwtlnPwDUjKbO/kHQl/RkbeZFkn3s4u+kDkTp2bqt1PguDuHd/R19VVxPcELCM/Jf6bl0nIl8pD/lMs5nqlppp/p2LONTUVi7lXpf2DidxqPJ63pQ7shfsNpVlYR9/QsHS/rPBebGhI+xhPR/Rlb1jR/70dQ4DLgYddvdo5OZVBSPugju7sEDxDLeSnpoo2WC0/A47KCrANxlvec+XkngaWh+MkS4QV7zxczu1k+2Pb2Y7xTnHmsKJpV2pvx3DjBXvF1cZT5JvZnp66QL651QXwQR3rFsf2z89Df9rt3iuM6/bp0rjL4JXfchxGlQSJoJWx8uX5eeCMe/LhtCf6Lp9pMacDfhMp17OGSOIuZfuP37vbDpzz+PDX8sHrctzST3Hfx9w3rCP9TgxGhfebSAYj5hnCqY/j9FhFjJ2Zk52dM5OfYdBjU35jds6jnOyWnwM1plTC7WrMf5iWWUfxI7H403p+hviRjfTjFv56B8sJNbGPVPTLcSxfNyDXxUmXZRMfKOa1ENZ4rHekuw/HKpRdE9zcuF5sUG7EnpTk5E5uo0d/P4p9AiuUmlkLvLzcVeFTVW4xMXMXRYQI6M1u3VrOA3SsaKW18A/rEZakb5KGmgDwn1Gjvh892i0+JSV5T0RuENuLc3NL6KpQsqy3OqI3+wSLiSFCSMSiuTExbqqp4Sp3L68FszRKBsCR92efyeoYGZ4nUO0M6kBsuv+MPoHuyEM4/2zPjjfffsa06qcWjGFgZJ8hD9zrE+H8B8/efnPHHhE/+/k5XJasgPZTEUZQsYOf7t6x862nsgLcPxUdgZ9b9+OIg5aDnWI/fg6e/zCkIQ/SbzH/mDPRfp1T7HmBZeQ8K5Mrrl4g5Hf1QlR8JNN7n31O730uOUPyPmXkTcfwh+T4J6WjMq7joAN5zEBgYRhEg84g18HiP4DZce3aDgzMa/futRg/JsUe0zjIOQGs43e+8D/Gt4doTVw0wOImOmwTwz+GkgcP0GsE9pO8F5Tj85OjtKI8eQS//wfZUZ47LfTlEmRObjKnH8l7GIzhmC4rwO9/pX9fzj9md9L3Ys7iyaaeUA4pZCwNHeuQOBQdC5VzCU0JCjkZ63kElZt38IOaKxHvAAwGFbkPSceq0flZvY5B7Kxe4MROQk/FPbvDTpL6Mirc6w75O1eC/4rHfszqWUc+XyGHFQyDMpiWbSvFNjzGVOjPjuXSsQ1K/DXE/aDWGXVGcD5SU3Okht1LHmuOMFLfJ+xYdi+9G5HUc4xFduzeI0fo397iEZcrMzLOTGyKg5xx5F3kdsC4kO9mukB3/FSUZUec6I640B1xwT/ijkgRzLhoai68VSYrHD26UFb24Rvb35cZe2Vl9Vrz5jZMz5OFYHatLIuxZ7p8ZM85yUYwTgr6Pe1XL5DxHXLw0E5MCh7aiXFqOkaHZsicpJ1O6UT+TtshJpa6Qv31MHlgyUD8XzjSOTe3c0JeHt2LB/w9zlvuRb8jfkCKk5q74Grfxk02wYlpg6drFNfVSOd1yiFrI+tqQydpg3+kScQ/Or70jyrLly3jJcdZvrkYGx0Pds2cuYv8brRcECUgsWHXTPI+NjMT4yIRTWXJbSIqxjfFxeGi3PGiC8MoHYBXuiuu3jp1imTMR1x9eOthpDbaelG43HK9FRwp62CIjzH000NsfvuisqQu6d7BYQrXzY6OQ3NiJmM4NwpeXIEsF59p01L82ngwnKfKxV7OOfLgqVI48p6OKp829nIPbxdXb8aH7rRS/FJTPDt5Tb/sU0N/I1NCnTgn3klwkjnIHewc7B0cXB1dnVydXV1cXV0Vrkp7tYOHg8ahjUNbdxnh+2FSBNeXpViJFnEUwVLjceOEgsAe4T240IDgDlPo654Qhl8L3oo1VW19IljvtETxFfikJdK9vIf59B8sLwhfdUpxIkelHS8HTpDbKa5evUpxReQGpVIX627a0Q2zwz/SbmJ5xEVzOs7pEbq+Y/mNp9uIRIISLDiwKcy+wuXxQPKilPBCejxAWKuMd/QB+394e++AKK7tcXzuzOwund2FZemwLLAg0mEBRTp2URFQUBQRGyBiA9aOJYo9NuzBEqPGGOMzavKMmMSoKSYaNXnJMzFGTUXzkviSiMzld8vMFsR83vefXzQIs8PMueeefs49px3JLetidngfwaoEr7F/ItuJ1iDTJv1UiVDrREsPzwFLk/UE8OizAf1fOm6M/vzxILA9v75+BJAVw1sH/PwL+wdGAO77zkO9ekSAHsEZ0+6AqOzszZuRqbjz0sBAlUrl4Vtl9htYGZJ79kR3iXYa2DcBFpYjM5n9JRu7BOS+Y+y/ZDp8qtYtUerrahvf0Zrbg9sec0d7OG6gfUxsQd/QEE9t7riqmJhd+9JycwsGyiJ7FvTtr3FPGrsyIaFgxGsZG9hPXsrW6zUaQ7C7m6u7Z4+IAePH2tmrt/bxDwgNCVCpnDT+ET3zJkbHKEWfZwHCGbbLxbOFWrIGg4L8k0QPHrKR84qAy5jjV8bA/sVLlpTCuxNOX8wDBwt4w+acnBt/ZWfv3p2dffsBMrn+f9PlzHsMw/WWrWFkDENT4+wi2Jet46+ebZ/NWH2ukD6PJ3eAN89yu86CBHTT393DTkF//497QAJ6lM09MlyDg1ses4vOCqvO8lfbZ5/FOuSE8DaX1/ky0iFbkM7KJbyFbD/uD2Inqki2lVqKIdI3bKxoMwq/P2U8rjRbkaRfmJozda4iHVWZx8GM7fs20/eha3ehO+fH5KnxxFHmcTy5tgPO5iZ1voquHULXivG1jjX8Q/giso8VTm8+wWkMdE0o5h92ziTXHkjXOp5D1xrwNbDVfG27zKdzorwIXTtkvnZBNqyzl9wJ62vzNUY2hGHkjkqF/FQHI147zMPOQnki+t0D5vdWy8LhRnkeuvai+XfXyMIRLOia0x16jQFCbwQLI3+AayWAZJRqyJwc0WBNMkL5ZwEy/56jzg7LjLWXeQcnDSgFU+QPnnP3SEgaHlJTExobmhzk6qnf5Y3e8S1/p9NX4YOns5rf+w16x59kvYe7wUGzGZYWhL8x8kbaCzleJbScRVbSJjgN338P3e8pb1QawOXOHNLF7TJDzASG7dChz5JFWYutSaBz03OC850D8HO25K19jySRCRqs8KVIwX2S0Lt/tuCNARIucdU6h9xtnC0heuFlZCBcFO0DHprtA2EVdxD+xf9C/BDs3tBqdfhX3sDP+uZu4A/1mJIbwU8fOiwJ3TuN/xLuk18kETe5uTsHxbnBCJm0HhERhsyc2EiviIryDNmr9obwNGNsRHJWcnFYVn00TizZPMNDqwi1fQx0Dcsor4jwiozNyQzt2TNc9mpDVHR9VlgxekZErDEtHJeUd+bzD5ljBF8MtvamAu0ZYuhi3KwVHsODnTMwDXcwjx0JLZUIsHNWZx2mYXRNSfaqXAiBZzv9CMZxKBXJbsggy+2s8O7ZPcTgBEIOumcPvUcmmnpCDjbv7iIjjwFwsszEjFPMwLzPYfGgL4UXwF9n5a+fxQ8Ana7sSeRzlmP9xiVKmRR8RpIq519tDQgubmGsIRnbF8S8oHMGhJkdd+F6BAP24ajrFi+5cnC9tfMHl4Yaqg2hOwpGtI2gvd8FO+HdTkZcI14iWoJgh0DHSxRtVIET3oVPzHjQkTXu3QP+2nMWjj+LVkmfE0Ke4yjhSsTFQWrs0sftEZ8Hx5PnYR5AjxM4ZL6PpzZvx0SY0tkL+OEZZFzXKPdF69OpfnCSbQE36FiBfncM/V3QtX6pYwUotw4D+lkfSED7Pw0Ogps6a7EsQfsfRHhoBRzUOQ1fQ7KkHV9jWMENusMfO39C69SgHU8ItXTjxzZvIrZ+YVF8SGhcXGhI/KaVF1eiv53B8XHoSnzwhKamCeUrsT8kpMFweLRzJuEpLNTpkQ8hjfIUrDXzFIJNDqfDD+mUcEkeCshOxV3v8ARneg0984hwG05Cz5Rky5Gzwm0iWxBu3hPaO3ujzxQkxkZamAiNZ9m6s/DUWSw3zqJ7tsHenVPRPX4MQ08zk9SHIV5suJMY767B3yYkNbPrA4JLk5NKJ9aABU6D+rqARY4Dh9iDdY/jHfv337dlg2KWTOaM/pvLrVTYUVwi/jJh/gLNlL/ItXZ0bSbWEeiaE7l2BMFQRK4dQNf6kH09AlPRtVlPyasjVvIKporyCj1jM6KDss7ZRM+0P/Ynz30PnsLrx3oGPXcS1TMQrRT+G117w6xnyLXOh0j3bJLw2q4Gr3YmcyNJ5N9sn4hndohYwrNNaZCNbiNGXcdOhfPR8aP6J6lVNQnxU0srJmxS27miKwOManWNMa5yTEXZVtaJk2UF++oCQ5UbB/WPCk9RcHKbn8m+ZoDbndfYUWZ+yWCfB7dJXS5on4k+O2r5rH2mrJf5s+udOzrf5ZuIDAQG0OdJRQG/g49/MrkItywFj4d1nug8J9fhz2UGoH18pETuXpJXIteUUHra1PEYHu+MJ3KlS0xJ2GQtV4RNXeUKwrcS4XulKFdUOCMFidUDPzqLtdRZpNPuCImd/oReCVXGJwJ0n7Dme1jD9oGXvif/Cu/S51nRphgFJwklvXgSWaNPSMTfuis6thHiTEruSpywd/fUCQRn/iD8U76eyC6FIcmQRIbnKSBbu7xW+ivzQP9Mx99Nr12OfqeSvwxfVMhITZYGy4AAlsjsCJCIRThyqqjVDvf36esPov29mjcq+/T1Y6P9XJyaNypkE4MDQrXAGJToW1xYERLgo2MTg3y90Q+YBvlexP4xUPuH2kGQxEIk3aiUg49JzQiQhTMGagMJm0X9vl72PjdDEUPsHSL+QoIJzZKMiozHpMrNaLk/fyR8DC9O+OysIXLXnWWjgAwkT3jymoMi5rXJuRmDJ2p895b3zRg8k+ShO2plN7gNimQsW1X4qDI21APp9NdgcPra1eTg9184JVSceuH94CH/BMmKZJexpTvrPX18POtf61fPmHsN4160csdoKVfIj+QNxDcS5xDpNGw63NMMHrOe4A/ogA/29ic1XGgt8gTZTUyLxInCqVv8O7gscM/FD+ACuR9c8MElE39duM0eEYpY3ZNIEz1vJ/sXegeOi5p/gz4hS7YV7jmDE59n2B5AgBxYRvOZcD713cTYMOYPHJRryfyqBl35Dbrgz2AROMf0x5+FcHo3cA592B+6gN+wj4PkZzmCVUWyjvHmYT8kRM/u4HIvtAqgtWP7vlaOkY3pmMt1th9A79345L+4NZQ5jyrbK9bmEMzQ56jAJ03gZ7bn0W1QLtzgXpkr1LNNHSPmsk0CRjIAe+BI9v3O5whOFXKiV9IB+37/u+/Fx8PJyrjbS9aXOjsz5h7PS/FsAsVgm58NTv8BWzrzlXKnt7peZ+bi6+L9ifAUm8S1qeVOW8i7xbgdwknk6yzDA45XioEq28AhTwIAPPojBgB0QM+OAVq4mppoJOYnC+eWK/5UGlhnRg2eR7DcsfTFwnMiWE/MGawznsCH7j/IOrB6bjm67z/kvm/QHgSTOL4vmE3vhM9RGY8/s3uFfOYP5j79Gf8l+Szw6c8678rP4374bGig+RPxXa+S34kA3z39PPnv5HeiY6x+B9GGjluL1hfKuizDWYZ08X5z3y+xX2sZ7YOGft5F6ALzEJ5t42w1P5SwDrvv547rrXR0jYk0roctnxPfgUlFv/OQzECR4/gniEcIlz1sz2PLfhGmc+GwRnaz/QB339IPnLyP9n8VZz2hn09aZhqQn/GAFUtNIY7nYZ9eyq0huLjuKwp5R/hNUxMIbGra8Ix6wvt48PQ5oQMm/h/FhFJ/cQLP/i7wvYjxJeET11AniRXQYq1yO+5xz8b9wsbjbpOwBiFNNoYw4n3cTxbRyDzynJcs/fnJz4fIumcgvOhJPyuatxR1HBD7wwELGhL5Q/Oe5M3jznbkzONPzBOS5s0Dn6H/PTbAEnBwA3d4AzgIS+ApcdHnGEs/W9l/lFIfW7yuONIPrtm8T9cIPEcIXYhz+4i8sAeEIuxJkcMIdpswhf9wHgRgnXCL3TKPbWN/hCffhT2EFgQB6REuyWXaG1zqY6UkPXHxHqO1v4CebceE4i4z0uxEOkQyPlHswJOUSH0DD60HThArQlTiyEK+d1x4aWl4HO7a9evuzz7b9RvuL/nbzs8/2/0rXBQXNnZsGMhTx828/93MWPWT/5pMxb41W/8E3OqJwUgcjgmeuBoKf26t8Z3PGdWxM7+7PzMOwYzn3dN9PkHWj/ZXkYlgxPCpWHzoMEiLB0PIaAvCxGBDqJvKiLSzLo7DiVqtWC6B1iIrZd8BwZNGs8/VwW8xkPCLmucAO3oSCH4bjI2sxNDODB3LbQDuINZ0Bv4b3q2f6tpuMrW7Tl0IPEDIGRP8BLb9Z1ykHzfRZOrY6ZZEZ4SNIXPmcE+4QRlharmGfZlxWug/T8u48Z5qV0Y22V492RWoOQ+1u30Ip3MNcfdxDsbtWW5caFM+RH/alG0ppEdLdOrHcX88VN6LS0mJCaFjs4xWzEU7l4WyiZTH3Fn+DshrEvS7Wi6fP39p3w4haCUY+uAReBvMRH/eeXRmAfzw7UAQAxyQWZgIP4SfwyfwSuDbIHHBGJB5C6SCpXABvHALmmcEcGWKpUjmBpKZPQ3cd3hmj9hDGV+PoNdlCvPsnz+JPHRmPiY51CTyHNKXRrz+Irnem9bBwiKZg3j9EbneR6yPRTKSyE7n3VYykp69ILrBhXmX3D+IkeqI/+QzkE3Wk1ApScQr3HDjFQ1PD/GQ4l605bwjtuQVciVtysKXFoxrrE9175kUPLJoOHxwLjg4eNjoLfArKCxZjPyz0sVxqpWVMZGRUdWV0U7c/uHxPcdNCKqHb/6L57N2TjNpg3sF0U5NfPMWnhUiwP6NDnZlI6FxVDEA+RoqhxthEX9bbkD8hqujPKSMqVU3GIXci9WplDJeamAqllmCu7Fpw0aMdXSO7j0gK8EQkdwrOHEd3AN+A9q650fkb1i/uQy+Dv+oGG9fMH799rGmhpzi7Y2DYgAHjzxZC6fJw8ERFoyZvvNYwQj/oN2Ttly7jekzDhbwP9N+K0CuUGPHxRCahF18NzUBjQSi+QkXdmQax1RtijfOh1/PAYfb3+zp6K9Na/xo0BRw6KMz8D/96llucs0H3EdVHa8D3ZWESUMG9uy16rx5T3h5AGMgFUehFp9J7COEvClXgM90BWrxEGG6PeaZvaBi/3K5vPGLinkNs2tlSofIrKqGDJ3BzmUl8NnzAh3k2zIOFNPZvRwcu+FwLselOzt73gzWuOiiYnz0ow5s3grbLcN8t4zqGCyN8JVoksxniqB2FyzkR8rdiV1PTz0wHPHwEXyIfBLRRmEaSkhScznCPBOvhOn16XNXgX6RHo2Vt9/j2PdwVfiO87Kdh4DOBP+EP2y6/usn308vHVy9ezmuBf/4C+BG5wbIHPgcxkO078zTpXVSMd9X5qHScA+u0KNn2Csnf/LkBD+KHmEn9cNfI/z2JHoI7yOeGY0nAOMB0ghWteUMOPgGbON7xH4Z2wNshlP48Khvo8KHW58C5zLB8OV79iyHRrh/6ebNS+EscAxp5HlIJxfA5XCFaJcinqR2aQhvkLoXIC7i1sLL7/0DwTxvbrGudv6Mc+Rs01c8nigk2rPH6IxBqeIPF611nbXOvic0Njezi557esS6iTM2NMCFtmPVybOluejmbhfSXHRCYHh4LpmJzrt1mYc+YUzkSPModKDebDUH/ZsID5Y1hAwBX+Mh6PZ4sCRgUtCebRXnJOqe2SfCwMbDPdtAe86oyglLwX1kqCdNGxjQW4d+eZRJOHqr5oWXwb9xT4gFI/q5ayTcpNLzSuFAKi3r9igZ9Y0GlNSGp/XQpjbeyJ4Slzp8bu5ORBsdw71HTssznU5ZPVjbs3fhkuH142sHzehZZkXTYvwiMSGEUjavcdfFa/Q8KVyyom+i0NnEwsqR4CXhMaZxf6CO6QMn9RlWD/pGSYT+33d3cf3c+sT94/0iTOvZ3zxqcIWH9g8ul6h97ay3QbLUgx/zGO69L653K+l1MChD76rg9sleUjnbc2CfI+PU30XdX+kgT3RR2vXlmUSlks10Vz5quxeH/1feU97DyvChNg4+jIuLybBnNAGaaE2GhgelliMM1PDS0dYMsmHbtglLl8L9S+hhhg/FulUqj0kfSycSVdBY5YqBMoR05JJ6revAXas+i88XbQH8giVSl3fS3/H4feHVg3AV23+gK+A2bYedSKPeGD5C+ISc3yjky9B7/PHpFhsx0qXk2IO9SwRJ9VeSILEpL55bYCVHrEuIf/3ELGvnI7w6kFOhcUYkSchTgQcRrEj0hgMNe5QKS9btlCg/V4NI9mrBecA8bH27Db7DlWwWHlFp+dOe1SbK82QOKfJn3cRO4fjgl4bwf6uJPwlHzqudgNmfO4YpQTh6p/xNKgLofv8/n5Usz0rrkRDQ+OqUKXEDs23PSs6pvXt+wkKvnplLlxzfNWqxkZyVpLO5bqF3OOHa7hDCP7Q8UuMFyJRxgzT7ilgFdEQKshDJyGrz+/mhgeoJSWk94rKq0T7f6DU/O3tg3JQprzYGJPRI61Uc4QK4T/ZcHoqh6r0srUpuF9l/OGAvlk5/JPjDYvCSi0eM0bh41K7jS5Zm9vRaOOmtu7WTXRSArQGgX0pKXt3OZgxydJI3wYsXTJF5ILrAUx7EAV2cuYIqUdKT0gFINw9zywQp/c2+c6xeWDcLPL8mzL2HMtXXTz42LjYuOrVfekzlG5PZ8lmwYlm4W5dP3OHRykrOCcyucg3w88/50NXOLip8MfwOTKmq6rgN91e7WF0mcOLexlE8rTqURJMFkRRzCsRvEpaVlm2lWOZnO0T3SEobiBCZEOCEkDegrvc+uOtgEsGvE9rpdwsGpqWE+frxho6BwMlxYu3d90oRCsNrIv46ijDWO8LDBePXVUPwexTI/RAJ9J8/7fX7NZPtFXLuFIZzeKegGIDgNCJ8PrXb8XGIEFTK+G7pDhk+xPgBSqv9zhpeD8rrh1uTYu9lw05vmFyx6aWyZSu67PMcZEyPgQfgH4hA35pkRaDRSTqO3bye4wxJSBZ6E5s2TxnqdGftUzYtnmvidIf5p2TTWs29QjbwdHw11+Z+a1ua3k9wQK+DG+T6UIbyh7v8IOn772N92ovSlj2rVYAQoIpP0pbRuXimFjbykvAD+wVsWFkE3cEA4fF53QoyDk+4zepMJhjf8RP6rBC0tbCJwgHXFaItwiJbxB6tMoz6iZSaZTz2BWU87RKORCCQ69XmEgc5+GZqw4nwhMppsT1YJ6CWr12HXJK2Ay3EMElYvkzYlT4J2SszphojI8ZxmR4NJ7YiM+XnJfDFU83bFIqvP6dWymc34VgtMV3mLvzPrD7U5u7b+bW8gdhHuO6DxfBo1VjrseLQQIQAJQXFLZBj8TEP7gnv5tZjNK9gY3791W3NHngffvfCdiSWhhunzogK5+FMjgXp57eZkMHUa9eeb2GNCb5y/vPPr7FhJmHPV8hyAqUsABUA3HyZ8A8CRfYh7UUOPLTqEKObh0JvJNa+WBOi5EL1iTw7wpTZH/T5OU8duTtKGz7lLzwI/PT8YyCL/2v+DXA3rWcnM7KhrGBLdK3wMR0GDvoC5qhJbo41KUT/CkeZlAp2FDgg0guBgczTaZDJwBxEF6OIb1+AeDuG9ArzJ724VIF4DjrCDeJnMno9yahTAalZJVCJfT/52WDVxpaW3bAR7oKNu1taNoJVoGLlsOKxpXVwV13p2OJhcncY+fwLAmzfugnOAOs3bQVy4YXnwfX2wTMWvvf7+LEdO7hJY8f//t7CGXSfBEU5j30jPJlF1z3ThnTDsma5jilZNq/jRTtva9b1Ah49fbuwbm/M5CFBbyp8uWMOGU8zbx/n0JA1B7vwbjTl92hfela9Aqbw/+J74PiyjkCRhDu24aNP6cBIzU4FiS5gCahIB2qs94mnQ/uksmI9M20Lyl3tEbNfq3Wr948/+X5CiH7J6GIZH5gVna6snV/ZI39fYICiYviRD8gnI2RchDECfRJ4puYIyYf6+2e+LlMmzZxZGZM2Bp7bEbZyUUXBp1OHqoJislYAQ7Qj7xljmjMldgfI2UU++6S6n1dgdPZy4fCCQTiFqg8BLOlhXyzG8nyw/WAJMMiocBcdCSRu54mROzAD7oB7PpNid5/tHtM1YlcFp4BtYds+Nofttl3dRs8ZFpNeVXZk1rTk74kvUpnfJFkrIBju3FXZIrkqLVUFkg83DlaAXbryrVbNqv7cVC7qrULZFbQea7srMYF24aezbInhxSrVfAYoiNEuqf7q8rtC57e3yBAYELh3keHjw1/euDHmlxmjsdl17QNQhQe+4OG1Z/8JW4VJ8Dxjtu8ekP4kHiQJSBS0ohu/UcmwO74xDK2dPTOnbkL6044jSOBzQPxk5XuprvYTK/608RyxxWcTA7b0CqO5E9EPKROjwCzfBJf/LEaCoQ6+eY6eh+/MgsO4qwgvIbh+NkE6rJcgniUh5p1EneRonPHG6tmXs7cXmxJSB+lTgDtsW1V3OXf7KJOx92B9ihe/8nBduaf2p5K8lNLn4VcmQfNS/QSt54/FeSmjCbxVDMP3orHJcOAG9LipG3LRuHi+FzxbJ7x+6pVXQG4D22R65RX2K7iTu2cS0sGbT17Gv9uKfnel3A1nCO3Rb+rQr/Er4ferjgs9gNeql7mvO4LY+Vyz8CG6dx4skOGaKV9yL3J18Bc9nSAo9YLGG8EPhJWNrJtjeMdPjdzE2huHPzYs2gsCl4O54DQcAK9UVk5hs4Rz7KOvNj/ZyX+2959nwfTMDDgOyoS9cJypZTeO7cEi/hHtL0XfRd9mCNUlBst4NzXQG92M3Hr4aSNY7RzoFiH80cgmFxZsgQ/AAxAAxkdMgIWL6+Ucdq7ZuMTYgHjBg+uZYug3I3DNUfiNMAV++xj40V6JFZ1/EFljJDmd/xcpoxJFJHumW8kSVkAly+EPbSXL4klReUgcgQ3PkCcyr+i5RJ5kbreRJ/CLGEeZNxJEUrwrX/SvYrr4VyRiYNTG0SAQIjZcKqSydbosLldC6j/XrSyLm+EYV/V8QfMHDWNtPTCL/9WxcujAUUNT2Z5neqnDB0dyYwe+zLJdXTKb3JdazHHR2WJyd+SjXrDJaygYJfX3iZGgNtvnwCqh8UhQlo451/omrxww+u1zYwYowayuGQ34xt69SDR+8uPivXsX/9hR91QeA8OzGMPD0jmiIyX42Pes4/1qubOW4Bb3i6UzAyy+qzifoOv0MusZAV1GlFHU4cEATwoUfW1mkdEcBOYnhKPdVJ7SnAjuEyTKHXurfA8gPVqKzp1jp4Aj4Cg7ubVVYM7BWAHGnyNCKAVcMj3xM5n4WdAD/PRkLdGjzyO/bbfY44alHS/xg9DXI2Av+uO1DcrhB9nwA4jugm7gQUe+iWPg82D6kyI86B7johDhIhnRmSeWaPjkXFfvHQ8FSrQhwMIKWxoCG2EN8vjMw8/gRRM7sSvlwDOm2lpuiURtUp6G4kgxyObnUIwzpcLpP2wFE2S5TnKrAUyQ+X6Sb1NUqUPZtSSGPk8WTWLo9PpS8/UGfB3J7n1woHwF2gPcpYWkWayajiCZQI4C69zECIg0q0iFlJ18hb3PyLlQGHFoJBl5Y5Dpdi6Bf7GvCKq34KUmucMK4R18JMQATsLt2RlvD60NCvp57KhBTiPvgXHPvyKsQBt3vQ0f0mqDAb+YYa8isK8mMJpkPhhGaa1oP/pnOKvdndWOnozKPUTu7KV81BaHB0koP4plMtxUG929mA0eCzmn9a4LHe3ncbVeynuPLnS0KWGb8kZbDMhQTPd+wTvGmysFeFQbDWXKVHpWF8ihLVXrAt1kf9DJbM+R2fNzkRWQsSgPHoeVWna7MNkVtABDETjy/TeIlCaBiWBvIyKdeuHSXqEV5JH6WATrYJJne8WS67DNJ4q5j4Vi7uM2yX3g+UI0P3iA0GBk5137VLQvJEOWhPcjzqj2kg4bxtEgAy8e1UMmLYebwkt9EyLRjuzKj22VFbYO3rf8jZYGeGvv0Kkdj1uhMT/po49lNaO2v3Rs46iYb8eO2gc6QBoIxlPJtYENEw58fVptjzYGtgnb4b8ubt22fQftqYLgtj8twRMupSefGo6uIpMLRKPaDI+iF3q3cAxXKbSyna1sPv46GFw9yrINh+bvHQqvjnr+VQSQia2wHZIOHY6yAAE1NQ9B1fI8gQXRLPJL+iJYAkidRxxv1cq1K6my3xMabBX8DnehTtlgRHaX4XvI6+ltS46WvC+hxY0iLT6Q+Ei8vkHkrx/I9Tgk3ycr2pUGxx9xWgzJ2Z3UtoKtOH+MpSqZJ6fHbk83aNPw2yuU7hvclRXCZKtR8ufXvcayr60jKHkSyV83YYmH4XNnGHktzesHi/sjn0hyqj5M3wwPJ7WDlxIoPHg7PsTN3jPMxU7vFeSL2eVe3I02tTaFHMjJUDltcnGts1vnstGnzn4W41mnjX4Y98fDh/Chsi3GvH1icDoeNz8Vz9ezLRuunXnzkw3CedmRFYLfMnAHlMHXYFPH262tJjzvjP0eM7Y3fHTk608R9M+sPagidpwxwxk4O6rtFVyYs14W5EIitIitLyAYnRw2OW2U19nNYvg6joAH22JOuLoCUNp9xYJjk3DeqmIBxypa5W8R3AQwmRluGrXKOcxO7+IY5isH6gAPL59AfCbtVltKyr0bbfdu4eNpGS4uDnXMRqdZSoVPndrbI/qjuLa4uEdtbXExALkxGvd4nSpE3DqVPoHV64JYwphqFduvxI8diHZRtq31B1NwxZMXK4JN1btGyIbAn4Wd8B2Zlr/hivcR9kVuP3ybBW8iHny3a60Ewg/aYweMH9o/2F5qXGYTabGkOggqDLhAZxNbAyMusZEtrImwGwm+wAi2ZpPAHIJVCzEfLoRVh0ycHiBMCQfZEukrzOjAo64yTTAZMcZlk9Aq1g+VIblWgGSwganOcPPzsffmA0PVTGCIXBviqGZUYcobF5AcRlv2UKXF+HOz917oq9Is9HUJXa9fyHDzXGrDRGF88eFHyocpMeC4w6CCUa1MOBPWeR7tEmDC0B9cwaNNLmZOuit5JVtKpgCRqRA8HmQQGGyIF5WuTp8YHyhNBNLvWvZXL3AA6A62gKXwdeT53INvRV06u2PHwVfgj1kJwHHz6sOHV7mYZEf0+rdPrjjklwb3Xbv91tTXDr+w53jDyqVLVzTOk2iS8KsPszDD090p0sFbHmmndgnzcNAreSbM007PWvgoDqcQ8F+0YO8eDvasp4Ojp5ero4Lj6pxls7w0Kg7UuTHRqW3auEf4i/KC8gLCT8ygEaNOax3sHew9tZ68Qvk++luc4RjgN8xvsd8Lfq/6yazTDyDROg0BNMQjs0gIgUGi9TyREB1fsGeriIgwcdlCzgoTYyXLBCKb3gdz3ORYdjHxx1WDCo77DyIlVEYmA10yMsbO88nqhOTi426D8Gk89CO9jPYFX2a64Gh/hkZmJ+cQ6wJnDQhz41x9tD1FQdORei/ugjolhdKDtoebmuc87WUs512nYGa5K504zzoXrQU3Il4y9Aq5zM7ewVWpcnFWBTipAxzcHB2dHNUObuiPv8zNn5chlPEPlEBQ2KemKpR2D5RIOF9NVUp/izPsA/xcla6urn48KHV7NrfoyzAa9xL2CGLrCXvkLsYYbZXdNAm7WNwFcHDHNcQRfeZgjsCCDGDdLD9NZHpuhhpJLb9IoNd6h3m5h3FqezU+Zdd278a9uI57Sixj3RzsFS4LFexGT/c6zSxFrbdfnW80Ih2EojYlsksuxIRIClwqTbcoegQmX4+19pUrpUip5+VRrY442KKkh1ircbz3TDf1RjZ1Vl3rgcQ9jSMxgCEZbojsFZH2eoYP49xcwhDlB9GcGV3UPbQoV4eNrKrObRavcOJc6+QudBvRimIQGWuGaRZrXtC8qkFkDGzyZ1RaK+LwAiSDAGGaWPHXn0QSoc08XY9kZe8S36FrjRGuPcD6F8HvzTRkOKk8nHg16+Dh6eTggxB864LyVhudTeTRQ+XgpOBYxUKm1kfrpuSc6txdZvkoKXc+arvxEbqP0qGXQ4BKpXYMUCpVan+tvYO/g6PKX6VEHItJzu5Bikz5QKF8YKd8UHwiwBdpI1mQ2W6WyI1KbBfAOjx3DG1f5YvxWuGVRexHh8AiMH8rOLpI2OW/0i8H2cXlPfmZSAgHsV+jPSzvtVesk1KkozV5MYFI7pZlaEJCFM5smKOO03v6hbi7MGFKb08keVNTibLsoP/ioWoOzCyXoMCNDion1zqX6I7UW6ltaHVoVSd13hu1fCr60ec0+pbXIiakHxfHYN9LQxuci0VOpMO5LlGvpYcSgIpIXnYQHufrAfbA8fBnUt/0MxwPdgHP1taKAwcqQCP6ijZ1GLzb3g7vTjSZJgK/9nbgN+z9A48fH+RSOy4cePJkXzc1V9hWGo3Wq8UWjEukoyLSgdG4KcMc9Wo5CHNw5YI8RcMAK2mavM1QqpzsOVmdi3yWmq1z2KgB0R8hLU32M8aqMsBsaGFtLS9pl0siFClIpKWpgRXDXzUrZtwzCcF3j8i5QRlu6kh3hXeYnRfhCtcwd72zL7KhCJ+nYh2ArSn7jZ6sNxKCdT7KWUiu18kRn39ESast5qRSrVSxNhwRFGxuX+4RjyGU3yOcAYd/B39pZX88vKAC5EgMAr7/eD9YjQTSnPpGdqmJ+s/2nxD4ZmZ4I/g4JIfk9mF22kiN3juScXXEUBJhjFm3A8P6iCLNTcH6eLjJXOp4T+Usxn2jvVOdI4IV440gLsNtqF8AH8ApvZVeAZ4BWgy6PSjNsA/0DvSK9ozW8jNCdDbZcRssy66DsxixrX+sIAY//WkNxa7JCteMGFdttf+L2PNzM/wcFDIerSUg0k/PhvF0Kb7iUgKtloJXoqS2mjvnT1fDoNX4um+UOdXJHREZ2KxHF8AEBPzNeoCVLfcU1aB/5VcppVT8Oc5qTegr2R5CMtZEhL4Sv8kJ8XA/Ynt642oSyaKmTRYDeSW1p3Ua7pX61jNnWus7xvFlrd+BCWA4fBXu7viyFU417XyhZSeYCeYgd+g6zLiOHRVJRtoj+aA0OO2X3Sa5uQOSrybvRWrbtUzvDFd5mJ17iJMMhGmx8eIpGS+EEJzt67Tr7Pg62SwlqGOIdR0HH8aAE65eNhUQgdj6MpA+pDp9GUHAd+xJDOJ3CG7YVC86bXDIN9eR/Q/SGCu/3Qv3PsfOtQ4Z6cjV1quCcdIOZ4UCg4suFQEDaHEVJrPbvWA1PJ63CGQCGTDdunXrS7gcCvBjcASeYDP3simwCUxvvPqpkPjJtTt4nchHvk7is2HM8Az3wBBX99AQZx/gEOnrqFfwYbKgcOUjyp+3UtpupGDR6Kmv9XJVzfNbqK3lfDc6OSqQY+EEsGeBWRVJyTaEn0cpKdj9sSLseHWSUQoYGEKR3WyVzWBbJMe2zePcZ1KMDq6EKz47p2njXcTcBnVJTMI3IPr0x1Kk7uPTIF54u2uSA60tSpxva4dk/+QMF20Y44WkRJibLDrASae8cb6NCh4sdXrYM3XeQFWHaN8tQFvn74GUcRx2VuKQS0NUmdLPN9LHPyAs0DvA3icgMNBeoQQPlA8AUnvob/FJpZ/SF0smlXj6TEbaooZbFR1Tw4mf+SsenwsPVz8APoDn3iHS6iP4zxeFsO2cO9t/69q123L1z5879xlhdFaPB+ea884Mqdn5J6HRXJKHNiKeD8MztHARQEgaSIrHmTie5OOMBN2BDGcI5ZU0HBmUO3jyziUgc2cxWGI/P3sdPN2QUxbrtJstIAMvPobXlA4ysGPMDJzk4Qr2rr8wMM3TqZfdmLlZypAwbU3y7JPS1AvgCzTHRzlIgy9IjFbsI0vOSOutuDXRzLbiKGGVeUodm15S9/bxFSVDp792uH4ontXKfgy+fGXTqS/gdfipqbi8tHznwP45A3GUMdEEH4+rdXZZN3vPVqluia+w6ZcqZlz6Njfz/iZY0Ex+6fYhXF6Ec5rwvswV3Y9nmJMOOWpVolmr4bBCkCtww56pTqNk+2ZVFTbzw5pfrFcqK4TICqWyVQeq4Dt58D7YDCYD3Su4eAlWr123bi3Y58IlHoPfwf3mWPabZK9aaV0JkmFP6NwNBCcI6cYPlXXjh3rNAufhw/fA/UVgcSNb1ggW25TgfZfdKLQ0ZsH7C0xsOo71LAJLbAvyKvtBRD5A3w9uNdG6n7v8+3wOoRipU1gC9gPjktIQweqCXIBCnxgcb7U/gX0PappOLRo+BDb2ifkxJ9YNfrZpqbesFiydzvrvm/nSP+A5+AhZL1xoU2bs8K+aYvUp/i+X6oNvZsAfxi90Vm6fv3O3ucbsCK3V+zvPDO0cO28JmLGUXUDLxNbTMjHoD6rqabUYuAW3zDBJ/XqPyJuQX/YT81fnNbWcPd61trFrZYU1nsV3dS1sXNJtYSO2F4IRz42ldYHaoGhyxjCNtW5ghhWRUsG+m14iH5SeFjgg0rWZr2huFmqb4bGwvn5+CwJCir48cOQVqeztGPytFZphlr9C58ZI84bcrFCjAyLASUwnZOPpM7GXfpfQuLCMnW/quDRnDvtQ6MVeFDxM1nV9NniwNTt0FjyUmnEulubhSlQR5QvgUhNjqX/ptnaQ+X8t+CPPI3kT8rwPbM9A4TwQPS/Gb7WcF5MqOzGms/gCUyeDz4t1Mpwc6Cijo4cfQs/BtVyOuJez0/UELJtGwCL5fbk7sie8yLwtLBHTgYp07wCkTxwZAO8KAO43G0DLPslsZ5K1iJbGqpChwuDrwvj8EBeXkPz4QnY6+Ydc6JCDXps2RLrsYRmXyA2bQC94Ef+4TajZhn+GF1n3TuZ4kgd7UZN0XNjjkXQcoEUfT9LA3bjXbD8NONkg3ND0g58hEfsYftbPA65H2J/h0Q/06CTdAvjrZE2firXR92X7SY1Gd/tLRJplb+dTSSbuAf2KpZe4h1sonbiJ1nRvYLuVeMZWX/Sk3v3+jR/VLMxdCzsv/YmH6cFPc+LEuUUm4Fm1GfiLdGFX8Czas9CgBb7JIpTNNhCKFMNI67XDNSkBf/vMLuuebLX6id08m+CAJbWQ10lNpRehtC7mJSBj0yOAP7eweTfwAp7wB/i9UNkMH7E1y/LWr89bxnaACBM8swVewONsTggLyk6WIborRLL/NKFfLdaJ1iYhejoxCa00I8FJIYJ9g+Utu8Xn/6sZDzGk6BHfg14B3UxWOGLx+2S+4vue+bbu39DlyRTnYt4T5/AlnYEHeJACWZzqloy6kQcdG6tWpsc5wGqwWV63eeEMVe3LyMhRgwR4GcmpGSC9snHKiCv175yrWwkM/eG/4B/wT/glhrm6867iSzI7xWZn440MTuoi3x1jhVF6EBOmmqDhojOIYeNFq+Vzt0vN4MyYO8hooWvYdhf4wM+F35GZor0Jj5g4tZWdwuKePoRvyJxqhhJ7ENoBtyiQQOajma020F4/6fr1cuGtvb+NOwPYq5wekf6ypevhLW7gc9NBMTJLwOqA6bCZUv8EGGzW/+RM5Csk5/gms9piF8jzzNfv4OsIx/5IVtUg2RRs6WWKiz5IylijZGQGo5ocQlDRsILKvxUJGHAcDss4sOA00MKX4J3BrfXzy97DshB3Np7TgMgC/ntcAbzzKULyyycnmwAHHI5egGduYgFJdSdfQWB8GXs+Tg/E2KSY9yb7TWoDxWJoBYLIQ+yniXwQpgBXQgOfl2tVMxZurpODzbDaIS59ZVWj48EBcAYunWHVwAGE9YdfrKw79079lRFTGivhARCK3j0KvSOSyPgrUt99MgdU7vQu+VmNfv4L48m5ksB2ZznTTU0Ai/WxYguZkRFh0cikHtaslK1YGCnmEJH+zQpa62GnwCrahqWRquaCKEtQlT1tWn4+Vtpm7qZ6eytlEtLXWPERoScDtXptOVqnegoYnK+C9BVP+luJaAscC4nCtDA4VcYiBJI+JjF/OlO2G9qxGdEo0U7Y6xbaEWczll14im6uXyGWY+SKqSLFmOcjHCM0c4LQ7wPmGGOxw/D14yK9/0muEx0s30rssy2dXyP77J9mvfV3dgnSwrYyHNklUIMs8JlmBfYFZyBCb91aJL0ZKr/lLxN/L8zK8whR6cRTkDqsFvBwNPMmYGXPqWjUQHAGM0k4YqaJU5assY4frClRciSC8Ajoik2mYnjbczFso3EEsNgTv9sdrT8P7YEPlvBuUvWXRt/1fQpJi7gDB7wLDtUu5VHWpBdV7sIylCy4xN/Idvw2F56mVGecK+RgiiO5JPtw5Lfj8yM4D48datXT3rZtYt4+XEzM33pX02Z2uLVv3/qbJP21N0CMcEv0u++AiDNXbdL1eC+x7C5C8iKS1hc/U2AYQg22MHI9VSt2/K0I2bXG5WIzniSL5D074lbj5i6yZNOyb8UxdSb4orgPJN/HYhqw55CZj9gAd+EAcR5a6QiSZUAe3g8N3wO8By7+NW4TWFX11gnIySdA7sRbVWAVSWYs7Jmlx7jSZ/WECw/JBsN8cKz9pAkIqyaBb9euhf6TVkEO+emhaTjvzlakCV+Keljy+Ti8S/Ygxh78T+BwRSASRLZPnQX8kvYtgIf5C/Dwgn1JwI84J4/89Crs9Kn0fvDRAg55nMAbq6BpfbNBZn09bM3uCzchvh0VguQDkhIh8JAJQYCklNOfBC+ReIKaPU9g0D4TCMsmuaE91ankpzCOOopE7Iwd1z162s8TmkKYjOopNFFkQW+Kp/j4pxElhrwENyCkRgi7aAyhGu1hf4Q3G1iN/zussv0YgcJQEXXD843d4u7JAUJWCM1yBZxAMYlELEEiCAp6Go2iEIYOYJqdHVxKaB8xv903CK96UnOIPDYz/wF8VEQs4QQS3bPOcNta0A4qUnHovAVE9m2uXzMjNztLB488wXkAsIybZurYzI1Fom0f+9WR0D8nDBzW0Qr/i4BwJOdTiuzepnMGxZXrLK/t+lKZPZ7CDMvgijngNWCqaAaPW0BO+q7SXTOSB/RTwaY/4SfoubH4qFq+TN/QPpGL3GO4kpXZo2OkdX6Li2PEuSj8d4jPFYwz5jOeWmbKEFxXkxSC7EE8xPYloQ3rKVYD0jra+ZHvFvG4tYys4AIZX8s643pg4fdr18+cuml6/8T4fJqjV6QjWeYu+h72tqsA7uzZ58EmsHbQRhFXwu2HwhXcl6NDz12iKGq/Khsjxllk98j82e6epQNebHkjcAb2mTsIEvorYRMyVFZgJ0YoY7dJq+eO0foQRbqiSmlwXiJ7DOYg3XWP6jT8DlzTDz6QOTIMun7frH8qxHijVZw60ax/8Jlwsy5gPxD1TgHoSfROT3jdWunQkPWaJqxwmszaRpQrMpU0S1zS+PE21oWkZbwuIyVz+bK1ggHlonZ5aTHRLg2Sconq+FTULej5i+TtaJcTcU2Jvdqpu5oSR4cuJSUPP3q6pASRp1hSwm9tEvQ0fgtCYL4Uu6uRjbKO3ZkjBtyrJuEaiRaAWFiEXRuSqyG1LhrLqiVbh76x6H1auQIOw5H4pexPTeBHUmltaBKQF83OIDybKsYMNZYZRbbP6tu8dy+NHoIMeL7ZBGaZwAAcRISnTZDWSJbBgfIsWldiNW1VKuzTPKsM0LojCKmqsvcpmmcpAAyV63YuYX8jlVS0RBzXV3VT+ifaUCkyJ7QOfEaEs4HBTUfOLXeZAorfn8liQ6+ZH2aCQSwY/3rxGJuhI+AH+LxJjJjCbyqrP4BbLPM/wZwVU0lNDWwlOjbmb2tqVFKZ1v9aWGNyV1ZA8D8U18C+uJyra4ENlo33ib6N/tsYKw3z/u9xVhwxgdv/z1grjiF0Dbfi/BKcjmt+lAanX5mbJL+0XuyvMB3HYZWhTr+W46uvMoxNrVtgNyfCuuJULGGx1F5IGMxdTGtZLNUXIspIBYbZ/j7WNY7SPY6eipFKGHkqTkpxQEOl6B0DxRoXPZ3HR2Z+PaOIJDE+kRSS3LzZbSnJzZs4RVjbBLc8VU7C/dRUS/PMyC+h83eJuNWRquXu4ur6RHyMH0yG258+0C40Nu+RJU5uuN0kNHYJ/pr4+Ca6R05I52fQekQaJep+UTqNEz+++9IYOJUvA3O6rY7BeUkcD0C6ZDYfRt8he2aOQKfx56Z1czAfrQM+YjtAT/B0FBvt2T9sagUCnxE7lMosdSrbcqkfMJ0JX5hLpmidKUngYiLD9ac2scluY3VmGnsq/kxilHDGUzFoSl3E7SU6itT2+j31bOv4sDXgMnukGawrvQjYSMbimhkRaDqfVS/NKf2755oh5h2QnngqZi4GokUvnegLBzcEbyw+t/A3CsL6FWa7Vj5L1BXdFIuLK8L1VvLr57mq7vUFrc0Vq4NMVHco3kfrjCTwdKsszFa2DSw8RFqjZLSN1vhEXD7WLLJh29h13SgOqlfE4VRUNhYh2Ujr738F04ls3E5jZEg20t5mv+LoGLr+BqEnLWzF9UrEtpPyAFZUqtHKLq+AFZQ6r16EkzGPwdVtTyIpYVLWwvkEeJ8X8xVWzzE/huYUKBWWWucVCAFyiYee7scEOu/DIv5zOteXo0fDRe0jJm982ImLgOdva8H6Rvg5TgbAtcTm3MjWoK8c9Ee0cohLIs8Sn43jb5x1DZTGYunokFEJ1OxHB8EwkEcG75YDe/gnPpwK/0Tf5WDrWLjEpqCvWWuaIJ7bqGwaxf5mDatvF1hJe1hatYQFsi3MV65gqK9csYX7omm/Cf1dgyAHjANsla+j8sTNCm5rvWWemezAfncAmeP+x1i7M3A9+Inu2lsH4UX4/hnh4RnQBCPxGuAYnFcQfhAS6SaCi7AXYtfe7CG6lwzay5+pjIk12yI+Vi+m78Wjlrch9+6Terap8a2zS8GetfBXkEo3Ob3p8vvrTWAtQC4e/AvY4ZGcsC8VN8hqNom0p7hC6oREmulSDkULXjRafsSKO2x5M/uv87jO5fGDi7clKsywKoyy0OIweF8ebZV3SexOQuo1w7go0zSwYSI7jorHJ1XN07is+/errVMYiDar8TPTEazOVvsgVUZ1Feu4dCpdqpAilTlUrpPSKYJ8WiZlFu20fMpGtgd2ky+KseKmLkkjivDJ3SSORHRLuSNcN/Y1xbeVHH7qnEI6ku6xv3Y5n0Clu6vNyQQsV9JpnBTx7DvdnishsSPi7y1SDCTnsddJ/p7iiTwR+XsHWAcij44xkg9wUJTp8f+DTJcCA+Rfbu9z3Zv/VKRjpZXMZmLb4W9lOlkp+FWS6bJ8UaaTEyTdyXSFDTAiLIMLTo+0dQTmFj5n0/WHXQ/YKU9L9cHUnpBsQMmGHUjsvnDcW7/7Iy5PY4r/TdRiZjPDrO7mi+qukF1pe7Sl/VcbrEg+0VY6d17WZfXdQsJDq2WLKsxsiSywLJadheNAFnNE5DNS29gtn2noURVVN3zWKnxRoXQ3/dANn5nWvYbPMtjy2RYq37rLy+Iwuaqb3CwsrVAq61/sJj+7bi3YLLEZtXdw3gX32bWqNdD3ZTc049hRs9y9oR1tsUwvnZdRLMB8ABJAf8QHKy11SYg/QsGBeswdRDSb71+qDMX3kfNyYeZedAzut4HvxLmdUTS38zbis38TfuyUnquowTki5wDrc3mYP/HJO/SmtVY5NcKfor3wilV99i9KOTPOtiaHsfpc7L+wBj+PC7LO0ZG+H6vw8zi9lXwg9ysynpIP5H6LfMDw4vMeNv0dRN8P1+CIz3+VEb0/dL0fun4Rr59ZQX+m89+VclBudQZhGPq9H8C3AK0Dn0Ew51688XWmnXFRkhoY8/30/d+S91vfT9/fTt5//Cl8LCD3b7Xqd0LvP0ruP2Vb/85W29aFgNzun4fjiN09j4u31KeL99uR979oOXdL+7MQX/k9kb7oeTGKjxsEHzutck4UH+8TfPzT6n76/M/I863vp/CsJOuzvh/TW2M39+P432Gb+0mts/j8DeT+F8z43iI+v5Pc3yr5XySepe5Su0ZVdJl4DItoZTEcJJqyVC6QGJbqqd+lWTMSvTJXe5jNV0vNK4VTvpPASfUfqVOgcII7BM53zXRchM/T4t9E785H+3GTzyETx0lah/T6iAKJSl2cTGohGEgbDeGB8YHm+T38za1wPHy0d29J8Usz97H+08HSWpmzc2bWJviZvUNszo8xfWDjkOGLTuXmaAAHvxmat3P+kMFK54XjgWfGzWCVOir6ZX9fP31s01fDYzNzckMJPJGwiJwlwZMxzYMJyHGQQEOXU5/uWOmwB4m2HQKT85PgpFLLQc//wv+OOAR3IG2y5YrMp7ujIe1Xfv8Gt9RlghEN4Dqw0O7qwLoqnm4Kwqy1Tpe6sCc3LWqHj7CqD8PnWdulmGM3q7O3iUOY/2FfsV2mjd29VtBa29zJssHdLdtihZssFvg2htbDKfZQm+MpPPjYwOMowdMNOqxM8rXCGGyOw4HEXIeXbHFjMc9N1DYnZruEI+JTrhfP5Lws+pJFsimkzuBDqY+uvTvRMa9JPyucSD3VNUasj1TYIRyn076FQQbcPzCKNZ8x8GfRCqM4RPFuWtxMxJ/VpoGEKNYg3YCrJuXv5sAQfWzW1hGbHp+ahGyZVv/c2hHDc3oOTwvliqY4g4RRM9NdlB490sPxhwkxmbNMJo2nd9byD1ZyZUhNO8WWDY52DRg4eHCQsxMo1/biFD6FFVVx+mFjSoZmaNh8dE9L4Zb08FipbvAl2W847imG3hPS+Pg4f1Yc2JqI4CPtK3XomlYWxel17IpWZGtFFcxe01LYeP/oxNHC5dG+vUszl8wCj3Nbti0Jg7+pkvsXRuOEnYkrG7+rvjDJy7jw4+axJtNv/SZmBixeI7yicNd5XQ4yGjR0FrNiFYIhmElAINH3AKs8HUKhCJRGhfEV5MJi5PUGssbc5rUN6H1B9WPjMVBtjT//oyp2pGnD/qJFdw9PgAu9kkuWjEsPCEgfl9nGepOX5gwjW++ZtOTzvVUH5xclevZafGUjzGRH9J2YFRA8/uUVjS+O04u1EYrDCK5IKV9mASO+K5QimlgZxoYFN9FdAKR44uaZTGMteIGZVoBxjyiKKD2hvaE9kHGvAzNzaNxd0Nui+ESzb2PZm1lLMkt7+45mk0dPPHq/sbBlzeyCKEwoXfcGTFmzOCBzYr/fECjbriw0eiUV1u8ajykIfmjZHELXWzur5ZkID7hfHClQx1PDcIl6GiJoHhf6uvAKCSN6nAhBsAI1Jh1u2N7trH0D9FDZ1bwFn28G3LnquILahUv6jBQxo5tV0jEHLBlhemNBhl/f2TLTW2/5ZoWa4st6rr++Omfgth92Tz69Z+mkAe4EqKx80PetCR8B4/XKF6f3IjiqlutonDgp/il0WH3bt5VgYZYNFpqYTuufO85SB8GCgI6fu+ACvw/zSwTuciQ9+9lcwy+2fv6Td7plmybzO57BLh2+tE6os81+Inp3MpODKYLQAGYNxAmJIltI1IgkbyDaGQSOCGQE0BG2IS24FE2jNl+onnl5S2HR5kszd6bMeOnrl2akYPo03QLxYDaIv2VS5S6tm4gAdwyLT/bRCPeDevf0LsjbAa40vN6QmtZwfOaco7XGXf3mjUlIHDOvbweSKpz3xm93Duu36XazliwoOCnEPWDAvNGnXwIDwAjM50g+riJ7FW/D5yI1IxRS90QFEHcjakfkjWC2YfIJh+8uKtq/wTQylnJ5Wyub2bEZsfeSkmSvtkzE6rxBYqaxG68s7uUeM7R+32cH5xckagGyZfKF6yv2j/INyJrYlzUGlR4ge1qBZGA1givIugc/7iXezY6yL7ZSR7N15lLbXRTPl8AP/G03j9JNRWe17Beaf+yGTisoceptiHGb2HXAigLxc+7a+4t6XNQaIh109VEljWNMVGRicTDp6HeLMMTwqrQCzlkEnbh5eRhdxoVXtoF9Hf8W1/KhSXhTWgXLtHTel38l+xW9O51IAoUHZX4qixAdJhHeT+MkWQAIAGk8Rp5BzvIXJh3r3wqC3p0w8224ZuzrB1ZPTAlKG2WE34CGzCFHT54uTl9cPyUc7fRqwRg8fNn4jPG5kd4OMXMubOo/RFaZmuJc+9oPz7W07RoclDNlzfHKQetXLkoB5bdSxmQGOWoCPS7njOj4perE4n6GnDHVdb1rWtePlE+G/5Hq3OSbqZywKbjvRkUjU3MERhhGU8q8TIwzjC2MqoWzOYwrEp03Kl0Itk6YRCSZljOg8+POBlkuzS0AOY8niiJUYKoGWPGnccFJnE6W+wfc8VOtR0CQIzdk8ZP/ZowyarPnv3YLcBs6wU7eMGRJZWGgysfNhYOP4OipoJ97ZEyCb1hxWUXFxBhwjMiCrZ3n5LVIFqQwg54tlVlkT2iTtCAKSKYI/VCLj2uEAlGP4hVHcVzt05I6NGd8L8MQw7Ai+H7qC6NrvqsZsn3uIOOUreMqgXJHdNwW4bxbaIBbjz59fQt3ZPeaMbmkG+ndf+O6lX00kZ7oIecjx/RM6xvQb8aIPrNLjDlZE//YePPuk384aXxVoVE+9pGRngY/PKcyrLNasRqtLfzZetfwNzpXZdEswt7uNW7HcapNhrEWfctiqSR/TfYTYyB2CGlsAPxxchwPAkPUzWExmqjDcy0RjQMdLtIwADmWqrLf0wdVfDmJnRLQw8/doT1mTH7xrhvzPnTxC470HwAGFG3uHzvtePNzOR2bwad+QUo4aElDMf9fn5LCjs1RSb72VVmpmW9+/WQp0LuF+KhMRZP7TqhNcmnfEOip1bIzX4U/lRWVSvrnrh2OzxooHXcVol0oOZGfsZYNtMhPjSQEWtmP11LMyMaYRIHZcVySANSONNshFZ335CWyX5h+uDOVnvI0SwSiTqFzQ/9LP2KC0iFMBaKtItTHoX8AT8QDO6Z/z6KFI/KXlsSkjZtlhF+r4fhI8IIDUPXMTw8Nyx2dkFiaGw4rqk79DpT/OTElqqB+wKjtMzIXXIO/bC4/9/LGylTwfXXcpPyEhNIlQwvnDg1ZCIrzfXuPTksdm6ELyp6UXbZxQlzsuNXFvSuGJjo4Z09emT/vH7OTvI0FMzeVkNzIBaR/DPKpEu7MdhRRNEhChSBuscKdbKC12KRUBVx0M0vYMpGqcFHBWDPShincA70JTVnh7gjCXTjar2TSFRHPAkRvlqRmMGFXPt4gEZZWpgrB1Y+UMbnphCXBTyJLQqG1Oq5ozrJ1uV94Jvfq7VXH5vdfnwWuCu1+Ru+8xaPj9ANnldow4OCdP+4pO7ymZnDYaAd3pYPJw/cd2PKlvd2gVW/XzT+/NIcxnx06gfhN19UH0HQxblesFeKsLJhWIW6tWfdZWy4dLTZ27NbOArkben7s39iPejzAAxvTWg+JurrYjhsBOF+bXNa4YVv/v6qESVU7klKGrp+WGTJoZhepk7/73vNj9zdVDTBMhBuSgReY1jtDnfvcpSWVry3qK+oCOwbBY7CSL9ReslqwQVIQnChgFt9H/ux8kHpvEVYMYQOnZuKrmVMHhhHhQslAWnuvkX0MDh3foW+9HAxpRSlEZr+MbMchst+RnMk3W4+SvWwkR+ii5AaRJOL8eY076wIUbsg+IPSg9VcQpsL38TldrOf+842O9qnli1euqB3mzLK6frW7rzSWntizrMw48cVr015zzSyty02rHhblocwYMW7syOww3t7FISunyWJVhwWH9/UbUhKr9Qjqayp3DVCmzp89eUjPoOyJyw9O2NLJfLA+mBs+fXdFVFj/Cb2SjGEJwT6BPbLL+2nijUaPCUKTeS6AnTf1mZ6ipWf5TF38SX+LvAqy+ExdSOzvfKYTYm+qLvbRU4Lx49ZuxSFyj7sVhNSOILrJ2v6yOD6IkKiaNbtpVLlyv2D7QWVZlnBEMiywhBENC/xm0djLGWa6Ra0LyYzEtgWRw35IDmcTOYw0UxqH+SSamhYsphmtTpLD6N0BwCyAsaRhxwwAyaVzc9OnDAhPGL1wQGvt3smxhQcebB+0tamhJJmH5VF9CwzxRRnBsSWL8/6x8LXp8ZWt8L8te+Cvl2Yg2Zs3LSeA840fEJ0yvE+0tlfQmNql/ccenN9fE5E1ema//GlZvn4J/XtmFvSO8DSGjpu5bPC4/fU5OUvPz5dkTF53Mqarff3M4MIzgwmEt9wRblIQbnoTLaVDqjskjUuiiOmijgIxMnREkYmSxkgb6+Pd4lbB9WPrgxBnja2d2yc6Lzmg/OUfgfL7l8b2LKgfVLZzWu/q8/AP+A789eIM8NeAgAGmk3MHBMQOnbR0zqcmXa/8uDqOHZZzWePv5shqE3tnB5esKYuLKV0zuvfEPKOjy4CpjTkNr5v6ZC45v7g6emKBsc/Epf0GzB4e0dG+cMmCPsUpviKuckjfEVt/pGsIhvgMW20c2kmSF2Lrw3MkxjKQ8EU48b4weWLzXYkQohAT96EIMUokCZMS9awSvUrlwjJKLAnTWHYEC8/tBeDk+PEnYefecwJ7bi/sxD8BsPfclMhhVWlpVcO4vRF51ZmZ1Xmym6aBDlkL34FtFxpzHStMpgrHnEXvAc935mc4DoI6CA+Uhcu5cfLQUlgK2L2lofKOvfIeZQzbWYngVCA6iWNyMYeJahn5hdSrIKoiKNSg0Zm5jgIPrM0StJlgkZOosBG/KfkJR+4vX/T98amxRQ3rXhiROy8FCFbs2ImxCZboMsak9i5N1+nSx6QumA+0RJ/nDGPrTCfn9EptOD0vf0Xl0AQvlepVkUv3IJJcNGbxsODggpUV5atHhe1/HdOi1GvUAVdJWPVdlgUFh7JKtRGpGg81ku5yXmq8DExn4WdXp0+/BnqAOhCBvrsKb9r0XhZmmSovgwBQCQIvV1Zeht+8fhLeuVxF9nYYsmtMxCaMxWdTcS7On9NaAmeYdkRXjVJ/cALdVWJpkEjaMNZ+kCxqcGXWwZEHlwztObBs8pSe7N1zh4DsH2Mb7sN/wCJ46PcVsnVhg6fl5tYMEhZP1kaHeXmFRWsng49M6aN66RRcgW92zXBjfu9Qrb0JXnAetLS1cdMnS/uk1L/R717z2Gj7jjMOceP5CQrflEkZIS6dncxD7kvWEefUwXoiW324HJZF67BHayCD0RGOFD5TyoHfG+e5awVXVxXZfQXfnkbulfNt7Cx5BZ7XaA90gJ0Fj8LvAS+vICOzAcPzv3F6RQj2t4mfoycCEtFHPJIEYFfezIHBlb2mrC/Kqx2gr0mZsl62Txef7lewdkovv5gMfemGCfFU3nuj96ywvAcsBTz8Hh41v8eB/xc3T07scTcziRKFY4hHEhqbfFQgKxycyte9XJi2bFrflNHTjWkVg2Psl8p8Qnq49entG52u77dwQrqc/3XO6/PSA7MmZOeM7eUVkDI0xjPYyzkj3j9Wp44vmd+fwlTC/8qdkLvjGdRuWJVqSs6wLfyvQH+mStRRd+168AamB6I+pJACxREdWstwm+7m3HBbBh6dBTdvA+3+ASPGTlkE7qTll01G/zRDRVpLzZJ9xyrHgxY2wiQ8fzk+YcMK1gV9d2kK+aYj37S1tGgChg0WyRL5HCLnNdYRCYwcOg5JDI3JEgV/kjIHj3X9CiemnzwF96iCe/eowmWNnyAxdtu0NSYnwv3Tj+EmUJ8zJtlz98tQj/mrARbJC8gZQ9I11VLZJLf4uFp87gMX7pt93ET+v2Ac3NssTDhQ/NWMkwuysxecnPFVMXgMFWVTjYNjNJqYwcapZdwx5N2Tow1nDuQ9f3XJ0qsbhhxYYYI73jxoKN05Z/bOsWEH3xRjOgiOFQiOEOu1Sst7auXyFXAvPi9H12i7crpi7ra0SlItIK5euMnQ/lqydeIcK7pnHB6DbS48l3aX/7MZygP7Fk5CT0VbyXl0/KTTjaqawH4rNKMnZvdET+Q9TficntNFY+Keo8CVscapJ/G68SP/J3x27Pw/kPlE939hksxX5X9Aa3PGdo1OfDdeGP+DUM0GPbm3Da2EN5CwiywIwS7S2SlKZ6Arpm03Qra+/UMrVFu2wJbIhJsmE5tIN6DDRHCC3qHoy2cxTriLAHDH4iMJI4CzirRKr0WmV7xGjzdFCslGyXhjrT4tyhccVYfpNKuMpkk54q5HTFu4ZsDALSvqipP4bVscRq0+NaXyUF165LiNE3+yi8wYOnI04N+IGNU0Thmey1aEDp1f2GGisMbm9FB7GQvqdpSZFp+YHhfUb9qgPtX5MYNnDk/wdyL7iHRPFsKlB84uYmwiaYRAUmKICE5loswnwlCeBfcWbv2o7dqu0SW7rtV/eICVwz0fGgdHadyjByUlDInzRGiH1ZtursnOXnEFeFxZkQ1mY+LpUbb7h8PTEv3ymqopL6Si/dgm1VDT3et2N+I1qd1uxhJYZJJ/ZBIWdLcbYm0Q2g/uqjhf2Ewj3NWOVfiJ4m62H5LO+hfZVSN4Errwy1PsScH0AxbxqLhpYaHumJXwUyNvwEKPMhSIMENqvYifKIP920T25Z5slHwo40OzOWRTSFApxE2rkNHAgz/grawYA9ooINOO2fv5H/9qKc1t2FsKr/01Lhb0zaiJAk7HjEkdt4J6D4/uOSg5wDOhMFUflBbNKtdcW5Xbf/VHS6tfXzVadRWUZw+4GzkmxlT0vvfX+6sTIkctKRy5adG0uIQqIlPQnk1COAownwcj7gvfVUfw9zAC0l6oiRg1vF+CP2JGpBkmIc1AxOSl0iInXZ8J68q5J6YnB0SFwIh8LXuL0kT839PE+OY9LPM0TZhk+obuKAIJSJHWZcPk2UwyPi0QIm2yiFesgbEvbUwHYrKV8K/WhcN+AHaTDMi1F3edf0Pa8pK1ExJGrzmcZx+elOFfOKiPsWys1tU/e/pwXW5WH88+IZNqphiGH9tQCnfreg+LNvby4gk5mCgpJE7dNWnRl6c2JrEyB3vPITFRU5Kqh/i7uroE+Ko5O0f7GerE9Fydfd7y0zMnt0zvwyfOWrp1FKESa31ilml/o0s6znWrSJ6tRjoiGBrDvytrkEcgKszEfZ/USfpEKWCv0dNQA8aPmwWbIRRHfQBFWUsv4/jmxBUtZybFFQ3JDVrI+YbHe6dOLRnkv+z23tHAGo+gjuAmamhlb5W32h4sbQT+a0zVZ1cPlzmpnX+MyTCo0ms2FSrynntjJiwxY3A3QciAsevKk+3Slyw2STaN7A0Ed7IYQ/IXqzmt1KDEwQk0GSGuKZTfkTlIF5cSp7NRjASywJikmMCM+sOV4UUjBvsvdJK9mZkRkp6aMWRsH8FOYm5s8WyinDzXWDQwM6t/j/RJ/QxyJ7XTj4dIXLEIFrERYo8ZAgjpCo7Z+H20M999C3//T3BcgAt3zPTEdOCgyS16eBpZ02JxLzJFGxWnCjSIKG1MNWvZhejX7OqTtbEFoUnBakVARrKrj5sTFUzgnmWhrgFxwcHZ8f6pM/ZPNq/RP6ZPQMTQ9B7yMofQmGQ/eEgSU1YCbXlgdlq8yjUirTAld1Z+lLRY0Pk9ksGv80Pw7AqLvUvZC+ltynzyJGOC2ex1T6x/bmtB8YaJSQlFNTNrihLc9PE68HHHvwNTenrHF0ybWTumjwL4pY5O6zkoI1HD5fUalxUcU7J46PB1i2fXVNfMTvcJclOYVPo4nWHw0MLxtct3lTq6OaZOGRShCY71FfN3svOUb+L/zhKI11R0r3tsrK0uYgY9PwStOZ/PJ9amtEY2ScqoGJOQgKGJnvg4LF9wkpUbINRHpwa5jFj2UoGj1nHgvJK48EjgMnJgiC58QHlKn6yghkNTY9KMiF99IlN1Ba+dOD4cAH1afkyPYnRfUX99mm9gQoi7U0np5UvnC9LzCA8gnaZBdIan4arobMr/ybyXxxL7vecz7HskQeAnWIxPmPJsC7/9kInIXBPSGXb8YCaGwSBZqBFTgaILHbC4P1gosAQwOdyZXq7AYatQ0JBYmhs25bUfGie8ten/I+w74Nq6roe5T4O9hAZDEhKaSEJoCwRIIAkEQhJ772lsNgaMmJ547xnb8UpsZziuV+Jsx07S7NUkbZKmTZvRpk06/mmatLH1/N33ngTYSfo5+SE9ge499+xz7rnn1uf2btq5dbCICuhYXrTrlklgksXr68dyE4zgK6rcXq9XO9JZ4ZFyvYmjSIzXNdolAEgVFU19+WV7h2zpbXs7S7fNrexd1r3cSAmJT4wieelCNVfoKHLL5SptFzieCVmPp83lp4jT8zJNkux8cYlc0TE864iID/DQa5CHsLzeT6tdfxIJ907NJNK38WqXdkH9Ct2Vzfrqo2P5UmuFHJT7JuUiKPFIn32oLG1RE+vzU2OMo5em3PvW9oq83qSRHYcCum09cabiR779IlnJf/uxArvDC1miqH7r9fML1eWPGfy57J8Ylx9Ldd164MDdI4PPCet+99ikl73/eSpoSZxpx/NJWMMQv04OXHgbiCx/wqH4aNGZQKmYM7EWZf+Ef0HaHfAtfN94kUGMFeGbA4EPl/Kn3+ejnCL0QNz/1gMFP+uD/lxAgPtwaCZlGxxfSNyciMf5/iJ0rDTn/xctlR/9bPevvhiO3rK2bMTB///EoK1D5ycsVnRFl7BiU5f3f8dPkHfJQsIvFi3GTsJbudgqvTjr3Sr36w8Z5Af9z9PrZ13AH1Psp13CnyDZrcKlXuIC0aC7SMRYlGE8lldBCcROKekFAdphJSIxGJLFkgQQ8OD8doXSeOs/6LEDB/ALcP7w6JzdPvvo8NChNJbapTe40hnM9GKD3qVmvexdvtxLHvdurCx1734bvfX2bk9pJXqRFLO8aUO1VNp85MujTRJp9QZMtw1AOeRCWGh4JciSTc0YLomHx1A8DCCA/NLoUTGZKo8xw6NmMtWeF9Avf3+kouLI70H8J0fKy49Uypc9smbduW6ZfNk5FD23TDHs3vU2CHl7lwu+oj+8tYfIyebA+LIK0iM9yITlfEEsloDVZwPjkgQexk535O+IMxhE2aCZtJjBIwnuQb95dQxB6JsQTd2MZ3fN/XPu6q3n65CRE0dByHN9K66h3x874aslNSuqV1c2rC2X+AotAqs2OVlrFVigBVDHlK95ZEVYXLjX1l2UHkHSCIvHT40WwYB7fVTZmgv9PVd3t9HQtyE/VbRsbtCF3/p1ZG7PHtJHMamOgSI5jdAJWN3z7+Ca2IEswk/rsu/Bn25d/V/KjBzvvXlmSfz0/u3PwCckb1AMRhsjxArkDX9ou2iB4CN4nyFUZaiEDLpAbVIL6AyRKomtFtKhNchQC3vgWwZDpDZgL0I1sjWD+BWbo8JesZgFHEdeQr7CchFxeAmu0W9p6y2nastPWOHPiuNW5KskThIH/Rr7ia2bEiRE36eMUVn4vd2yIA2kKNbFQRubgrcvxV/9HZ30Wgamk/wtMoOplFhBbJwBukwSsQS7+gu7bRWRrEYAQFaPBcN/Yz7fww8j8974b//94JlXfnNgF/qe15shchYKs0rV5RXqkhWIeDm4erN0Bblghc938tTo5lja+Z03GmvJ2LW/pODoRMOnusTIm7+KllpBPLRBEJ9jQYBygPoKjP2yCIsnx11QvN0EC2pNFuZhQk4jETszd25C4Hs2pMv0ZCkjk2fR8tB7psEeBVNtyOR+3LQqPwmZQTnT01EcGdunnZ5GmqcAp/bwcN6M7yTlqWS9mCm21mm+nZ6iyUWJIKdjxjp+c/1fw5ISaZNI1vLlvhf5eS05V8cJfoJwBmuoLxH1qQug4A4GSQbEKYIfHZ7BgnkIHoU9wE03xqMPTKPbe0/0Gkik0Ph0KYQlMxfkYTB1zW4t9v114oFEnSxxEuxKLpqsBxVgahrdX1uJsKanb/5x74Gtq3AYbtdTD1NfxjIqlMXSh7sPt8ZCfcoBfPIDa1i8uJAkY0UG+voMOjTlu8/rpVRNm9ucOl40GmWi6dtLy9s0UdNkju/lNauRzJmZm58pXJ3D4xkfEr1/xm7fpm6Ba2bhO30B2nAALufY/HzM9PDxjUadmWyEchYs8IMjkOgFsVwKg6JMrdva1le7s8sob97Xs6J1a50MNLY/+Olq9OW1nz3Yrq0d37i7APVtfcdNmSi9/Mgt6475iTo98nDPYxvdBWuuDBRPPTVjcc8/tnzXFyeqak5+sX3MuX6kuUgTCRwrLowDHvrHVRdWoE+Q1aXLV63JJWh1+zblNYinOIxWdyEHY5i+aQwdp6anKdUzkBdWUd71/WXNGoQ1O/tD2gTxfWifXsZvdsVX/VNniHEGxI0VdZaSoFVemPLdP4kOD/oemfJSKqaANW+sTleNVpIYKTlpibeenvDCaV5cvwnJmJ7xfako6bOgP6wh8Fx1Gw3eS/0l1ClGv9cnImFHpDAUiwIoJmpDlu7o4u1YeEwGNT1BkSNAnwCmwq+4Kn4s6NR27WtFJ5uODll+nTtUqZpEWmai6PFhSK4XFIKomyQ1W8GNBr7DK1oYqpLMjKrtXRnqxvlKUr8wr06/YXraK1azI2YfO3OUgG/LbTTUAuGLxuGDIS/eaBBKKWUBO9BU4zygvQMzCEVobRpa6zh7euXT80WU8jCh3XRs0jc2/9ULh3szLCMnf/n5DLJ+EtCqDg1bV6PxpIiCg3vXd2VR3u278te5HdkdDuktw2Tmsh0PX+96p+fGg1s7jFPoyoxle+rQ/0wScll1+zb5AoSNTdAaR5HkDhzhgLROoN9bWvNSSGNIw1QYS5CAcEdGfBcmyPVSW7VyIzI9vTJek5oAdb13kfeZcNxIvDoDF7Q4bEBRoGPRkq18fL3k9DipRY6+ARL1Hh2ggp4537EZH1rrdaVMIU2T4IvqNVUK0qsZTgUN7c/ypMchqNM7CYzamhEzqXV6Gn1KXDXfGpg7+D0od1F4pAe9IlEsIXIGnB2gFBJllou8SMEgoA5mGdAXYpKVyc8ZskBX8fSxyu+azsw60T+juolx8qtzgNP7+LyLZMm0AV83PyedU1dma91ULdU2b6oi/943NI9ETE77vgcpzokaDI59EI5/4XxZ5M8MLMARi5FeICEtcqdOyNfq+T/FogvccD3HLY+J5mkE40XFyD2RPL3kDCmt5cBy9L/LH5zIAyzAfAX9FkZjklVI40wYWy1BQmeBtXrSLViNqkhP0dOcBpTPz0pLrC1GTvyfsc6SAnwPtm2qlsjr5htBx+PPfZygzEudmZ72RAp4rInfpVZvaECZMws64Su4FhlR8Ytv1uLHWnHwiNvCSDiZF4Sc9HvPWKl0BmWrROhNsHL4eKcSzPhOTCPhHJ0c/QjXINRf0jN7KqefEaX6vsvqni/2wfAUqVW2ejS3DkN1++4UIT+Ph1yDc3Ow00lAh2ClJylRZA4hSlhdKlgoAZNEkTD6EtIEf0lm0jiAqKDEVX4sn3JS23142YacvoYibVKC2tE4mDuQ0ddamsUncZeldxxarqvzOAQKT0mF+vmWq6e3dWdqm9adeKLrvUOA8ly/zNWbK5kqUWdygkEPaeNugFwfMnVuvvfhqt68gwe29eUaW9fuO+FB9z1eNlYsjEp1WXjpvGhVw/qzLw2/vuKX53f3ZM59jH70wPH6k7tWG12lMouDAzIWZDHYBdeJxWF4vYufU5cqLi5J669+IfQbxsDBrhl178OTf5u9NKxfb2vOZnuRhmkQkSBLBhunQhPSBH/jCulUaCvJv7o1UTFdkSounagg7ZXkt2aMTU4OJaql8XO3BtKcek6y0ZNO2jxDwEK9QX0Rr4/XxooICDBoFpUD1GJ3HkQld0yib7WuLxOuzmvL5YNJpHE6WZ4ee5Mn/BQz1FO+kxOIEeE5J+qeYhpbnBcmJt5MFMaHo2MyIylhcuIHuX9/ALMfvXBudcB+QDEhB3CBhzO4DMUtao9kTKtQN4YyhYkfA7mjdcWQ7hctD8wUTYPPc7N3ZBaDOaRtFng8MzXpAMyibJI1QSlk+N60DtbZ0ljZvXurEe1qH9LW29ZLCfF6fd8pm3e171vt5/s/QlgEd9IkbqEIiSAD9kz54xrn6ofbXq06s74MYAuOYss5z7FlnChkFmknveZ7sHpLm87QsbUav38uXl9jTklS2STIsfEFnUk5COkfiu8t+KXLoL/TdcO1AcbsosWVk6OyC9DXgCrf+tFkaLyM79NOTZGYm55eqdWMPL0FfR1Uj213JwBkzncv5Uphqe+6ufjmp/uZmVrBJJk3mZzTZEGv5DdnJiDo8fTyAfNmb8BubQ4poL4AfctynBLku8UuLrDFsSh0NIPwDqkjEU7ckYT0/Pp+y7x9pMmhiucYPe0rcxtzh1uc2qRzQme2CEsXpW8689yy9ctvPLS109h3A0ScfPJeEHZjIDyGEeaarE63oIC0tfzBo5u7TabuTfc+UNFeceaeDe0Z+pa19zxUe+sjjqFYKTWIWKHNWxuV2tatj7w5eukRwHl9aOA19NNfXOJXVZcm0TW22syrUzBmw2xEA6RrSBAD6wMMYjBDbDTQFoqpjbEAp3ZAnfGCYvEYDsM/5dv6vp3b+htvndUXpcXFpRXpj5KFxTve2rBzxnfKexT9J/rX/M1vbkH2bnxrRxFZAcIB4+YnAAAyKcm57dXV09fW2QCZ53v74J/vLUNfhlF1BtAD4wnfL5oaz988EdAFIVoIH6YLCPoHChlFP5LCuxx6ynsTMRx50mezvpPQCXZMNxkwUfRG8bSiX00hLbNg1OptMEDHDVGeVZSZReDWDah0h4CwqL/oC+/E43yXVY78bWLC96d0T0/mn2cDMkkNhvAk4/pgIc7wtxyLoUGi05LwcOLsZBjUPP/lSuJDwZTv9NT//enmb/8CSFDzT5DXtK3z8HnudR0357xesgOa+aDbQegPN5/wBubQL8zBv1POlp6qJ707izYNnh3KwMWMKTHyQPc0dNJmfMeghjGPPdALPpiYQMnWfo+CJJogNAuA/HybyoXyZQzI8oLvjRiJKXBRXuqaLExM5c64p4960Euue9eUWzqnzTS+ErJ4ojghAkHP9l2YsUMcT8Ukp/NAGUQy1fXDdzmjDUZN9ZjtkrSzoyrB962kKCMlJdOZiqxPqdzeC+iTk+iL3EKLDAmbXNB7VAOxfrDoBOq1cRj5KUucZ6QavFa5rz93te/IDIjgaiXoVojpySmkgepGVzrGDpX5miBJ35PVOtLALSM0pO9PTBBz8G77qG9D37wYqykhBQuWSC2MNrAp8FKXJaLOwk5+LLndgGISNk3sb8zuee6BrR2G4beA6EqNacv29V3mOTSOTktQmOxFwhr7eKfHwEnUFDUN5TaYh1s9Ru4WRA3dtFfeUrogveRVs2fenPzkScB9vgskZ9eu3Fk1Pc1OS8ovLDDwMzs2HDjuesiyffvarjyKMLMgP5v2/Lp1KGUiyO9XhUghHWl4zLvEr8Kot+hY+S0GdgHL3SEH8qGpQp8QJ82RHU1WpdAQ5GA4U5DwK5C36uHez5ZfXFMImIACaNNI+xywGUcaTbPQgXqNqy+UoXOZ7YUycUFHDuI4lGiQs4Hvic49rekZ3TtrQecDlyAxJ33fSer39KLps36dfhn3gwOxCabUIaB+rS5aJCsuvzhXEj4fFraTjYkKIxu9CnL5WYrEzyfDaQnR6BvTvvsnJki73HtHCvIG91eiZUDbeu+QGZn1naB8GifixqHqOL4i8dbJ89EyCZvkuzwxQXlvKtVaJv17eo0t9QW+pSn7POHXYTIRCuHLx3ezyQu+E6JlRIGFUBX7SEkW+EUQYxMsmMMSj9TQjJY1u484J0qPbJ+o0bim7i1TKuQlKwudEk+RJT0pXp5TWKGAsk/hz82hCejZC13PntnSbgSvFs10ewxJ8Wl5Fe3G5qJlVm5ZyooSRU6nQ8IzOFwegUvRVOM28ZEzk5OfToB63694OXUjm0v8chJB2GQsl/DT98BiaCYyCKS5aWehL2J6GmmdBW/DYG716lsucOWhc7O+46vuyW+YJSdDZfcqYsB+TqF75uYvegP2OGQAzhOJ16L6Y7VA3L4Y1S5WkcT5z07dqaEJmxEcwkyzKV59VWtPpYHuvNnHV3074zs+h76pNqdETvrunwJZo+fHQAda2bO/JY3kheosUmTVk1YPPLa2kGyEQpPs+xdLaU8rGy1K8X0/4UVC4gwdpei30Hw01Q7lJQIkKlLqyNo5MbExKjEunI8FIYQvtRGuQXKXT7k0+gnEythjyMY56+jx5q8Gr8wVoB+gSTMz5H9MF3nOJSh4tBnoxZzzzVWOOJKl5TNVFODrnUYSoCsjGF8jyCpNQ+qmF2KFf/v1mN93WRr5MxZTT/tnIhJT2ehFLCyA5JkBii3XxvXwiVT9VY5LHnNzBIb973m9rytb93bdP+2n/S8gvzqW8KtfWTP8fglCbHGzlCSCkbGl4oRgQQ1H/YWmbnLXyYqHy07smWnUjSNZvWy1zVWe2l01W5Fq6N7dAPqP92jtI4cqwZPoG19x9UWyont2zbUawef26b5aS4owt7Z7xAToUzPXFW3NVbliy9iZ7jzPbFdJMhBYSvtLq3PrMhLQ9y7+X5LJkB7D0ORV9G+tIfCCUr6DeOEs2jfSj/NeEC0HptCX1lwdNyLTSNOExQJMGOtC4Z5A3CzrqhbAX70avd25khTt9f6gmFywHQfg2EkLtcY/KRTkbK/v/knfqSkspkbqpuC4M76zE14vKWMdkggF4M9IAvZzPZbXxvRsJK67ePjptCXa665EFgkG937WgjiHkewd+kzECIgk9RWaxKxA/wiykjWCuJtvcIzyxNAEGf8lniw+DIDlSMGaRwfv7bm83gUSAeedceTEjo/2uqxzz0yh/0JuwlXbKA8mZymT0OEkhTHJN8uSm6XfSgt0XH5WuQZMo/eXbenKTGvc1jJ67hryw2S8dbRRWzmSzwH/nEV500gjYQMHgoLIFeQX8P2TJadviT3fJYU7GAPxCcYhkStq9zzT2XxurYdn73PVJqcnx0gsZTKDQ0HjpmcmCewGPgjjKLN58vpiFbi28oEBg6H3+HLzcFs5968h8SKtILshO1lZMWK3dLgzmWyzuyWnvtZcnZNGZ7u65nB9g8G1h/puED2gbxb3nQKZLH8pMHHI5E4I8Uw0iWQNk3rsDrcwOFhS4bIWCYNBacGG56c3vjpvo8kLlu9oIpPo/FQ635YhAJmhsYyIBJ08CSA56/oLEEvT/p6MjGV7G8r3DOSa2tYWyte8f6iy+fg7o+bp0Z4KUwRDEptqFLJCo0WGYu3mzSxeAj2MqbXVZSVxmbHFa58n4oZSVEd+n7wxKA7Le4juWodoKcbxHWTit0xWcOAoEbYHQI0GcDHbuaaqjMJOC5ttbneY6zISQWHrva/3rf7geJ2262Bnab+NY7XIMgVRsfRrTouu78xw/bEx+4m95PqH58sUVTCQkDbsXVE2WZ7Kc8+NTdzY4ixef7WvY8+qTp2sxOlIycmPTJSxWcr4eWlPaeay0nRlab+l5qCZElc6eZqgCZpDfZg8AmnS+RM0IQWqIyTYIQXKQkkHviu3UEGML1Ub2D4n9BClNDzZpDI4UmNiUwsMKlNy+D/1ffcNJKkMefKnkvRZ9lR1W507g2dbd23aWGnTMvMONwxdXeMoWH25f/jaFk8IQ8hB6MJUNV9nFUfp27bVZK+Z7CtTIfda+9yylModffVTLj67YLz+5k1tf31mlLQg88UkGT8+hGsrbZ862Nx+ab4kliNhqk2Fm19aPfbU2vyS+QtturoylzgyJpSU3rSptv3U+uVSji6rsGWK6NWMasnLySvxvhiLp4XJgVoJomZnAUGQnotVBeTltrXPz5XtnGixClJtVfU1KbwYASeuaXlPdZLKLhWalUkRSWm8cUunXeieO1M/9vhqe8jAI5O5Ymtt5wptbpfLIGSQOyPTcit129fPTZOMxnxxJD01V8EUpfBiP2B4GlvEPbvrU/Vd+1qD8J56OvIYhLV8AdYfyTjUVMSldEtOPeJsuLQYAq+iIo9VbX+0dey1gzXmvj1VgiRxfHhiRmWWLEcaV1pV38GGWixOZldhJXwGVZljRUFK/vS5nobLO2oVhY0qVZtHTRo5P5qVN3RPTfmIWxm9jKHKdirtNRq60NZs6ti29R6GypNZ0pXBiJbkG+KkkR8G26trORUbW3Wy2vkG53BlNj0hv7Y/j9hv5OJ1tr+B8iUJqvkxV979LApU0xmMS5dGDcb2hxhEoRiSEp6kFMTLuLTIpFQ21G7RYDbRUGpQ58vpNHm+1laZHgMKEffWFyZWPbexqNBjH6/R2Pq3ObsPdKg00umY7LrJEn2hTsLI6y4QUdSZDZaUxMxGq71aExelrPblFe8cstvGjjXoxrus2tYtffs/3G4r2PTa+q2vOaOLls3ZB4+0pVmH9pUbpjMii1c3G/4YI7WqU8qG9hN6kfoZlME4vFbl7tXhC2KyFs+V3EXTYC1+XghnAZKVoytSqIvU8XSl06gs0rJ9iurdzy5vedSe7HI5kgafWO9MLWwfnsrRyKVWVSIjzaEO4acqmYDGoYe5tr3oHb+xxYVkDRxokEob9vf1H2yWyZoODO55f4vNZmIr+TT71vd2Nx2ba83jX8rr3+7C/pAUK+SnWAvLVZvf31Ncuu/9BRs0CfkTq9KmI8ECvZmUE1gabljxsrAAtciT85suwIAzMkbhydHZpTEUpkJybWp90YZnxsavbylGyi+ibw1Nh/Lsg3Wbxg7WCdiVR9cM1o0XScKmR4Dsove13WWena/gtaJacjOct+QOGb5bLvB0k//AP45D0pLKGUwgmuv2Pb/c6B3vLVcVj27NkzCFidEstVtv80jDohNT4tDnJHW1pTlCKksmDE8UaVOW8XONsvDuoyuMsqL2zPwNy/PoGx8fVjMV9sbRgppVHllYH0OZWZBWWKeOldVsbFSrWl2qM3ECdZZNyEvjRIWypFwQHh4VSlKUjzu1FflZbHLZ5B78HCjU0SGbyLNYxzTMJxRIllAf4pLJgv4Qdg7lTvTyl6KcQQ+iQK0sgFEONKoCGBlLzIAQFzKh0UlLFHvIJn3N4KqV6UCar2HTRXq+IEsRH5+IXktMiJNkSyU5qYyQaEYU+kQkPYrKSs9XakzcUNADmnNXjy9zyf+hyK+ucjLrBovUiXKbzaU9UjBra7ynP1tsa+yfyBGXFFsTEqxOV4rQVWhhafY31D+0tgR5uO7gVJOFd0LTeaCztjeTFpriyClNK5Tb7PJCRYXOIafR5A5dFUsiEjOtdqZEJGWV6WziaFPDkP499JmOOFWOq6HXInOY0lJYwezkGDJgyG3Kl1TZkcqd952xd94z5EyLY6Vm8HnQw0pU5KTkV8mX/2LBL3kviOHfxyT/nD3H5DAuYNDvUKSkiugkidrE0xQo6PHaEmN2sSIGWCq2Xmnb+M5OZ83upzozxlWgdUxWoGGXfJCs4tNck0c8+97daEFoTesb9JyQtPpN9cMHGyXiyg1pWx4fTC8/8M7cxMu7SkUJwJvviuTppaLs87x8uzmhfKpcpqjf3ITb720Q9gvBlKAYwqe6o5RnAfRYP5iBymJMKvA/9LM9qamhOr06T4xtTTUNgoqaA6+sHH5qg1PVsr3J2mxX0RIyzXaxnWUuacuUWDPTJfxIOpsWArg2azar58lt5UjBkw/KWg70je90Jxza3bf9w/3uHO+jE6ThZXuaFAmcBHqKMrFU1uhW07lCLj1OXmhANzOSGWF5617C+Ps2hXoYymwt4a8GY0UlELlQZ4D/yeYsOtGcCisIXnRN8BVRD6eVDdsQsVGj4W1WlpeWp/X0UzlZelm+ls1lo4+xGRydQ6Yy8aBXLjDkcXaUbO7Oss1eHtLWuy3xCXkVHVnLHvJaEXfevh1eUViiSCc8U9CSlTjP+uZvtolaHc/ckGWXFaVaralFMntWg5mnqhrL52yjhFHMA7VZ4TOSkQNPDo2+uKuco7VLMDGq3PcKoRcR8k7Ia87/7Zsv6nhqDnajAJfqV03knfZ1z06tfm2b09i1rZLFTIwk05Uek9khDE00VpmGn+fLk8IlltLKMov4S2VxW2dbsVJb2qmyjdfqwLcDV9cXWQd2FNtWtro4U5FyjZ6V1+eRp5WvLFi+r0VxT7KhWKG1p/OTRcaSLJVGkMZPTJbnNlnty1zaaGZR/z5Ct0Mdu5s8jHX3wWtPoB7VBo4v372WuCgQ7G8jINFTAoor+GTDkVztcH97seLtku3XR3qv76lWdx1ezuZIWKExClcWVrAEzLudJjMjd7ztU0BJ4tODWWlW+cPkBAEnPC4pRcK8+fb2l+dMpq5NRwdd6VHtiVpTQVqqVRkvca6wkUZjowFvuC6jxS7Wfn44QaKJ5xpT4xMI+GEseRDGki1Edi2YUHqsJSZAoP9fKpYoH/VzHYxVSEZtFIXU6d453SVUDGRq61yWhPgcZ7V6xZV1TnXHvvYz5goNI5iTY0iy6IWJCejz8fQUjSmhtUZsbzBcrNvXl03XNe15c1vdvtFy1ikqM61o8CilMr2sLyc5la2yisVWFbtwyy9n6x67b4PkSmr97p6qvX3mxOzOosJUt8Rql7ikhcUd2QlPX4dBg/qKYP3px2sdF595+vQ6EUsgUvAZjvJKuxyvAf8a6osvIP/lLeG/2IWFChYUWiw90N/Abz+JYnbyF1W7nunpe3RdETkqnhEdF0bax7V05DvHyxVlDTkeJS1ZaVQmMzK7y/IMmcqCsgIl+OPApRl7yaarPaTfp8jjQ0KYqSnHXpa7M/nyqtmKWzfeeIGZv7q3pi9foczR8gsK8rnvJ7LU+VnZJb2YLyhAdZTPKKeDwoMSgkb9Gg5vzWAGUBNLsHpmHFCAHVMlrD3NSJg3qK3xW7mCcXYkE8uBXyEtiVkWIjLoLgq4FNIRozZVoeBr8sLUqgx1ujguVcBEchp+gfoeWPniyZkqxZ5dEndBBq1c26lJVMWn5CVnITwRgxrK0dXM1PRsLuOlSCL1zjp1XleBkMrNNYG6AmFBV5691ymxVoCyXVPt+SLySzxpuoibwRFbUE9ai1RUpeKIoUFFM06jX708lNG15b7HWy6AjEMhikxLEipmIqHR3rT2nv7MvX+5vLpMXHrsq6N9l4t5egkjOcOjStZk2NKV7UZNuYnHM5V3LjMkt63atHULUfuKailroG4dJPwhIp8EPWW/jBL7XLE/9hz0koBr5MeXkR/A9VKHgUFZY556dKJXMzTY6Va+9oo0SZoUGS/PEbWKDSJWBJnJE8dwUmLJpJCo8NtB4ZHBCIhmJUWGJSQwgxPEihy1oatEhQBhApcRnyTi8dPtWq5BJY2JS8+0S8o2dWQYep/eVsrJKO2csO28KGxjGAqbslXQVPH0+Y4CNkkh1XEjklOlIbti09XpMXZrbLomnbaNreTFRsanMDJqspN5hcNlx9wzMr5Q46p1aeJ4qQxmanKcpPHQEB7/aqkbIH7iglb+RKSxVEP/j7DK74KTF/2EO9UJjPTJ0cJspcEmiYoU2fRaiyCC1Fex/83pK19tNbKL13Zz8zoL0j2ZPG2eUCDNSImO4GUoEmUSSTwSyWZGia0Nvatyhh5dU1Cw7qmxlJISFze5sNCW2Hd5TWF62YAlu7tYjhyoHs3niIuHnZ4xj0TkGvcdbzsxYs5pnzQnZRi0jHdSbapErrFUM17bMC+q3NyV25bLo0YnxtHUWQXS1p3dNkl08dwDzR3n1xRHJMq5HFlSpHXV6Y66+XYbM0bpWBa0oPt3wdgs90dx50Ll65Io+Y5okxUbLBHBb+fOXF3lfftQdU7f3mpeljzZVKHLdkqjZPnV8nilmJWY9JbCkBye27vVpS21mTgvD4LzzwS3PjznzJ862140XpsZsTx1Xau93cKRFnabSWk8kyIxgp+pyCxMWs8udBdzbRP1ujBmSjz4fP71fTjMZurvII3b/P6FhOhH8dNuRSCBwcdPREvEKf78BzD+2Mn4nWbgF9Om7CJJZKQgp7XMxGMmoE/EMxI0Lq0qVxwjc7ZnWnbt2tBtRr8npbUdXEEJpfAKc7URnyp3tbv3jOQ75x8f0LVU2BM5noZO7YpfTNmRq9UHNs1kH0h1VPS6iwecQoay2MhNdYmtVrErlWssVjIk7hGXfd1oh1BaUFy36t4VMQz1eF9lDOBA2r6dZY9QjO+90D19vl/N1lhFwjwNN2vkNEG7Uki7VTDOzMFoF8T/KdcjdrH/FjRqSz7nk1eh36H/7b2+t0bdtqedRWNGkGJTraqMEi1Lsiyz68rGEqHbW/2P7Ep9fGyKQSzzmATAnnEb/SG9aqzAM+RWRgxESLQ5KWyTkivIq88AswnJ9rFj9e7h5mq1tqWxSW0ZLEtP1DgU4NfEHYfkU9T3oVw2/kRMvCSyw3zyOwwYbqHvys8EhJHUkZJVmm7Ml0bT0twmbbEmAVhcW1+aqtw5WpeVXLb92kD2eBpUHMwkITP01ShOalKaIiQ6PkbtXmHl6Kv6MxRuq4HOzMzLTyld16RF8qvX16VpGla76w/0ZSdUHJdjWaf0iqG1Ox2D17aX6UXgAzY/hhzCMaY//3y6kRMiqc0UxFHXsB3FTp6rxwzDkIxkTqYiKaXh2BROo223vyNfgPJlw2vfF/I2sT8b/uNH1Zekc5CehLjwBBk3XhAfQYchkbrj0oYSpad7aETT2Mo06YU0qUWZXmOTos9kj9zfU7exPk1dvtxI/hezWcPRSlhJOe0O9OvYhNgQx9rHhxvu2zLgST2s67t/yLW2Rc83laT7NJS0vhMr9NLCdpOuwW1mBfQCZRjyVg2uF8iChY1naItjcQtt1BJnxha6mSwuBPqP2EE5XFVSKMPq6tENewp3fHa8SmJ2i+NyPZUSqVpa4bIwnjXkcIIF9o617Xl8jjZfUnN/kjg+QpJpz5T8wVjeUm5ke7YOCSsrPdlCrnt9f5WJ23PlX1tP2Y4f25sRITeY+SAmNDJBmrSZt2LtDiv6RMdDMw6Za0Wua3278V4YXupVLmtWrjNdZ9On59bnp9a6MsIi+crskq5A/no/9J3isDMAP8mT/iKKAEvqidBQmFunl2WJY+lKV6bSqWUDq2vr8+Pot+i/i9ZdXu6Z1yYrtHEV968pRYI3P9ImyFq2o6J7f1t6smdd5+Rz8w4gBexlL9/blpEGxh1l0rBNhs5dDcS5bxn5RSrWf2XyDnjIWPILuqWLyk58h3QQf7QkiRscRQkW4E2/lCTJ0jQvER1mxfBUPHV1niialciKBgDktOcLwZYkrTO9OjQyhCQTxStFzBvh8cIEtogZiiAUMpVkONJTf3KqMDwxLYVWuWK0qyjsjUQSOY4vkrFDGAxGTJikZlunMFcvj6WlZxfKayaKeMglY0OeUGSpVKUNTkyNdIlCo4NB+b4jj5BOygrtNqGLo1QoOWk8aiyH+dxzSdwoUrTcnRNpclaW2OjZDsvwkUaus2HAJhzfeezQfHpHAzOVvuzcQ48O8Zav3r1rY8bY+ZWZ9BQ5kynnMzhZdf6z8zryJUhTetAsfk5sKUmNQMTw8+XPxGlkvXFpw0IcZf6CIbyvjxYaEgy/IhaFQUEKY+RpsqjQxHhaLItFjVUqFdFIOvom7iY37numte/5PdX5Q7vdMPyiB7O1BXLMLCanGdKSI9K7svNWFMtSPYMFydkmEycsOoQclqQURPH5nFD0O5HTlsU8JKzCGJ8tUzNAVhp6BNSQrHFCdmyCJI0ep1Zw45Ll8eiWfzkdXWUFpZ35qy8MqAtXX+q1DZTrwlqY2Z72bH2ZkQPNsCJ3pKuuxJG8Mj0rs7I9VbWs0sAUqRILO+xpcUJHYbGU46hsUq9PzG2crUkrLnBUduex3eXl/Gd+XSndE4TgMcY/cN2NaTF/ILHgFFAWww7Ml8e50kDEHNDI6hbOPiORdVW2Gg2dqbDIFGW5YuTThiNvjQ4/OmuPTkpkbJ7dmduZL2JliA2N0wVZeZU6dmjlmQ0V4MmZzQm60gwQZRqo0vGgb7Hv1Gc7crH+seRgelQU6/n56UFu5YEJ9A80VmjpRF1u4hOxMqWOHezc+AKRP6S8BH2FPYv5QwlxFDsAtvHODj7E1sji3seSXR6WmRLY/rlz8weTOBgWLxTpS4xcEuUldeVAjrymtqa6KpVvUKbS1UMtloy+48uyB6q1jzFSZHSxTc2JFyniqCLafdGlIzs8qVlaNXR/2XER8eLE9c1NmfVDhs57xhsk/GJnvi5Zw4/mxkdHziZytZ5mmbmvTJnXPZkprlWEC2TpyjQaQ8anx3GljDKpJ0f0lrnTIQnlZjZva2OkKiCYAsdQSelMjTI5uy5Lz0tjR0bws5TSfC2HKUizz6zs1UwdaxCGxrHjOCp5KuOh4pPuzG5XWvbI6eWRickSrV0hTA2Npodp1SwHW1WQzkzO67BnNTpN8THiRLa7oixXEsoUcRjJLFro5XiTo3Jx73IvlMfOhfh0abiygPfgWNaP30LthRkShGhKF2ikhXvn5L3lWx/rNK+bHqhQ7bjHHE0LIwnzGow6uySawZfEPbwnViZOYPIltIM7YqTC+BBRsbVjb6vqXxBE9syVWbc8Kt1ZJ1c0FqskBa0ZiKbdowJPDp/t18dKLE2zZX0nM+uiRXqHOrfZksw1t+SVLctmNYCQnLhUiyItL5VeC2gVYRydTKhOjkaQqPR6D0OQEBmTnJZVJEvWK8XRMXKjVSwvzEqnJTrLq4MW9kvfpX4ZFBm0aiG3xwFmUhzLX+xLsA4lsEiGP3nGoJP9Nde0JTo+diEGxvg2GsQSHQz9T0h7qiZZzAiGlGKp9pIoJIZCxEpIs4grOKWVFVapsqBcCDgFOampliIeSHZaZOj36N8nX9tbntZ6cIW2Jleoq1tli+bKDXninGpjYjg9KSYkeP18WAhNkBhDTxbFkKh7KU9ZswWFA668GIHWiX4tBoCvMSW0bGgvSnHSNLmlrYMWsbsgm0lXZ+Qks7NNBgZDb3HKTp5VTLz/ABLxPKDca5WWTZRWDbl1CSireb5Bzw5hyw2JfHuGgOwEnCIKT6mXGtUCJBM/J5dL3gNlmR5kvtNe45v6mHgHY738Y4myakEscY5q0WskmWnyAh22m8LX5rDZ/Fx1MqhMtq1wKfKtXRXbV6/KLp0any3XVwpFubyKUScf2zTofHpPHbKyZ11RUrJ7TfuWK8tTU5df2VK1f/2o1mFH/x6fblfIHNAHYPB4fJ5xYn5/xfizGxzFG59ejK/2kr8KqsTq0HH3acH0UBZDLKOWIDXg/GwS0Uh4WMicqqUsJ0rataw1peH+GWdUkigepMpEoUlaWV5/S5n4D4a6YRM4crx0+/XhwRu7KvXde5slcYKkGJq80CAqMKSAOIVdXYqkZdYPZybIk2msnBUVohyjJrFeXiyNFvNZ3Kxa08mPdtVyc9/c2NFzdjzXNXOiyjnRYIntjswqLhNkdRZCZVZh/o2pNV98eEkM2fnzezT6uDu5FEuELqhVyoK6pS5s2OxybLg20XDQW5/N1XbtbZVjGzZJ+hJtpk0QDmKTFYlR0c+/SItOFLLCtRW9gysqtIWje4tdO1eWRaP/Dk9OM8t5VkOKuXvdpnXdZm5eT7G2t9ponL2+1pZaUN/WISufqjPR+qPF2bXWgnYzR1UxlAui1PX5MmoVEOZTuaocbnFzjoifmr+iomrCLeC5V7cazeUqOkNiEtnKtRx2iqXDo2twZsSyTCU9Niy3BeWbooG6ThZkwvPBEgFDa4yVCIIXaCoU6akpAp4wsHQO0BrBEg9Fj7eTC5hWivo+NvPB+5OAYeji1Nxbe0tBOxiC4QF6BX3Gte35iQ3PTBjjH0AjenfViNnGMj3PJE9E5yX1u1dAZ0OmLFAlkB7mvGBEz236omrX8uyM7p01N64h18ErN2p2dGVo23Y2/t9e3xTH1JBjKlEzMO1NzilrVkeC7sQURghDU0rkU4JZlENQ5hqWyFxsIKFyp6uEZQ04YGkxgViCvxqX8IB/tZTrXIMzjZOlSRZlOUUSs4x56+PpN/aVuzc/2R+bbszmkjj5ow1cFVs1nDnw5EZXwbqnxzO7VabJZ9aBupS0xDAgzcyNF5vTEpJNlXrEsvGIOy5EUGBGS7Q2aQy36ghqMc1/dPzwh5vMwVG0iEavSxZVklCQPspgmje8e+D0J5tMEbQN9fN1aQcjWHwG6SuLQxjKqTo8PXu0ihuQXR2FRN4YVIHdyxVFXqgfIHxCf974R/vv/uKCJZ4ASV05vHab3bZ13Wi1JrWguXelUddSKOdqrMIyV2hkbOg1nkHKxKK3ssMThZauWbN2WaVubJ261iqh0pIT8srXN2kSPTOt+WmM5KzqwQ2uIm9HeUE2O1GbYZObi1Mj88uDk9gJ1COJhixzin64OVtWM99QMNZVI+E5a3rMR+4T5DVlmSttOdKVqW0rRuHa1kKZfQDq0iysb1/sElMsWdh+FksWksbigFmCEZF+LbALTB6ZPCM5gmuqMlzu3tOiKNl4pSu7Q9o2pLKmxool5dxiT7FJWLPnxgr0v+h35GbUkFaWI0x2jFSWDda4lcK6vrWehoN92axEdGxwnCaxKC39iYZQVnKqIV+eP16tBmGov55FS/4XeSYolthhCcCJ205KoMUr/SewvujlYyYAPMM2VmQULsvlTm83Vxvi0YsKd+/MtsK5D4/XPf+ua9glLrNKbGo2Qg0PPSk0iGh4QcSh/ux9e2sfXF+GjFZubNaktR3sve9BRf3W2tKtI7U5yQWrL/edRL9fLva4nbz8/LB4KZfOTUiIyQyRqLVxWe0OqdLTk1V3r5lZOXsG36cYIe+GODffmbfyi0QIS+Tvg4Mlp5ZsgZF3Y8f0VoWGByNhYpc1rTQrJZavzi1pLLdrotFfh8ZwDUpapkkd9ppqyolY2mwCz7bnx1dc212NfC0p99hZZiY/JZWn7ijVJFm6nfndHpNaqXN2ri4F9YNmJldfKB/2NPPSmvpm3d3HBjKNXbuJuo17b39OXk++Jyg6KBk74UFbcvoZIEsfgpY+3MvVF5Q6dMnJOkdpgZ57xxNScMcj6arHruVwtHbixUcNPOZjL+CrO35L+FAC5CnkYnB0kBzrBANi+LwEsLAZajAyiOhNohWnSFKgD8ABMBJhBusEKQy8jRpyEX0cfVJVO1cSJxVyQ0Oa3KqaNIEqhRkCSBQEAVHxtHCJ5MHj35d5PFx+NIn0D/R1oENCjY1WYVhEGJ8zkZpGCQkmwZiZREtKif2Iuv/EU09dZWus+D0ZUE/Y8X48NKxrI17WKOEHE31CSXwSqRp4x3zH1hSgI/lb0eEp4J0EaQfx0+fe8+e9XtJ5nxf4z7JgvVg/x+/Qw07yEO32/B0W/MWS+sDIAj2FxI+lfuBF4wHd60W/Bt96b245i24u34xNsu5ZUPQfYCZL0E/OoG/Oo1Pz6OQZ9BNiRr3X6/sGiSLozbz9WbCKbA8KDtLjNy3Qif5LcVizlyASfn4OxkcCgxCvXwHEaXK+gKilwtJB2IH1OKypNP6X4IinuaHkBfcTg1AH/CkU+e301pFt9AfkQbf/NP+2p+7d6Td/fRv1Pbl9atlI/HDL68ObX5jb0L+ipK66Gbz1qwfPPE9DL3g8wADSQt686h179CF3icfzyOkrFy2j8zVtX6SkuJFHPhz4tHUIhx3DfT/EVwjUFAr8DDyW/8BTUsQb4hQ8jkEefpWjliFgspgs6FsjltLxR45uLC0ZvPjgqhI0+OC+fQeRN8FH1WHhf/0yltYH0HfRf3pLe5vajzgL7U5ILrDVC9Re9L8tGVSqNyzcMXrsAJRv7A6+Vog/bFcyhsBJLI67mCCsx3qsAGuxDj6Z2TcyGzM09ukg+neMuwBt8NOxoZjZkX2kcDT25XUb0Q9lMiBFYoFUJkM/3LguwA8UKb4+xpLV+Y/284Ji4RSIpeHwjh2HG+ACDiL7ABeo0LfRT70v/vr9FyHI2I1q/0Bvoyj6t6XjxSzeGr1kKElgAuxkdwGOj4UBjxCz/OEPXtCM/R8YFZ8IPeU/EwftCvkiHJ/1M9yLNWM4fRfHnv0Rj0Kgg8Dt125/TPolxCt27olHxnoXBGM3hWJRkQS7jZNJ3NSm10kIghNvJWKMV40GMAFUgNu17LHHlnWhn6Jf13R09o+Gmc1jfabMAscWsXhbfkFmZv/KafpDrJZmsv3w9mUOR3x8oaN7++E4mug3TWlKnbbFZc6dMOcWtWo1ADROr2lrCUJuv4smIJ3ktKBwvNsrfoEanvpgLh4+AX8fKisZHCwpG0JnDiG7Dx5Eg9EPywYH4YcD5K34jR4EvriQd9KJu5iNC/fBLbn/jUtc//YhKYm48U2CX/gG/gmxF4Jf7+a/s+88WUKjIpfwMeGn5KtwTAZOYX2wROQvPBexAE6D1dd+UwA415A/PgdWFqAOcGzC++vVYw+C617v3z8eQ39Ae75GsSs9ibGpj+BjXwn0W6ecJO6jBguXmgBB4IpWyslD2P3avvfObUZm9iAKsmTy1huTk0i0bxXpkclJ3/8hm4OW3r9Io0a8go87B/GwNSBDhL6JhaoGlyHMI8FRQwpakCFAAzr0dfTvARkCbPAPKENAAmXnA98/0A+gLEn8MlR5+2nyFXJfUCh+GzedycN4nEdF4NAE2/NeeA4Jeu4GSr4xBGSACoJBKvoB+h/0B4Q+1Fg/MtzQgI4jGmBBn0O/RP+E3sBl/hb5UbI8KBHiA7tNEB+KTg3m48Uugc1t8Mxjl4EYhIOQgFC//P3/vbV6giz+6lUIccbSFcxMbuldE4XpNN3tw5QU8ha8t4cEsyjEkHjcyMwCANctsdC/kRhZOI6wiVnBiAmsrq999mv093V1T3+9DYQUPjsOafmeRnOu+lTx9XFsWRrNA9XIx+h0bINroJke3eDpb0C/s9pBLogffKr0XOX9eXnoDfRPo08XPlCN69cwaBv2Q7qEQEIQ9ynEMDWGGPFdRkIUMBK4efBDhZOOkjPUUP9pY+PNz0qa6j0vFT85jt7CrcLklpU76Gckt95Z/8vCgvc2wlWZ0Ovon+deIr37HBp07Tq4dcN361cP3v8itAelLmACUhDy1mOTo+cvukvcJeivUB80L79xQ/pmQ96ZJedD3sE6GdIpkLwCPQ/qCzIDOgqxOpFYH8NnpMRBkvA1eh04CoIuTYDcyyDJdwaND7r9POixO14HkZ+RbAW24vIx77+GByZvol+ApG3zbTtAmBfltZeeuhc7ehRUidAxvg2KgJxEEJ0fgzVzrwQWkAASgRldCVeL0HEe+g36XwBXghI2gkJG4rDvgcD3mNilH2Rs0RhTge3YF+OwRYFUEHwb/2LABpB34P4FK9Cxizi4QI4hCwyEutYglnW+9dAAjL8NEBR9e36qXSzuBi+jF3FrfxD9+2NfHu5E92LjrYQ8+yUcT4RrVvwKTPxWTEOgjQJ+Cx7UtlEgmIQdFzIDEfEBFW9giexO5TeWNK2j00ceRX5z4YKv8GJGYkxUSkSi6SqadXK3bAic8mq5Kok+19iNBJOpNGPewObiiFA9cZNRB5nECOY0oNe8gGK21oC6sBierNCcrf0RbEogwU6exHEBcT/nksuEF6GmYKAFbvBEdpcPyXafBC9eNSVGpETFJGZcRB6HIKY+OkKnr2sqaeQDr7fbmKuXqLhaL8ILtZoBxYtea+AEM0hk0IGrZn1oRPHmgTwjjerUZpsLZbyYMExnQWePfADXhU/iOisd0pQGYU0g+jAS52OW6m8BT6x/6RAytWbnsup7toKda6+j6Ief4bdfRfyyd/AT8Bvohr1/9S/vvoGPt+52D/kl8gv4eDgNsIIrqoA4EWjAD5AxBOvg1w+0VL77hu99L9L/y95j51CRl6w4hFItp6cvXz0EfrDW9nasxWR36HYP9bdwvFCorbH7MVLEOgPuu5Gwd1BO6VTws/MAJLu6eqKmNgu+ZGfV1oL6n5p4S+1EZbUpuxY8WztRC/8HfzoAAblvdgEQ7Gz6PEonv0pl4rtti1NBIi5M9qOHBahIt1e0vfUO1hsNfPdSz+553zdL32FN7pqqO8Aa57mVVx89hHjncrBWg0jrnLm8Bb5OHAw0E8fuz/wtpN+HGP0i3l56nyYNv08T0rcQ/r4Af34Ppwfh10lwrRJH3HEGcAckGJp80V3+B3j036h+Fen36F+nmmqvHfnDS+i/B4OlVQcOeSy2ugNJyDJQ/BiQr0I3xxXlrzlXnJP512xxqd3oqdXjtcHFcK4VlH/i93jxsKBFr2VA/oHKS8/TY3GMQG/Q8mJjKKQI9LOvPh2e+K1vGDQDDv4W2YmeQgr/dnvnL61g4r81f/j+3/Adugf11RC9km9/RlVCnYVFFJogbFNx0UlNkeD3vxL2FbsXVxdE0u8CLfcNuVtxU3t+8L29e98bPI8bqVb30H2giWxH/7Drwsft5YTPWl9P2Nry9o8v7AApC34DdudvDBV5eMFHsWO4BY0Lz4QsFSz8/Q7smRyDw1wM/Y77Ie6xDgN6HaaYUjgA617lvztCKBHnAB1+ixHeS5lFCB0J0wdBmwC7MLfFgz6JXQuOPlXaYikCnM3WxMmD0BUD3iQbsvnFD72t77zQUBy+0+vdGV5c/+I7rd4PX9xayE5A0qBQvhsp7cDhEkIZb8bhvIzp4tvfIedI/6H8kYj1SDAK0y6J92CsF+YG7QdARz3qaHSjxzxDJCDcjZyzId/4omy2s2dtIA2YsHE+QM6R/wXHIWFUiePHCkh3RHZwKVgzTVzPCzCfjeEDIlXhBHq1fhn6TSEYmyP9qgZd/2VV1ZdgcxXpA/CSL9J25ozNhlywXh9H/7Mc/Xw5ennVDdyGZ0OYb8K5aEFJ+Gx+67HQE4wqIC36/RrcoGR7vYjy3COrxnccfPePJyr6lncPVtR7R8cm6rHFXLB2dRdVh4f310+Ogt/nOwrzfKUVF6qxudLhukSQj0OhBsdohw8MdbVgSRymwUXIH4gR0xuM/sDmbNbEqEliXY/u987P4zBkR9OuXWPSXe/+cc09mSk6CAjyz6q6egUnDG2zgwY3oNuX9TgV4SHu8Ghj4/Q4+DqEKSgsshK2E66dnArXHox7rFrMdVkIn3D7Cc7W7t28aV8tnNALPvOBSPRfPuQfp0H3aYhRuNJ30ZH3MBmCONwPx2Et9nq8m0IQZyRPDTr6fXX19+BQNYGoO4lxxziY7mVAyuMaTxuLD4i9J+2/dbYGHPyuuvo7dKyG5J6YQM7dWAXcywF7OQgZv271lRKxgwE5SvrSrzOwEJPqj8ixnmq4bAtj8JCdQZrgrJ/Ys3ndFn2DaBhUrHh34Bv0K8D4pvOFDvIn/W2PPPnEeQb9Uyv6olz2Odj2uUD4apAfVvJmCGvSkjUvPaTpb5UF1w0+94JV2E8vyvaim73E2q3YJFYIrs0GStELNv+YCA+OGb50zMAYge/Bb2A1rqfADUQN/5aOS9pdsRHUWs1lZLUqR7UZ/Hvi8IO6FeDPa7Tq8mHkAziAcH6Kdsca4pfORwgYBZNcsLiAnV2gZQY9D15rgi5Z08Ia3gMK+BP12MBO9EpgDaRBOGbkHXjRLwy0siqwjtq1b+B0OkepvQMG7GLpxeAJg8EwMQHWg0j433oMiRPox8fR300Q48CoKRrHIjLiex7J8e2wEfTPhGvrgePGLYwbcJDwITPhkGIkYwIUeU/7nguM9RRCgoBFImW+b2z4GEfJZyl/wKUjFiLkrpAO3I9Ef4tT1ffb7gnwOeUoGozk2H12ux0J8j1NCrLbCTmDvEhW4HJPw6yMAY/hYphkHs6D5BhE7R0b864aHwedqBj9BkT97e8gEvnkIui7eAk9cMn2Gdjx2WfoCD6WDvK1g3I74M+zoGoIxv15ZjCdD62hETp+WujPQ19eRGXRQdz1zesBbfffAVqNHrwy9717yyu3g44BCodrN2UcBNm/rnWvPPj730+3FzWfyvZNHfA0FrQeJnQD6SFcl8cv0Yp0Kp7+WFCJmCqMv/eJJ48+cuiQo7ytrdxBYHLtx+vQf9jAgdaS0uZFXZOBy4sQ93TwnjeSpVdL+7XuQh4HeSTDzd7chr66X5FjkGBo9iIJ91+aRScraltaaivIOcFa1ee2/7hl6Hu4bl+5vLqTVulxV+C9VyCeqiHOU3HoCfnQidMB3oYeF3xBQC0k+x2vFHFnKW3TRHt3fv/2LUNPnq241FpKmx5paslbvX3d+AvXGh9D3rvR2JBn1hhZydyBrslN8fGPVXkyMrQGdjLbu2JmDZvgvSiIu8s47nDM+ZUX3gD6r9Po7RrS6Sr01iyGqbNr33hjra/Oz7MKyCdF8Hs/7zOniPX3Q06b6N+wtn8CFHqf/PijpynHoQh2HZ6cugccge/qnj5x6ikC59U4r1CgDpQEYiM8HQkxkAUCQakej0pJeqygEJsN+bIFvaHoz182cOzEmLvMVhjtyF7tuHL2k0qzTaXRWchx6Mc2p1LRWt/eLnDYVcbZuLgx9L2x7EFj9h1zSrEbcYjesURWVA5+IitKgPFYK7Ao+gq6B44dH3OX2orgnGscl/E51RqthbQDCG3F6Yq2uo72FDinYZYWNwYUY1kZRmPW4lo3w3nDg3i4VyQOrCc2oE3wOWNw2uuR4hxrfkam3ZoDzC1wvZzWgp333bezoJVDumxa1tB6q60BPGBFs23OtLTTgHd/mjIU2m84B/ktOMdduWAW0ZSU/6Mw/+dXTeSCi9VZJs2UaqzgzEUqeKOkprA2ckXSyd2V6zQZGzxr50/cN17nyXNEF0JcVE+XVubbNBmGbNLDo02NvWFPyOUPnyaPdFpzO5rl8F9rPURNrlOlh6iRAe+q7BldTgAvW6lkaCd4fnrEBiAj7u7Si3DwiLQMRgc2xMXp0xAXbPQ6sGRDPGXkW7ORfyDvWtEzyrTTO3edTktz2l7obmi71dqwLIB7OEc43i1iCe5Zd+Edm34R9Z/cgXg48wLumxfxDuKtC/RNwnHPDpyQ4AAKP4DbAF/DWRCxOitTA15HdZ6awvqI5RCj55989qEzl0jfjTY29IblUYa7bBBrJ/bvvu/hnxjbT1XRnfQk8EWQDNXi1KqLXJ50avf5J5598OxFP1XyIEVslsWxARz7EPIBHFuJ5YfE+MYboYFYARVExOdZgEG8ZbKw9VCDqeDV566sXrly9ZXzRos5v4jqcdpFQkVaTXx8rUJRmF/oieyNyjEhh6rcmZ7IKE+Gpyo8jD6u1XDYOlmKwJoiSNVlAK3dYdDdDcdS75bIFuMBzp3JYrEgkCvuDMBhsFjyi4I9RT+CIzo7i0KBmtATFenJdC/CkSrA4JDqcTj0ehzX4BIup1y8CyGh0/wAQKQvlVE+g7LISXqS7JWrti2FjrCasp6qRa4BZvRGgJ/Il1Bkep5G22bKqB6wBhio2PYiwVTdBK3BCfAt+T8/zk+TFvPTDzm0moICjdbxbSs4hqkHJCwtJydNnpONzNlsaI4Nx+c50rOQ5xMIXxUXLBE+RLA/6AlmaMFf0P6WFmAGUaVAM/0ISCxCV3uesOAu0LtW30fQbm1EX7DZ3ladIGh0jtIOcaMKInqCLzZLX9oU/I6HBf1KykzvKxwdaUWHSyW6LGspuqZUos2GryMYAJKu/PJu8n6TYWQl+hb0OOn9mSVO9JM73j1vq9CqjDgckEY1EA7xkt7tBDh3kEu/CEo1Nom0p2RodM8OUbXSAUQypUiht1vK4VKxkXXpo8Ooo64xPGxaIdHZwLPFmdXN6A+2Bflz4vKH+aWYfwTdIzLPTxgGHWzekZm5wwQ06LFXXrl46WXkoxUgYfkK9C8P3r971/3379qN4+4o8l84RiJ+X92iglu0/ZgsV8fvm7v84o1HCnY4HWElhU0l7hpbeQjZ3Nlxau/u+1isU87CgU0bhgushOyS3sHhwvKZBCgC/HLKagyIHyBEpHew6bctX7HVL+twHaS38TwmwVlaOpbHJDkXvvD27vvu2719+YptBC/eIG3FbVYKtmOwqIclS80mrqaJ2Hd/QBt/coeeXobWt5L+ZiIUcrOtOKCkv7FaA3AhGygP4fEZDDOxptcB3yKgOa+2tX3y5JNsYaoENFM7vFvayZdsjz5qQw+7xCp1raO4K7C+x8j/xnl+iTdxZ3t6Ug0UGOmykuGVEMbUDJulnPxv3w+2cp1ydBiobehD/Vk1LYCCyVAF4iAhFMf/zulVIGWu5mzd+rXofS6wccbW2Ye+7yJ/U4V+IWjK71xWBZJE6uyMIj98lHYIHyY/i6D9yI1a+rCwCmQuva9o5Ugr2Fkq1mfllYI5KEfZ8HVnayt6HZcfUkSWfmQlXIMN/brfVOoE/Dve5djKtekGvxyTpiAcUfCBUCtJMKqCOCeB7X9zgtVlDz5Yc9P9dxjtUeH3doARm833A/yeGOL3C0oMkYtiLuaiGIu5KP1iLsqAUBp+1+1QZxeWhDmcAwUbmhrnC/qdBWGlhdlqx7KPKTEnyzqmjMoi1+l4lkbDij/tKlIapzpK7sN4rww8Q6JRuZAnsP66eK4Oyxov2SsMpgbHQgzpKP60XjC+MwyhAKpkiUafFRzCEStTeQlJAiGLXwc+AaYLzgadrr6+KRu8/UAu8ilFZSit0tttYk11oSwJINd8az8ljf4DAVpzTZtKGRtXm1kxjvWD4oGnSQnk25jsAjgNlkuXiI14ctuAg4WnE5Hnp9pSU0y2Jl6K52oRCD82xg6Oi5KWrVZZSfeMLDsktQGQmTOC8LJR6amVnEy5LJ7n7sfWqod4TaUmBomwtcaJjXhm3EhYYDzDjxXhUVlM7KMY6v9j7UvAY7y6gN/7bpMNM5kkEyLLZJIMksgymUwQRBIRopbQ2AlCbSVqHUttVVVLKVVUVVVVbZ9S6lO1VLSoVhVFm9KiPq1Q9WlLkrnzn3vfZd6ZxPc/z//8SMyc99xzzj333HPPue9dYhL0jsxg2Qv9/BzqxfPFr7R/pqhLAReoi2iRV9Q8NJz3L9lbVnYa/FFZ9irqnPg7GcVDElhIWP10DaaHBPkFN4loFJI2EPXuhX/44AOU0CvddW8ciho7Dt+i+RD6jC+GOgfRW5SIPFTplthQULo1wep582ALBX3o6BS+yQAA8kFH2gP+sp+EBLazWJvENM+/jhbGd2vRIiUmt8OEniExTZA1rlWE/3vzy15Mz0XRKS3ie1nZO5zQuFnyygkZ7V7Bw+7d8wuKiI4qTOszvHPnuPCGnVqNmdO+tY5HaNAKa0xMUoc+z/ZNLYyKiCZmzOjRLi4DbJOctyTNxBmpjOTNh8Uu6zMaOai50zcSxI5k4UmQgT4bX4SnFrr6Nm7QJDDBEMy3iYmKiUxIbhaVO6UDmluIXcVNgryfRLKfHMnORvu/zfYzIIMh4QU/gUdNTIUbz2Rn4/Ynsv0NekPCRBnodtO7eM5wfYN14kWGcfWmc5T9yYQiOzxYhxaosBL3A+4A2zlYx/fwwBiGm0lhvVRYT7eBC+ZeANizKizGrecas70AViLBSF8CvAS2DNoyUvXj8oADpmSTJ/LITLIFpWbnEReel33dlTl4S7fiLa91GhJ5HXVqM2rQ8LnLhw36DnVq7s8Wl6x4fVtyCj5JeWa7DXwx5dlXlUPvRlwGWwawfqocKe6bun/4fMi8yP0d0o1EsXG+14dk2mLItbSy+xd5Tgmmz0orUPbhavn9xDx0q3Q68kNN/F3xs+gbyUQ3k0MWsESSdScXvpZuohlL74WIxKfxRb9vPpkxef92dgpdq0JU/wtuxf8FMkWTU4iN5IRsT+4tLYsk70LlVESKven0SOh01B5ZxvwwaWKjJfO2LEpeV34Dcdh1o3xdMtahJ6Wjx/fr//zoUnyO2/TzX2YzHj3y7S+dvXrii7gGV+Pve/Za5EQjD239FzqzZ+shokNprksv8knKu3r2svSu3igNBOq7FfJTQNYlrCVT5PCH3Lu43YnXO4GkE5XQ8l2g/AMoH+a5Y9FGjq8Duw8lQXVb1GXVKvTXRx+1SBqw61DRUHQdSjpxmnPuguy2w1Pb31gurS9Kke/JiYYcPVXO+4lWoAcBIVEnv4FQJBPMIbRjITN1WzrxS3rpSvmt+RMbDR4UOHX+rfK1yVtcw9auXcs+gNhvzPikBDwNLRcSksaPSW3J7XYu6tVzzbxLzp9fXtOzFy50Ojm903loa99nUMbuLn17dZftiL67a0pO/1dOaFYHTEsofXlHThO1KQmY9CYP/Ure482X3uStXct1whHk5R59p7cdak+0OJC80RvodMaTd3xgH5XAaxXwSqaexRym1pv8jZUdIXAiHsYMEhA4qbvVbqbYoAshCu/7qFtK8PwpbGrawF7jxv09dsyzg9NS2OkLjS27f4T3sUxkqjkQHQqISY1iGTwbZwut251p15rbnTOrSw/nc0OGdcmLs1gs+V1LB4129ugyK8fpDJnff+SoktkRTtfBbaPKy0eRNmdxK/ayGCLdBR6JfHIXORxn26/9zy/Zr3SeyLbJ7dwan5fu/Zn93gchxl96dBo8cza5SLG+OQtN/GfwCu31UgiIViuJDv6chNtNh0pJ0NCmNPYjKQ7uk4cqaPyHf96SnOzvHRcjTZKsmf4iboB9Er567l6fwLinPzd8xDAaGIeTwHjRwhc65UpyJ7P/8BjidTl2sGdYRCu0kE40Q5wCtKGxoI2I81NHWWKsphA0uc2wPq3eTRuw7kOOw/+Z3FOHShAb7CeOHTtmzwhHVlabIKu186DUdJZL6N0mHwVYEZo73mpI6d49K1EUeqPw3r0bNGiy5hlLXE7urAyPHruI/pBTJqlvUdWKtkRWnRUCJqsjCpkcJk6pNnXR7LNT55zau+vr0+ubZDZt0DzqdPQe89D2wX1Xt/o26mxUSkhBmzZLW+uFJcU/vfjmjndfnrMVbLJtZLGjMDQ2qG1As6hnW+EvAgJGvzh39Kh5bUZr82wSgxLzJdZBlqh4hVbSxFumpB7P7TOo7JU22Y3GNugGWXVSUt/w8D7JSXHx+Z276Tp3bN8+c3f//iQP79+fXZuR2SnfhrIgwY7NtcS2yGgamW6bGhIQmNhCScJbJDJy7L+TfQfyVDKzoXhdL18nq4l9p5OQkpSevG3bPJxTWla2/FX7c2nCCy1atO9URGJbksV1HjoiMEDKD9nFEN+S0U51fPJUgjLyU/eAcsBOx4yBnDAxEZJCo7F5y2Dj4MGQW0BG0LHfQEEMmI2SQoxNmuR1zJPbkswPAO2mdM5Snfb0mSIggRFSpyztaDHLDPGdH+hVjHrMkWcG/srzmRpY8WLvYvz4c2VeANFc7FPgGyHnNob6EwiuTxn+TM5uVvRMzJTSm0a5KFvOb/Lw6S6t+wxGolIfdid6BPo30Pl66f2shf6YSRbGZShGoKMKRKtL8bAhQ0j/Li19FGexpYNfsqTbLHHsH3l5FXmH89x56D/JUdHRUcmJ0VFRUUobIynfMKqXO9FRaN8glN2kaavnp6S05UagZ/Lw9EJzbGYTi0Y2KMfQDNdKXhHLZrF/CNo4BFFRoLHk9lfsiZaRx01Sh1BNrUrIhEmpXAdQ+2GQmYhNx7oS9BH7EuhCWansU3cjGe1I06YDVKpHKImd5Bg9ITSERsmoscWSkWaJk9RyLzixsMePm1guMgJ01tYUVaALbvBrYODkXsbgYGE90VR0EtVU7cEWTVPYGeNYlm2c53qB5aIsyWlJ4YYeCHVM45G+UXd57oOdAzKGKveHauJYIqQdVNM+rmWLYCMqbJmYmLC8sLPweW7t8LwMY0jSrABRaNmyn0InGuhE0FZXJ9q0vYO+lDpa6t07jpKmZ/94hXaOWUrfYC/kyu2M+cfe79ZIOl8yfTq65bxD5pXQl7m5uMP8r2UZBBZ8Ua5nPslXELshQ3LN6uyS91fCQ/ZT8gyTt7jGkIw2ZjOZbTKG2LLJJ2m+yZbesdhmk2ecOmkrgzY8H9m0mVWZffJ8JvNP4eFNIxilP/4/5PKG/z+5vKsYOjRJ5qkO+VzQYbLk6xRl1FFXHcVS39fcltF9YqvWpbi8Z1iYPT86xlt70Ld6ZYSbWreeSGflMouaRiYmDsYvaPUly9AeZEjytDsVIyyUCzF52WeC3ahpQGlWLiOje/lk1hjcsrnRiDqBzcYvf52VpFFn58JNZHour0kT2YgH9kNHZGHoHJ00p9Gb/8fzPtVG3qfalPepJSUl36F5HapKpuLpHSjVjvhDFNyxo6saDcG38qT+L8/zNYDeRa5qi5EyXDrNpeNJNSCis5LoDirAzsMbR5SVjfho76ky/N7ypk047OaaRCKGC49cHtmY3VBcvHJFcfGWFSuLQ+wpUyan3J6QnGFPlvzMYe5T6HuRTAJdZ0H8lDKJITsrJbm2W4wGeemekZNzcORAG2euGjBp0sBVs/Cwma/1mzy532szZzYNTkgIrkAxRvhP5POONehQDLw7NHg3L+/dhjlEmPaNjrmao7MNwu1LltrD0XGc0qCJfdlSexPZHxyDuoMmjNrFUSkoQdGCJ1Ki8kQjJXG0htZp5gGd/FNSe+bHxZlMuQNHtUzpWrSxTV5ez05CUmKP/IKQkIyBL6Wnb97RNDLYCO0ezJJ2T1j2OlfaIRbGaqvFGNIwxNSiRafSlin+fsZV2VFRCXFRBn1QaGRii2eGD2YdWluQ+uNH7FbQqZnOoGhCSIjqjGE67eRUpvW4oW+nVzNHphUIqYkZoZagOQ37dJbmhRPA7Jv6C+1KbbbAgNktWkSbC1wJPRwt6bxwk2Z2RvGdZL4y1me+sg3ymtQlblQzdfmv15clAAs2vnlySPCSMs8E5iR52rlJeEd70Qg5XiTzmFH05E5lKKaWIXt56p/pA5NFUb6dnV6M0vr2JdObGbbuE1u3Ki4uRe1v3gwNycqLjuH+JmNzRV5xhol06HQ6VIN/i0pKHEL7zzauv6CjHC1SuEczHHmeJ5NOnFBLDFPW6tvNXMTeCfOjo1tn5Hdcv8jeJjp6fvmfKNcY26TbXGuzCLMRcXyFZXn3NpmOZvHGEGt880x7dvfllrwBQQWZfUbMatduRD97bqMBdC091Dmdd9f3btmmvluePQStKO7fwVHat7Z4xqZDr/GHwSvemZDdbjbyI5HNc/OnTqJ12c5NleM/ZXrBoUpt89QOPcLHSSSTY7U2iQ3uSetiz89nt7NHUac8PGUWattuZF8QMdyyvFu2VAuf+VPpVqpAErPabUY2/14XrMyf0nnlPDQRv5aXx4ry+PgDlKPjI5Jeu9OFRCVoLr5exJbjOeBjiXc6WfZ+Lm49Zocy1uzlTkK5GK9yYA8+3Y7YhYbUPKTtXEuKOnsoG6Z4+k/LpAEdlXirE5Uvgs73y3mSWeVIc9xM6PNivC2MJFPoJEJ9EEL4V5VpAsvFOfr364RwdfhQjrW2ZXcFBvboERigcNaJRdHppuBeY9uhNtaGIXL9vuQS5fYCn+L7YgQSE4cswl9LCkZ8+0XRxpKuumF9Skc/X9biA8J4Avd+UMu82zPDwvZ3Kx5Y0m/oTMJM9unrIPcy0PX4JMeQvbcg5+Zh1MfLLh51RyzXJPrV6CaMG2Nw5ssjm9iIlyevR8r4qYc6l5R0rj1WWFxc+OPUaefO3717/tw0BtV+wd933xJHMgLQd9igRfHLh7Zg7LolbD+MXyGxJaptCjitZRxzqBnZXDPQMdctjLcAEppOcbR0zBB7WfDLOIdtitgtlFAdOjoLkHLNOLQFsWxTSobyqvmZv8/EAI4/ie2QxQp4NhNu+RAxWy5deuiG3+JI/Movv6Dpv9TBNznkEq7vLl3a4mYewm/EiCN/+UUqQdbePsAhYlfhUnBC0FsMo9ehnwVe2heCQwSGzwf4pxKczAcCvJRhxGLdAr21wVxhKJoSLAZtoHAyj1OgWwD4hyn+51xHZCf4uEgspvQ3UPg1YaiEj4uEAjFExb/GvyvRxwe88KtU/ANe+FUyfgmeIPytGxuc0IBsWNE1cApONIXKP4FfII4EeAyBB91j1qryr/eSf6O6D2YUlf+IJL9wUZV/vXBJbwUJP4YnKj7IP0oMofAdFH5ElX89lX+jl/y9Qf5RVP4jsvwfyvgTvPBv8Fky/gQv/BuCLD+0lxZ/DbP/SYLcXlr8NcwOCof6Cnv8pugTGqycxEBt32HUfT/8Id1o0MNK9zn8CJ4cVfQj4694Cv4Kb3zgu4fK8w7le0dIYZpI8vCHqP0cleD8Egovxa288O8CvlTfVl74dwFf1o+wRzcW+M4RUkh7MY8V/fCHRDvofwsDmAB/osq/Sm7feNq+myi8PTiQ67R9j0nty+fT9i1x3xRtunkAf5fCjwrLZftpBfoMAvhxCc5/oNDX2WT6Zyj9zQp9YTOl/7mv/etskv0IZ6idyPhgP5tl+3lE4Z/70J+upe8+70P/hEp/AqEP8M2Snehek+lPIPRV/BvCeVmfbbzwfyNSUfw2Xvi/8f+V8VtxpRT/PalduOsUbsCt2J8o/gkZPluRnyv1m6LgN1jutlA4maB/rCuB/jhGguPT+Be1vi8A/vtS/xUD0CxlLx2Fn5TgXDcKl/Wp4KNrorzOHfS5m8pzUvYnivwHvPCrVPwDXvhVKn6RMEnu79/Rdtmq0CfzsQTOLafwLzz4uh56a9Ad988oXy/yX3vwZfhyCv9GkYfQB75bZf8QT+G5+AChD/AvJLiiT+hfkjxrmO+eQDYgyxOKQzidBn+Neznt7yUM4zeT6u0DWZ+dFX36FRJ/GPQlxT8sFirvogD/RWLPYjYqB/ofKPsAAL+biv8+O0b2t0V+MyX9iNmk3yn4AC/k8ym8E9XPl8o7MRHL/eVNas/b1H0Hmyn9UxJ95pGED/4Wy/3lTUp/m9q+myX6cn85JeMfIPhAZ5uszzfV9t1M/ckpr/btD/5Ti78GPUv1VgB61uKvYR5J+gT/sAn8obXBGuYYledDz75JXS8Cd9/H16T9kyr+RICvZo7WwS8icBhzf/DBJ/RXMsfr4Ev++QH1t774K56Cv8ILn/jD89R/OuXxbrs8npbAeErs4YxkD4r9U3zt+KjF76biv8/8oo6ne73wd1I42X/cleKflf3tOqW/iHvl9h1K21HGx0V8V6l95f511oMv9SM0lPajPz34YhCBk5Ed4A/V8Xcvbd+dXuNvG3yA0FflUfrXItBbV0l+/iqVfxeF94XxLpnK/zWhjmgISvDBDrsKD6gdXqX6l/FBnmTZPnOp/F9r6O8C+u8IuUjwoZ9F4Pxi94pgL3y/l2H8fcOKJGwPvs4A+G+4X8ZLPfhEHq38/BOPPKr8ilSkHfLocxO083W53RCt924KT3Pf5LbRceYbeRybTccZE/C5LvvFGlo/GR8XcduEiRRup3DJz5mg/12n7bBbbgck4x8g+Cr9Kj5Zxg/xwl/DuGj/SwM/t1uDv4axy/21SPya4v+Lwq8Le9S4cglvBfg5Cc6fkP1BKy/8uyp+Ky/8uyp+iBf+HcBvQvFDvPDvAD6BF0C//Fr2E79Tu/iXGhcv0fWkcAFXAvycRJ/iEz+xlHg+H3wJrnMzCr77EY27JwDfPdSvzxBCSZwi7aUTYVwle+lAniP8EAlfirtpP7PSdqH1df8IdnGVt9L26k3h6h48/xDqJ2aK86g9fOTZmyeOBPxPhRepnOd98J1PwT9cDz6Na+rBJ+PYeRqn/4Jmu7/wwp9bD343BR/i9BclOO7hHyKPS/MYwYMP8UIQba/zcv4h9fsA0KcSxzWh9PdSOEPPiCP0v5P7yxAf/On/E/+ErH+QUzgt98sfKf4+Cv8V4tzLFP+CF/2ugL+M5DFBH9P2ncVX0TiU7oWkfvoixf+M7yThg50vo/b5sRzvVFF4IbRvAa3vRRleIOMf8MKvUvEPeOFXyfjtyfipiQeV8dPfxz+ckPyD1C66CFXPJ+V2ofWlcKm+J+X6wnilaw3xlJJfLpfzADlOh3akETrE9d3pvAJP4GIInRO0Ouyel4nKzGAkcph08kx5brurGzfe+PHZzd3K/Yo69oiL25BT+bWr9Zts8uj5a5wLP/rEaLzVrWvrdrNODhq9wBXpdLJ6wqO9zCNGvROPsNHRBQFaVjpzaDzbnhDcuHHjjsZFEz2cjP6Iw3856Y7YmaxzePZAiVVMmhNJa0Gg3uHCQ/nG5kRkRxbPfZDSjcGhiJzDxkvHLQTb0jOFeR+8n4v8H01c92zsURdzpMumBzu4Rnj1s68N79YyKhCfxHf7zu3jNL1T9iyae2LHz+itvCX757tCoV5494N1+Ytd1/yaZXYs6No++uva+ERUiH9arcYMYrReZFvTtnoAPkM7F3BNnQso8poLuCbNBbgfQJ/o6jdMxa8QBCl3ArqMeE/FryDrhlT8CTC2vVlIPMNbntwS8Kuhr7zp3oCXwJNPffDXPgV/bT349wB/Yx38AN10wN9YD/5ywF9Xl76uMeCv88Yn+qF99C1pTCX6IX1V4OWcEfRE++qn8pjbV+6z2vqT3Pqt3nX5QS7b4C33p/iYj3wEf8NT8DfUxfdvDvhv14P/G+C/XQ99Uv/19eB3A/z13vi0/tt964+OK+1O62+vU//jUv1prgS5v17J/a+puX8Ryf31Su5/Tcn96VzEMHWuoEJIVewLcv976lxBBb/Ug69bp+DDGJmG3lHxS1T8Ixr8w5I9+s51COGyPZ6j7a+dG6H2WGdu5AvZHn3xf5HssQ79trI91qVP7bGeuRfJHr3wiT6pPb4jt0eKbI/pSntAvUfK9bZKeqX2qNYfcvVham5fwf1My9H1aiLYC0BedNfqxQZjFH5kLkCv4F/jfvbKjZW5ABrBS7miuAli5QSSo2jGXmInPG3v03J779TkNkSeD+X2flH1Jzxt79Nye+/S4E8g7VQnF2olt98Dqq/TPvhr6+ZOcvvVxb9H2qkO/mC5/eriLyftVE9uJrWfFz7Rj+5Hub5WST+kfZR6Ez3R9jstt99Ouf2k+j8L/B7Lud1sOjdWrsCFv0kMFnSP2Unnxib64M98Cv6huvh+w4gdEIl88O8ROJHEhz7R74x66JcA/jZv+lD/x6JeqbkHH+r9Nz9MqbGKL8f8eiUmv+Yd81P8n2hMq42xh6kxfIXwEdUrjbGpPZ2T7alCipHcN/3KZH3uofLPoXAb0Jko6/MElWeuD/7Mp+Afqosv6/OjOviSPivq0Jf0WZe+pE8v+rjIr0xcRPW5h8JlfNDbRFmfP3nw5RiVzBXto35jJkSqs9QYNVOO2cSgQwHfKrG0cJrGB/vkfvujJ8ajMeQFuV3Weej7jVbxK/hKDf17Kn6FV8w8QZVnBv89zXEk/BIVn+Y4DEv8l98k4RLTgDEoZ6jJO8ANyGwwlx49KjLH2K6LanbieWiOk7/pdNYkV+ElwsCaZOUMtlEQ75k0tyAr72LNyqtaZDAb+G/XVl8jq3PRE5QCv9auxRvxeYjyeKtzwfQa+OesgaSq5qrHv/8j7tVbxTzmD6JB1uEDn8ncqhfeg6msFz6I+a5eeE8UVS98MIrzhfsZAV5cly+FDyFzWwpciguAToKYN59Aw6VxSIWD/O5yRn4CdASI/X+n+D12Qvuw4Uh6R8Kr8EFecA7oHKHwnssplRckvekAfoPCB++l+MwaTZxiBHjx8jrySPK7p2rkGe7+Dz9Bkn8ygbaRx1EFTvS/ipGfeOH3eK4+fJD/hfrp9GT210MH9M8c1sBJve5L9oBp9s42Re1kWqA7sVKSCW+XnyV5nvk91Oi1KZer6FWGD/KCg179SlS9ApzdqvD3W6rRa1O2UvanJUKAJBcKpvK29YHPZB7VC+/B3K4XrtipL7wnCq8XPhg18oXLduqqFz5E7k9t1XpN9NJrlFavfiO89BqF0j3PAuZp9BrFdVP0GrBIo9correiV//rGr1GsTsV/gERGr1GsXcoXAR8h1QP9ziJN8szqo37p8k2+7wsF5afFTBmbplkt2+RWravA5+5QQN331ThPV7Vwm+p8EFLtXQiVHjPrVp8lwofvE2L35rApX63SQtPU+FD3tTCoW78dq/2iEFdPDrnX/dqjxhte4jbNO0RwxUq7SHu1rRHjNxOxH+ImvaI8di5WKhpjxhPewhjvNojhg3wyCz09WqPGPRYE6fzsh//hNpdRx/4TOaLeuE9mG31wgcxe+uF90RsvfDBTJUGroNxv1KjX5FNyKb6c9/UxXrpNoGZr+jWfdN/lUa3Caw0j8MDfLlGtwnsfUm3QOsPjW4TUHeFt1+qRrcJaIUcY7mEbFlHX1GZinzgio584T2Yj+qFD2IO1AvviXT1wgcj5AuXfcjpeuFDvOBk7JrkpbtEtF3WHdif/2saHSVyX6h92KLRRSLXX/VHrbxsKZEtl2n1dLt0nWVfe53y7+4Dn4ku1QvvgU7WCx+EvqwX3hM9qBc+GLl84ZKe0Df1woeg7zVwqJvO5GV7Kb0V/fXz0l8KGbUV3fqf1theCieqer2k0WsKF6yOX0aN7aWgHqpe+2n0nYLWKP1ad8GrX6cgvadf+0V7tUUKOfFMEydBfC5OqCfeGgnf0zXjuYS3vs44T/BsmvFMwvuhzjhH8DLo96bUz46Eekx4ra5/J3h2Tf+X6O2q4xcIXrGmD0h4n9XpGwSvl8YGKB6aV8c2CJ40zvXGfaT4kfUjbagXhVVPga9+CvyNp8DXPAX+5lPgaz1w0oYqfN1T4OuleBD3kePTXGYLhb/1FLi0ZknAfWh8CnCWvrMT3pbssw5cjluBzhEJjsIo/B3J1gB+Q4a3pvBNHr7UBhW+7z4FvtkrLkpg/cg4L/xLsQ8f+J6nwD96CnzvU+D7ngL/WAsn47wM3/8U+AGlz+E+cjyWywm0Xp8oepZjsVz2CYUfVOA0DgO4EErh/1b0T+MwAo+g8EOK/mkcBnB+EoV/qvClcRiB/4vCD0v+AfClOCyXo2OT8JmCL8dguRz1rYK0dqsntHtnyQ7R5xT+n6fA7zwF/ttT4L8/BX73KfAqD1yycxl+7ynw+0q9ZB+di25Q+B+qnfeT9U/zQuGBAqf+mehtNYX/qeif+mcC30ThDxX9U/9M6Fyj8P+q7S7T5yT6jxT9y/45l91I4X+p+NEy/HcK/1vjf6U1XZp8VIZL7/rPa+HUb4wMThD+oR7ej9H4GT4nOIHg+cIJPvHvWjilXwLy5MuxipZ+SXCC2FqLL+WdutlETqRHhUreKcOltQohZK2CnI+SeHW15H+VPLVQxaf+t5HHL5B3mIpfkMqjPvwXLMnfRJG+u0cbcR/2tPtleO5H3ikpz+mJb6JnhT9dGW3NRL+3a5GYaO2Qn5bcOLFsWI7wlr+1ebvMtMSs3Kx+zXKnpbQkMq4XIriRoAMRSettlgnNuUm6nVQnDAJ40C/aMQ10TlcBEA/ggZN3RGTs84VTnWfUA5d0/nedMZPovLMXPuhQt0ajQ5In35bzl5/hWRzVo0HB9U/0wo1SYnqC67eL4koxRynYqE3SuRxPRVF4P/4L7gtq0xNQDKEh5rlZ2c9NgWdSXDijqfREKrMe4CNpXpRHSxDNfQbwHDq+2/UJaMuauuN+kD4h6I5XfiUSuK4a6Dy/XAs3UPg/ADHR7wm0fAng5dfN86DtEsSOXuXpfL+0lpK7jqbAkxgNXLOGTYZzJDfy0mOMVo/8D1SPRorbV9XXTOyitad6o8+ehWfvys+qiY7FGS299TXTS19S/CL5gaN14hrJDxz0hYO+rOLzzKE6cKKvTPp9HtgWI+cqUgzbyQc+0wsu8ZNs9GoduqRvdJT9FIXL85fSWtV8qt9EDVzyCwlUv4lqvNvKS79qvkBt+l9Uv6FKLK0L9Yqzm6F8Wb/TaV8FeyF9lGjefRetlvvwQlr/hlKf5u+zWwnNoEOacQf6pshJ/g197oGT+VwSJ/rCaV/u7Q0ncaTwj4Iv5qOL7ncVfAIXJ3nhQ47pZ/eqdwJ6Q6k35LjHaL1DVB1N8sJNQXs8OhL/S3HDKO5A8J8nyNos6MvLpRyF+sv+/H1uEq33PeovB4C/XCH7yzCTLsHbZSJXs5zhZS0aJ6d27JCQlNRceGt6y5Rpuc36gb9MTMts15xsFmYmoI3sTXYnyKffzzI8Ynh95dk0Rn/xbKrRbDBPYCe7lrI78UMil4wbLIpLCX9mPNomWNi1ULbhx7RsyjdKyVDzeH5/TRG79oGEx73+VDwurrZSxdN5453V4OniHst4DNrmx9SHZwA8P+YxQ9BAX344kmsuRoK9fk/mb0Bv31P9MjiSZ9z3wc7+TVqC/EZGoLuM28oWQ0zhx0TmNOAgvfOb6e/HcKMFf/3F2opWwONRxVlDq1REbiczZwY72OLSvvi/ftt2CqPyPlviOIciSolehnFLWKtwCehE5zTkgAw/CegIoxkOCFVUBVNKlRVAyUguGDeLrG5YaR/UEAjxwXmHlznO4ztDgU5b/DfLovZAJwrkIXTqkLlIyZgUMm1lMgvyDi91nMO3SxlveRikS2Ct5AAK1jp65zY/1LAPH7xoKAo/71hG9mmwRAe8herAwKTnhAdxTAPenzH4zQw2BMnKCBrdMJgohOjEIFUmuyL9bLqhlUY1gvKBt5T2ww/9PtyF1/ooq8nQVzxaI7xBTu4xldPAZOQ0DuIo5wb8JIk3qXnD0f5BwLyilipA4V4J/Cl3RQ/xygfWVlqCGgFT1xd1NLxIVTXwBl1zF6iuDYyN1Fvm/b9ZX1RZC3VZB5X2oxxV1gtodaFVFmmax6fenhYSfJqqUQmbVqfN8jyNh5hW7jbc30AnkMnKiQzg9gSye/35PX4CM0kM4kTUW2CLdUxv/0C/IBC84lZ6bfat9AqoRcWji9nSt1Rk4+JD440Wo2AX0NabzdEaPKb5zeZ4DFojXMJdLFcsNbv5YvhPyy+UGZpjD+H2hLJ7jfweoaH/ngYBexv57dEFC9C9AplJYX5cIPAP0AkcW2wIYnobG4YG67kGYfqLJtDfrfT0WhNwT69IB2luXaxI13+Rrr9NJdITwW6rgnmk47xE1AraXCsursa1lssW3Bl9Av8hHolEeISsaCX3N1/KmMDvBYvhQUw4OBDJi6CMTId0Hik9FkMnHVXaEsrYbfb5nTsvSM+wZ9psC7p0nk/Ofq3uMj/dZs9Mz5jXucsCmy2TPGKof7aiDnwBvwdamJyFjKxcNOrATcCFRHdb3TdZCyol51Y75L1eZIvZ1vJu3cvLu3cr39ytnH4k9gG4/BHA9ad3Nsl3LsQmxGvKcbnlG8rhn6vMl0B3hRBH6Oj6U54mxsIk5BgjGnEvmEP9y+NElglmg6LY8Dj9xSryl3ar7Kr09FQtl6d9Fn5S2LhGlHcjn7r9D0lUiSAUIOt0A26Cv5FkSmFsTHumiBmb40i3pdpS09LTWuQEzWaiZrcInx1XEDw7g2mdLpanxs3sGurHNfLzz/Nr69/ZL81h9rM6IvxsyV2JZ6y4WKWvuP/19/f197+/TywqHepSkV6VTr7r76enFvXqq9NDKAM//WKRUgt7RqZJOd3FnpGANJ+tGhyzDVmeVsa//9EzXx058tVXR3IcjpwOWVmPo3OyssiHDke/+uooPOC77aztv5Nvc/TMGfL1SIesVuQxpz9fcfLChZMV58sWb/vw1aUfbF3CXl+y9YOl5NOI8ydPfvfdyZPnn/yXS1bxlKfE1vyJHhsOBj0GMGGMmUlmWjF5TCemFzNYORcvxlfW+PrBPtWmB+no61Sa92AFXYI645c8da7N9wH835TAuOdTLdSjhLL/qRY89bvv0Kv1qoX0sWZ8KboL/glirwhkRs12oTB8HWBTsLQuC55zw2jOtANNo/H8DgXOX5Xg5G0CxPU7aDxIsbzpglbM6O5mfB2FEcKMSvc5Wn43mkXp7vahu5vS9XoOdM/hxkJDJpvuo7TECxYkNDyDt+MdZ9ho3LimhgW/xWxkFrCT+GTIrcJzAlie0bEcM0rQQbdNpwPSWRgFQzljKLKzkx48wIl88ip8BB9djeZtozyOQ/k1SnmBY3QCGgW/YUCoUsobEZQ2csfRJZz4xx98Mp6zDc9ZjTqgXKjDQvBFc+jalYXzSOy0kCaTHIX3BvsLZqLoCVjEgfKhIbwu1GLlyMZmi1HjMJB0bsDCWT+PrkUNcc1fS1BZWHAbf+d5xUOgIfmNgzsIO2Njf/r6zG/BX19mLzQ05s6vbS47D74CR4c1Gbh+MonnhGd4RgyUIjldKtV1svtjP1bcBrHfchYxB8n/POOaCTgQUbtmEl3gBeCDL4DMHNM8xwB65BjEohaQuszkEceDJyG+45aPt4COwDbfXtt/u/DgyX8lP8/gh5xDDCG+XDoHRzpZgx12yXWadVy6xPZ2hU3XxU53hQ2mbbASP2RPS/hG5UI7+FnJZrlOXYI/Ysjja9PZ3weTSSVSlzzIM0bS9WfrjhCdr+OlnB90LvaW4DSOXchd8oFLbbSOthFiVrnb8OvBbhsRn8CToc1gkf7a2SNXEF91ee17aycKl+4cOfiToXavGPnkphg5W4pR1qMF3Ei+F8kTyA5eg84qDYrSWMkuv3JlKUvHQzpG8sWudITISLiaDI51ylsNNgcdX+nwmojQC1C+83w7GUdt8zuzaAFivyFnP81fTYZU0p6Qp7PcJ8FS+31JZbLjA6yDq5LjJjIkkrHRCHGTncRNaM/4jRPKN0xYNOHoIRQ5jEvuNn78honlNaeWP4/yf+n76jlC43n3Le4lcShQICFNA6SLB30I1mTkEAw2Q7yxDoR7CT9GfhAuvoL/aosC6a9XUEDbeqHChCVLJq7C95Bx1cQlS8pXIiO+t7I2qB4gabdgdy6fQPxD0OvucRz9n+Xcj6EFVzH0XR60YRk6qdvAtaf7xqUzTslpCHHkdCy7dAZeNDldLFO3YenDtdNqmgQFhGD8+qRLK1Y8WPNGZURQ2JP3Jl3i2n9TUtxa5Dght7DzN316ttJxYn6h4qPEHnV8n+IhwQfyI6ju27IbuELoOw2pJOoZXTpRbwozxarnmEEJdKIosmnTyKKuTSMjm3b9jJxP8tnhshEjytjK7OyHD9q2zc7GTbOzc8aPRxvGwx9cNn68ZHNJ7E50hp6RHqqeJkzdh1E9aGeq59hpcn4Saiesl4+dds2j5+MQOmnsTq4NldXA9MhpZjgF/kh/SqcTW+h1jfxPBfIN2FPMNzpIcQSU1ogbG8CkBfkJEOtDWFwBQaiBZhm1VengJCHYlxwCfw8cwj1wCPQKVTt0CXoeRryB4+Jd1bPxG2hm7apVs/G0B+zOwc6+bKjrz8HOy6gblu5UHAP6I3lWPGlH5fhC6VQnn6so6Up9i4H9AetajGy13jly5IgDz6zt1ZVPSu4zKDk5KalfakK8ub3wYMXHTZsOeOall4uKwkz7ejRr5sic8HymI9gQh96X9FkMPAGPiaZnvnmOUqNnNGUoewPkc+eCpRPNpaPWUbsW6bbslb2KD+04XjZ8/ISrreYXPaNPTCoot6UXzW/aNGt+RNOm/KqmjRp26TzvldUjR5z8+YUX9IaVWZGRefmufWmpU6eVpqZOm5pK6z4S2qMxzTEZfzKAkrVuXGM8cy6aiVv2YfcJZa5C9sNyFAjeIk+WOYKx0tMO5TNppCMSHPKURwyFWelB09LhU+RIH/mUePjG9i9v03rYcLx82PCpE4anpfXrj0o+Tk97PXVyamrrNuGmxpFRKyKjoiLhFz9Un5U1YGI2mOXEAeX6kJSWhaMcjvGjClumbO6Tm9unJCcmBp8rS4A/ZSOt8IesvwMZbSBjENEro7AljWdUTsBSj+zxPj0eVRPFRczPaprawpaevaK418BBO46fmjD+h6zcDl266vsWTLClC3tS06ZOS00tnTY1Dc+IbNgIdLy4c5ezFaBjP3/9yqzW+dJ5Q4vZXdweYbw0DpnJVUAwuJgN7AhUhPevxPtRkTAeX58DwYp5DjJL/mQx9zW3h+9KYhkyy7KYs9Ze5bvOofaymCuGZ6fhmU56alAw6M83s9C02YTGDOSi53aRM7wTWD29Ppkcys9GXzz/zeXhffsOR658hNAsV+dc+7kjn32bIfHORS50RypnlK65tNqjkJ7NJUW+//Y75MrN+PazI+fsuZ1d+CXsJmWGgO38IDSi+2e8z9qq5zSuIcOGocLmmfaeU9pkD8NlvcLCsjqaY3qTM0fO5ve2h5vatJmET4OfaFsUFZmUNAQ/yiM+sC0ENIVc72CdeAHGmjLqF19j9OwjAgt6qMJKGD3XkMLuqrD+UDaFwqpUGHgPrg2ld0mFjQE8C4V9r8KKAdaewi6rsJFQtjGFXVFheSreVRVWADAbhf2gwhYzBm4P+x3AfvTAUBq3B+0BWKUG7wDgJQPsJxU2wz2UjeZGAeyaCst1D0V3KOy6RgcM14kdHazj23jBIiisgxesC4V10ehKz82m5wzvrqdsrhfeD9w0wJvrpfsjRBayj8yDxwoUb6cWTxhG6RWqsCGEHjsJ6vGzB8+dwC2heN009ILZK+xCoLdLKx+7kGsIeN0lGPQO6PXCSIir4pnm9LRsGA5IvyNH1alreUPpX4MZKcdIOmxWi2CzW5IQwm6EjqILKGDpETbgKLluk/zgavzbsiOuv48u69kDsU1RDzbZ+Y4TbXS6foNfTjwMvrkusMm4q9OJPna+88470D/cj903hTTwRRnMlJz2yeJUP2ZF2hQu4rUm0VNMscapiX5xBtNMrtyenBjPNYtLshj97IZG/lyD2JZJIWIDS1KzpsFNMphmpmBdAztEwOlVF2k2XRHcqhX5Z2plaEXmvgymVjQ4vph9VsmrcRVJrZHIW2LBtB22DMnt2eFjMGNT760WdWadWfIP8IGep+MQ0hIw/g7jjzKO2J2I49Bu++IM1B2Pu71karOVk+evNqHLmbgfx3IIFdtxVcgbL5WvjEDbr99BcShwmq6RPbRxVoA4DQWiuHZ5eGXFJz/8PC0pLYTLNE27VrnrfYZnmuEp/qHCKciOY5kUsqvb5rBlOozWWEMoOXDabIsxhLA61uwgF82SDW0cKyJjE0TuSGTAZ3NGGFeCyc2JYiPUbH3K2Li3TDsfvbMZbc5hDTOG33B9OLojaohiX5oWPdVWxC7Z/Mzfv6PR+F//KcgueTkuu+z18uxOCfqTYw9xfgjXNhmMDBs3Y/Hf+KVZ+OZJ9AZyvvauazd2v+saySVB9JuOX8fncUEcLmY3dkOOS8cWHyWXtPF0n3oo2BoPtpZKR0QYR8xIXfFNV33LJyGT8UY+EJkcOMqFmsmYFG8mF0VtKj+aj5e5jh3tD3+OcsVPVpVYBhewbMFAS9/Vj/H9P/9ES1gWT0ETOx4uZ29ur53k5ELGlox9zzmtY+lYiBNCxpZ1mo4bOfluJSGhprCx70k+PQlyj8tgfzn0XHqyxdAsndAl3RAJ1iGdYEcO1ZaOJ870CnOIM4+hY7w5VPioUUxyN/Rt7dodWVmbNxy5EvXiavzz6/jbDRuC/kbmKH9bL5zOjfskLaNL19UHhg1rOnft8uXzkd+a1TrEch0tsTarE4bV/i9M3boNb7SlT5l6I7+VMyWgTaIzLTlt0CgIGwvXoy5JYWGzZl5LT3TSuTZ8SUgTTTC+tJBrAKMohBkGPTn5zhZKT5Snp2sSUR2InIRngJgXTHjewJedjz6sqtryxJmZNQkst9DR/RlHYQTe1Df9uZGpYK6Te4Xj31BDdsUp1BUVfLOCvfPAr1E0MdgBHQ01H+o79Hkf7+d7h/bchm/hqn8Vgzxkf/tMOtdAb8YyhyJ67znxJbZQk1BW88UXWC+U4UZfCl0XL67+2MntW7y49hknaYtBULY9lLVCSQd0NtrjRPlWAhJDc+QuMXrCrsPsoKdjD7LzuzJx+wEmtDAT/9t/QNlX/dpmt/xhHQ6933FoSfc3lhZ1ErDVjtYFpxQtFQZPm9Z1yrRFPQc0adAyuS8udaITS5+Z3rXTnGmdWnaV7AF4C0Oob6Q7G3RWhx1+5PvDHSYd+TGkxxF7gP4H5lF69EjW38eyHh/lmGOftv7rs9b//IiE0H+jBZ1HT8d7DjnRtn7OSev7OSejGU7nyb4zX1jXb+Yk1/4/q6d/iP8ZMXmotJ9CGEzn0+MZRj2wS9NHpMsaQ0P4RET9MuTqm8JmL3r5xTDoEPQPe/0JSsBXH7+DTuC2f7I3d61csaN6i5NxO51O1um89+WpP5xOt1PKz7u5b/q3FDDk279tIPn225x09hGMJH5faeCbCFy+8zwW8v9I0AmyOMycGv1zNp3ZqB53zBUg00YTy8zu9fHsfZ2SG45ba8LiwoZB4c+OXWCeLGyY7po9pPeYvHFtu5ArdHcXpCY1yXh7h2u7lgc5QRdcm0yZEg5EZiO0gRE46+JNAnDnfkJWD/XSipzJeOPJrdE/tSbc05AuAp+09fqYz8f/kVkV9m+SgQ+6tnN/dSobghKn44nPvYz/GUKO1AfP1N19069YuApxaAgTTk8jlXMbMpPIJMhHSdMjxyCp05HrcMz0WiOHfDAp0lmdA/o829+1czdqMmBe/34L+uMstq9rG357wUX0ch6udr1CP8CoyY7he06dsnVb+bTbqPgOPjl9ekmfKdNwzCJ+96tvv92qR01P3lZ7gX7kezlrboJ93OdWiQfpPEgzZm5OJ0NkdFOejYtpEhYgiJ9E+jVkDyaEBHH8J7HhfsF6ZlLzqEi9gTcHRzRuwDQeFGEeFG0yDooItVoGRcdziPEfFIh0g4Tm+ou3KipvVei/ufTNrfTvvyGvLuDvNzBYBpuk11TZFfKLDn3FfVO6gQ6p5N0mufBTzmhDLfERmrOmIURUD5W9z9q7LijBh0sWFHGLt279q6QEf1ayeeK7JW6md2/h0sfDcGmPHmjTsI/xjyi+mH55Dt9EkXgdAReT98owdpD3yvR9MtjIQPev8P0SuXVOSsJCRZb4shhHpkFPD1MkjUEyLj3NuMhNGmw7vHcx+9OGTWVlaG7Z8J4917PXXsEf3Zsx45efXU1/+WXGDCFyNrIfj8Hf4r/x1fVvvbUeNUfC+nUxx/FXswduercSVxz//PPjKLvy3U1u+dwk4ZJeJOcaqWuPnofvmMoYAXbcjb5jgjxZOq/WM8NG5BO6HT1a/fVidhReuHgxmnlXuOSsiXSi0svo+hGWP8KOc1I6GRAXnZLuNjVmxim3ycdZDSQCgXGdJR3OAK41YwXKfB9NQR/jfPziG/gP5+x/Zt1+8uCn7Oea33VtE8oKCvAQ/BZ+Ew/LciB7pwKE/riH2EZ6fA2Te9mDoQM4QF6BYZqTLVdm3oHnuAby8fxeROZv+8Lz2dJz+tjAz675kd0iXKpORBZemhtAUOdH0vva5sgfmQmi8AgPwDvhb3+2FZrHhriquFJ2imsJGbNiYMy9AXVrSe5FMZrJNXoxjHJEOu+5jlk6bBKiFOkyknbIASEoaiffPheDrs8pe/gaSkK9dv3bZsP3nnQ5OWte8OSxIybvCwnAGdn5/gdw0B7DgC7fbGcPs3ZH1qUt3VYJFxb06OFmfn7vP73yZrTaciDchLJmvVBaPPBAiD+6kb934vTpr9/oc3mc6+O8N3t9+EMaqV846GA+byVtavNpTelTuBPdwVUQ1oZ8wO754ANk3orSX0YLX0av0OvU6VoR903dAzrH+fA3Mj91kFtD56eu8JddZdJzv4B6nv/geR64ia6xkJ4oeBf8+rrKwFc/1NARCV5QFYHIeDqpFM0bpOcJJAf08JGwZTmrKZ/vn1be5/ldRvu8v/w8geSTKpbneZrynOSW9Twn8odR+pfr5T9Gfp5A8lAVq77yV+st37/O8yqmPvrqc8rH83xknedXvJ4Df3G02o4eOF3rJVwKFskebnnMf5m++26k3UNpC0XQqUuPHhUSjh1zNXlf2jwZ6RQG1kTyNyGqIv5np1zOWLekWSqt63rsWPWj99E8HwKUCO2zQMevEuiEaWj4S/cCIwtN+oAM/8NKtAqt2YsOz3Z9fd/19dhjlFythfvJ6azeQmg6lTNyaN3ICiFEvvttlWjToYAQ1NAH2sLWoysoxWXsYYkFrz9GiBOiCgMgTucBCb2As5Rek6dSpJPedaiKmaDFo+/XJewkuoAmIbSDHsq0o/4ndXO9HPwGUg54ztOYUEbSntklwKcJuT/TV+P+0qUB5D9oRH9EVH9nCzjSqN2s30H8Gvp9mcu0FX+BTx/EhjfQYpxM2wEPRFucTtcdlx1czxe4NW1ktg27zS2fm0PbZC+1N/jul6vwV/n5VJPevQ4P2QPAyXX/IOG0mL0tScKPOHasxm8ra7hIBBrAtgeGTsJNEUSqMREH7BT4BYyi/KLIm4r/wZHo9elcxSXHjj2+sZV3gIr/N2Oiaspc6W/0vD/l3L4SshdeeADf31ae0/M8lXNF6Xl89Lt6Dh89F1AMOqF8F37xnLUQdIILUOB+d1W4VYKT52KI8lx3U1PuW6mcdH4Ubw1WzoGC77rZFO9bqTy/VYEHLFLhQF+3x/d5g5Xa5wGH6sOjcvykkeM7WX4SAF+gcnynfNdtoHjfyeVPKvCArSqc0D/n9dyjry+Utd38Aj4fvn+mfKfnpCrntdJzDunzL+mcVCnZm0T9mpHEUM1RDKOXf6NYVh/chgQVEPnoWYu43oVwOX4WbUcrWTdaibbjZ2vev3vl6u9L0Lwlv1+9chcCjotoLp7rSsJzhIH4kmsyvkgMBCWxS1Giwo+0PxME9mmVzv2nMVZzSLvMwMegZyHZgljSAE5c1xgp58ZHH2Uxep2wxBNc7FGZ4ZLtz6/fMO7D1Mi27SLBBeC5EG+9gec4ITjphDqixIHRo1fjx/ivVSOjuZO1hxrbnvvzn7KWYFJqvXWQOUdLMz2EFwlnDaG0vpIYIEU8yd0h3DXaLZJG7NL9O5xHVWbhx5Sotu2bpmikcn2fEtmubWTqEqqhD8dtWP98qK/6cDnKAqHQnbKWjWvb5Eh6IkK77q0aWcoVNG5ZhsOfs3H/kpWZEz1yFWtcPbomWqtqeg611M/oGeQ0iCMtFktnSpQoNiau5MvEz96ovHjxhw+/sc55F8UsRDPQJ7gzfhlj/A3avm0rymHXow6fHkYTOuRA+LoeAtghP9NxS7Yregeo17WfFgMNI2mYnNB7a8N5Y1+dMXv1Cy/qy6fcmICCUQY+hW+duYu6Tp977s9/Ti1YhKwtWuArpFXwD/so7RJcQmWPkGJd0SKRS+flqUBQOp39+xvPGb0QhO2MPkEzFqKYd+dYv/nwh4sXK9/4LBFtr92JdkShd9EINBK9m9MBrzz8KT7qGomPbSV+ua1PfKZEYCKZuwcZujKPxPZ8Fj1HOtRstCA7snFi+5rS+Rl4CHo3Yz7HV+Kz6O0A9DY+yyB0EPpvrfBfgm+G8QmwUWg8d8qDw2+an4HexUMy5lP6U4D+KIm+0W7mABtZjFM8SGyzSlDV8AA8HJE7hdFB92Wgf0Y6B9sQD9jILrBVHiThjEc2WX5Cn7yzl6krtRBCFSa1r3pqoxLy1MrD97+UjszVU7u6ZVALleJUbX1RSyZb+Jj/nMgfr0OclXMIJkH4eEPtpy/Gszq2Szz+6soGriP+Kp7tomPjX6TrI6DMy3IZK4p3xJs4HYc2aNGy4Qsh4DoQj+xSmTFQ5gHVkwMZTUZdvDUeMVo0vjdwRfZ41wHKiMg2BmSTypiQoBOsRodRCNdi8Q+0klL97gf7mEZXEJg4c6iZs6oKNnOPz41Dt1xnF50bh19UFIK+46cV4SuVeFkRaqZRMrGF/dBWKi2luQhFMI1UoDVf0SVuSWg2ZTMoLY/+Cc1KaW31InEQh+mqhChkCqPLLKJQNNJZWyJrLFk2YY1NSFFagI2I7ZeU3De2w44+Jbtyx20YR772M+du71OyM3fci/Gcji2Kx2fYqtg4BD2vQx4qyH3+rXHwzWLOzUOd8sbhM/FskY4jLUb49wH+BTJ/h9xkZCWkSBZ9WBqiRsgKEkmLOOADv85DYFzuzpI+23PN/ZKT+sWCKLm7Svrs6BDbF76yVVQW1/54lDkurxPKyzVbUFzsuLeezy1AeR1iLYgc+KHttwal31rkRrHR/lvbH5rjtEFpEwNyKD1ZY8MZiu3Lfdqg9Gm7bPmhat/2LsVthXZyGJTGMuDTtC8qfd2g9HWb3MREuin1FZJ6/1lt/5Lefap+wKD4gVC5V9pVf+BdTDhTX51lXf0p9uDb0L6t2i70gFCk4xe7wpQC7O+o9TL8OwpbxnrsFjmW4XsB+N4ysrYE6IyS6PgjK5BxIMWI2UT8xTIUhn9fhlqzv3ucGz69DBkDkHEZPq1xc5r2a0DXRJFwX/Fawysra7M1/iqi9j6K0PYjtb2gbDw5wcas8VTe2JWVlVxFvf6Y8rWQDE6uAeqpxQXJf+WC8a/1+uYG0l0HoWaPf/bB5u9rK6GVOVSR2a7xsISORnZvYyN1IE3JXlGEczUjDa3tB6+T3BTZ6XJMtYXJxYdCwNz9++fWvqHqc2x8RgZ3oHK/m9mvcsnokqHRjUSLXgOnuih6gTzaDmXjubHqqPIGoc0dgOJqxfcjclIM5D+KXHQWG3Fme0ZmDEgHwRW5ghgk9Ef0ZsZYMZQ1z2czScH9c/tVus5IorIV/YBblww+C5/tB3xA3tparcQZ8ZSPIrPERxaXzJgSkWPCIlFzMn1Fa8OvUvR3ppKQBI5sZu19SgvYSBWorZUlkdirOiY2kyzNVJP3IfJ/bZQxFyIisnAjlq7PSURyE6AvrI3jrFG2NtVtbFHWuMZWq6K7iKjWbXsWdOrfqaBn29ZRER5zT8hYunnz0owEVaP916xdu6a/1zjSVR5HTJoxXzssGU2asR+/TkaSG+roNB6+aqMAr1EKTYLRhvqfIe5rwpvCZWrrHIzkVuQQjAJQ5i8uQAX+2ByA9/qjxs+41q2+MphnXE2KMvAuFt20HUD7y7gCq+uu5Me2g93/AnZP1pyYPd2cdaFblfixLBV/tKYDd1OWQioH0ZkQIJdT6gjFuU/Uej2u5I+q1aiN5I9K/KCP/gJ9lJRT9AG9nHWpCvCrRIFqhbmbNR0kfu7LwO+MLKfqFrhPcNNK5CczRYH80dpImakkZyBzUPiO/42WU+Im6N38RlU0V2duFRuoOllyJhGUS2aeFwYLGXXknKtBBJ6KnOwntc9TW9yAzEI1v4y2fUZL6KaQLTkoXxOkMXExfHCoEDV0W8W2tJjAr/CXAfjLC0Htu6EGKBs12MAWDNs2dGjvrHblEpMps8ct2rAB/3ej5EsOIbMYLtO2ZAQDMVOYSSZOhvXYhgitqdwgEevWPugCpf9VYEwa8BvKFmwEFhsWjZs9RaJe3i6r99Ch2+icEmpE4kKBzKgRiwLnaVSjQ9SIX9NIG3YJusrKmvPeUSLdj+peI7YX1uituveAxmC9TreFYfBmKvtdZrhwjT9L5pSQvI6KsWc4TKJ61VSGVUf58f8s2Ln94Z94+44NY8eOfWPN2LG57eOBCx/PR7z77YOdO1DJnw93bBi9ds2YcePGrpk84FocK+i6xEs6+h74nJb5WGnYY9WycABvRlrRhT77TzzLQ8H2uWPHrnkDeG3Ygbf/+XD7Tj4iFxi6auKuDZi8Zuy4cWPWrB29YQcVaeeDbyU+BWwzOj6K9P4kMI7QAjYwYz6fzTYLYEUYFeg7PPCxHE9xzDQIKhCe1MAY5vqLxjqsSGmxVXTseULwpOHGwlZJRIQnrr8y5tdUMEocxJ2S8Qw0EKLBDysKT6p1PAxnbKA0ToBs4yXZyDgIPUUcryDQiMZVrY4n4yX5pA5sF8dL/Dg+wFWNMipl+dzn6bhKzi8y0GCHBjiu6hSlOkpMdB7kk/BoR7NxpyQ6KZJu3OQswTXiKGojPWUb6S7ZCJ2Lviz2F/4Lz4rRYDKboutBrYfxKtddLtdTLdfVnQ52Vy0/+1ym2Y7OB/1NznijNHvQMwoITeVsrilQbhQtR2i1k2hKe0Pdf4MsR4QzRBaCD8+KyRN5riZJHC8w8IysQz8Fz+YCPMvn2SwCg2dkLd4pecyVcpVQejOxiaytoD9Wh8VEXYzOzDnMOhOkLUloCw7NZZNdSzudS3qcJXXYLHRqcS5OTkiApMN54uMTFUXOhdT/LMSLP+7fn87jeMaepvTdsUlns1JP6fDiA39N5nid2WHlVp9LWp0l+c8svKET/SazK+uEVyYkoGSUlIsmSGwXUq+50MP6RP/+H1PmrJo/KfXTcgY7JD8myjKV1klmmQUs8UB0N9d1gZ38Xi664MsIanpCqp4mLiX3pCmVCSWVCUW/KXLzJTV9gcg2pJHxhCbGI2V1NLKzQjey6qC/tdVg8iWKbDXb+W0JCTV9NXEpKatUC6pkNdv5r3zRuX2y8ApfOS4lZWV3Dd3I5DDY+GkaTDTZtwJynCbNH4RqOMs154gAOo8AriiFQjH3ckJC7YwEVRTVUPrTttLMJ4RqpJK1Ek+Es6rCact6hGRvKGyLgVECMKTzC+7jYgr/uaRj6s91SAfZJvxa6pAGkIWcfnHt/gHxXNGr7PmF0gjiqH3wKlcUP6B2/2KpnRe6j9M5h4YePw4xTgrZhfdG3TJ8mUOaVVhY+2AxVzQgvnb/qzIdMg8hjJV0T2chHJAWtUcQLjWrW4YdsFCaaHBw+ldr98cP4IokecjchJgi0Yk30ZkJE2Ro0QiZuOi6ZU7VrSq13RVguxtIzhjvMV34Aes1s2ZJr835TjXT4vhdNb3i+MU1/17BogAWOT8fA38ln70C7EGioXQqK/khlsGval7zb35xXE0vfldczTS+U3PaQiuk4k6XO8Dl1vQhkkdEILLSzBqIdEp4Cul5dc1Hq6q71FQX4VtKuHOAu4y/Ry0uVPbDl1BiP595E8lGCT2TklObCU2L3eYwcrs/OqBGhbeKqmu6VK/6qIa7fEENwSSalRfw9175fmOa75vl5ZhKLiYvxSRD36+Qjv2qSSflr7+iNSd6nEAZKtOz8FXTDxvTnF1Z0qmJCslfMrQpZNQgXGYknMFjgBQ+qwarGYQyWTOj6JSstTbIqx3s0g2DyswH+cZNu8Ftv1F7YLKaUWTfgFiA/NEkxQyv6sBDz6LsM1JmP8g30IJPWfbUjdqSG1yXyWoaWHED5FPayEPPTt82kR+lxeAb17ZuaQgZyB9VG5J8si499KRVL/TtoKxR+Aba9CnLsXU1INtQe3melE4X0eSfTNGYxfY1mCTUnJxo8yyd/8hQc/qz3uWNdGqHTlqQiR3zFJ4lMzukOJnTqcE0vTrrSec9+TCJmfQ0atKZIA0mCxtI04UKP9bcrariQ8tq7rYlUrfl2nT8/feOaLfr/jqq+XXUp8ptRmnEG2xWnc0gkFURpLksnNunSBkfWlVVcxf+a0t03VaTL8tyQNTosIKpkz1mpInsV32KoD8JTVzMBq+jCl7HeHz7GbkuBovJYTHEk3U3pFls7H6fMsJIn8oxPvbXkKz4iAdLhsqYrXXrhQ+QWrHBZb4VXLOmDA0+xfaqqnLtKmN7qdUEGcGtCol0jihcc+YxJWilDCzk6GN++KnawacUcoT8KfaHU9XV1VyERKysqqo2Mp0e4MmpNAOhh5NdTTYYHGVCDi8O8ARaw4HXOyi9Mg0T/MGmHrzT4SBUyzx8GHdPbx4iEyLdc2411CVvoGyBxUHUxpv6yYMdT/HOQzVpWuK13flzh4Ahoa/ovRETRmZMmpMbpx0yXRO5rB5046C5KHzgh4Ou18m0160bnv/77/nvBmxHXYimuHZt10v04b82VVXv1RRy7aqqNHUwQpwWr9F+XT5Gg9oWclPU4bZJbhVoFDbfl+MMLgga6BFtIGLbJ8G2n5PaHKlv2IlhO6ihk3V0djShTvOiZae4zadkc5XMwJUgxdRvQ3wfKyxjBLpuhO6a8bzXeFtYWP1f/qpX7rpsevVdnzcchM7rQMek0EF0342gvrcQTdUzhQY1Vu3bC2FZ9aTpQugVr3cY2riqMZ05lfqcbBmIdkWp5eTaSOp0/ZtUivzwoa5NUi9kSyUduLKrqrhm0HA0vlf8Q2OI7pvTeexMOttlUucCyQ3L1gRrcyTdRhsv3047BT0XltK3um9KGBLUgbFGAb2LH4qibYVNxI9RQ+kTuP1WLfv2bdlKdd7SV51os4k36W/vnA1vlvIrkrtJsuIb4iixC+MPlhZJZZXjV1TPpyn8puwMNAC/n5FdU1r/Z35v5WH8YwD+8XB1lfKJfVX5VN97B828NZm9Edu77lXi7uro/VElycN9IwiveWhpft+smeIiMcIrlegjVYndK133WCMf7RMwVHrNTWrnAn2k0swF7qvE+1TpnqnUzgPWkdJT18ZKXS0+lG20zvXFLEq964uevOrfuE79LfK2NCDORflGWeTkjhM96uiC6kOlregk2qMTi7KTWQlCZek9uvkWqH+r1OFbWoU6LOqrimZsZ+kON4MuniiLsDGgXduFbGXYQ/dRj23jNW+TteOxXNYhkJoTkQ2Cbnt1hTIQc+3wHiirfYfCqfVkwauESqWBuVJelgHI1NRuR1a1u8vdn1LcRiTyfbtL5fIHHx5O10kEkBlKcryDzWiKQFz5vr9cv5x3/fLXvt5Ll3B30L3qROESNt4ml3cTXbj/w2GhAPpjc6ZtThRjNftHiNbPQsUjjcyfRTQKPdYiKC6c4aK44LjwFvqLZyvJiUnSYTm3zlZW6e/r7xvo6Tmp6sJT6UQJukaEoZ+DbelhOvKIpftGgtlqY0hGUtLZ1i1a75p17Hf85YMd1+7sGPmK4ZnCEQuf6TziJXbN8H25ZZNez07MGYc/w3/iXbjg14++QLo+9ybPwo/OTXGiQLCbFTA2dqBrYmQPLf3wHWq7s1+57OSHrMO9jV6/jVbelnzQCncA30H8CjyQSV7HQKZB7DZyITx5reswNQIbNAQis4Hv4JrV4Xp6+9njfkMJ4/B4dC73WnrbcZ88GodKCd2/sw/JpMknPAGtdC0GrNdpezQn9xiCbCxEBl1zmrHRDCuIAooWRYGJ4niOjUIsz3MtWJ7hJ3ECzyJGEDkdaJgsLk+5dVbZl+xH9yVLP373+sXGm/1ZG0IM+xgvdO1ky+6zZQe5jTXbiUQ+fBl/Nt4MhsCg2WhmbZpwwLXhvhBZO4zbeBBwETk7TjAKvOwvYuXtPeQNsA3+j41j9cFxNsGICyccyWrckMuvPdywcdaRCeggLtyNr+zciZrtFvjbE4Ykpd5OSRwy4TYA0EDUbCfR81X8q2AUoyHuiqU7b0xk5xJ9H59OiVs5q9GaQDi0gdzbAmNTBN1MJur4Nle6dNk4DgXgzWP9/Amz9NQxV0aJqylDJ97Q48+GjVP+GBdPpRKju5+9jb+/ja/c1uFr3VEUXyJLUZt0LSWxB1qBWhAJGe/62uzmdHm/En0BbiYbSIL1LG+5ig5SwrWHuXxaXVyIDu4Gejvxld3ayuIreAtooZ66SgYFJI2xlLDJaOJMYYR6IkI6G4y/gXSbXKYDfUTriv9Gg6GuhJNaV+DmRGVedcW/Ql1Ri9uo2W0diu2Ob/AlshDcRVJXXI6/V+qagqeJi4TjYOdtc2L1QX4c/3lD8URwAPs5czxEN9R/mICGcg2GBw7jGjFDDSH6i7fSK2pv6W+l41vQtWur0tNrs6tM6XQ7g7xlwaxsXUgR+x454irY6zq0x1Vw9KhwvPeTwb17i5ul39K46+FPsid126SyGFdc9GTbkSPsob1swR720NGjeBqU7A10pN8SjRA8DWz5OES+rXLiGgWG6nmWN+kCK4JP6KAWptBgfaOgQH8/HfQmxDQ0GE36ixV0a0ZtVW2Vge5tTCVv2WgDg4+FJm9PRkK7P2rMX1jSd6Cx14uuC+x6l5mbmhobUNh3d/VNLrP2nHAc96rOSKz9s7mrb5OEX10nO7GPuK8lma6yDYUf2UfQ6oYDLDOPHrBHD5p6JB1rd1VgqzH76DbxAcTefgR7k/Z6wUNBs4tbRmQbuh7edj0EqvzNiXj9LbwejbyFRjKe8pOkc6IYel4C2dxv0u4F3yAfsHJcJcQ/R06OmlCoIUbWJ7pz2Sq6L2OVVA/mA343P5jGM+RMDHIIFz0Tg7Nx8fxuvBaNGoYPRnwSgQ8OQ6Pxm8NQIXxBhVyLbdvf+gPPRAv/eGv7to0P0St4+kMiK+rCPcMdZfzIjgmGvsBNz7THyWc8xCSwa54ZX1RUXoTzDrw875NP8N/72H9361repShz4cHDc1/av4/IJNOAsSxYLXhVwed0MiKVv9B9WcgXN8Jo1yKncQAYgSgEMl+xZ/jAAH/4zHOMH/ILVAyiorYKzCGVzEmAP9RZ4438lHPPufaU4dNLo1BRlbhx3pNDXH/bxMmusdKcPqWve5msQ2Py0ZpgUXdB3jNN4OP0VvESY0CzJDjU/2vmS34Vh2EsInvU6MZYaZMkik2w0hPH5Hsh24EQsWQrh43FLWd0GzR1XM+iF9GVgjcHdtxQuuT4jlcHreubv2mIZVZB8sy27KquXSb2fXbiZPzpxNcWzr675+CNKctemnvphZeLukrjGfAVrlO+JiYF+np0ckRcuD9nNYdyhyI+beR/yPzv1CAmLjxYLG0RXBqVSs8DM7SCP1I3h3/6Y/LWJaRdL6ipgslHfvWQst3JM7sNnjKuZ5dZf6tVecerGkuO71w86E02rajrhH4lE1+Ik6vT0VOXqj2f3JgotelDZrPwufAC2UsTT9/pCp/XpP7K3d3Mf1sb5vsc8if6nLv8a+3PXIaCc9WdhY6Kb9OznP4Pc28CH0WRBYx3VR+Tg8BMJslAAiGTyWS4E8gxHOEWEORURC4VOUQBAVFWUQiIKKLggSuI4gqoiAgrICqC9w26GhYQ1LDLcnmhi66LkpmufO9Vdff0TCYhYf/f9/sTeqam69V7r95Vr6q7q/HG6bdPa0/98aRjCuLfXt1ZaQt1yXwtGm9jCXoAiIQ2bSCDTm/awF49Tb7Esny3Pgl/hucLP6zuLE/iOB0CK/7Jk06/ZeC24VcXAhzGPHzM1KBh0pFve+v0og0k9zR+sX+cps+/pQ8jny7cQHzKyPDKt+g2VrpwAzsaelEieNOcOkjZgqO4l8BfMpwi/cgyMoCtefZZZUtopOwMnxVr0TZY4sWdsbwAe/2zz5Kp7HV2m7IlfFZ2hkYKGR8B2EqISW6+llrMLxKnA6/88nFqulp5etZb/3grMpbTxbPemgX/9XK62BwFOZ7qb9VK5UfE4y5ypWWTTpD+QU/TqJKTR0uOmGiMAUr5US8XiOhivdzMHgBPR/aAcrOWCnlLm14ZeR9J2R+nfJTm+LBNwKskTW46xTtZaeOs5OGcG+xnZ+B/odrJXRrMjBgi3zMnV9YcScRhs1XcM2jU9W5Zdn55dOJtg3t06JGkUjlrUppCk1sFOr9+x4R5Q/t06t8oTBfedxkJk3cmDi8bWNguLbcD0Zfe2gNYP3z9n5+cOLTHoJ6tumaLuAD8Oh7RUmF+e1zOwftSHcfN80nbxXmtF94Bbq9HG6JO9RtlmXiehdj32sO1/g9Hd+8xenSP7qNZGg4L8m/dR/Mz753kuZR0p9FW5Ky21i77JlyASdlmYjK/w63lOeEHLYz6WKOaek/i/dV23GK/vqideaLw10H3q1iy8uGajER1zWJE9sZlzdZvN8wM20K/gVgBwQfLS4A43xYp6K+FJ/Wbtx+bsrX16mvffeONd69d3XrrlMfeDv8QyxKd88glzi6bPt/UxXnJIztj2RDjJPlI/UbuxX06Dv14dKKwxuBwl0CrngQ3OEkHTE0Q51c1UNA5n0dQSEYu8BvgOAxSyTZyCb5bFPAjni3mm0W1pBiueWah0qv3TLn28UwtZct1Q56fMOH1ydeuzmyydcqQ5+XDJ+754soruiZRtc+AQV+MGtEliW8WhWN4e5C3E2i0FDRsO1LVQWS1K9FRgwp1nqAnPh91eReHsSsVFC062Beg01zqIo3vVVBSHCxs6sl0t88Otpbaed3EmdmoRWGjpe7WSwuDbmVpZnCpt2tJcVOP0kJq16SrE/eo4KP6wTOVZz5wHoQpqBjCYo/CuPybO2q566pUv+HicybZ5ZeawLs2IU6njSo6CyWrKZZo+UZc5McYQRjbc3EbR5mrb0DOw98WGMnyiLE/j5Xh6X8TIq9iyjae4elfnKCbT0gKjE+XGjiMWa1iYaG145tdA+9Ajla9wY5dqht/hF/ZwK9cY+ANJ5uEGow/Iw5+k/+vDKxyukXngvil444vlLwI/tQ65PNVjHjIEhO93JQjZpv4F+lQO36pDvza5TEEqjx1E8Cc5hzIpxFg79ErNyUtSaZSo8ZJS50JSxVpaap2V1pq45RGCTALSkhUm0hpEQf5rewMTuM6dXC+w5doYDKE83B+jVnGWao36P1Kzqp6ZNWvbNQuOjF8umrlql/J5l36X+TDpGTBrhMnT7C9C+HLiMdvgN9eyvOgZBEh0k2pmX0Qs5qTc47Ly49bcxjlWf7EW16v1MQEyM3VJIe0lKiaIiXQZM4t7nVZEMa1j0I/zDFhRpIOKYz6DeILz5OX4veJEyfogQMHfiLD/4XvX7Lh1gRuTQXBqERxLE3UEqhDkRA3II/gdpcgXj8xGZaXhufx71d/Ztv+xbb9dIBJxvOf5tzNLdZGGpO06FWRb/RFRj6zSF9kXw2Jyp5q4MJ1hx54I6B9xYEaqPRFdFFkpSEqfxL9ZafUb7SWMB/O4VxhP3ygx3xzIQW0m4jvbSdpGZ4M9RvG2CHaXl9Eph4Z06G9WD85OvXIIH0V8S5DktdmAcfhT06zU8POpWaaCycka9hnoWo5CzkIOmPpQg/wJrIioJVhLmoAD3h7MHQMWPmKUNIWptURstAdJEunsX8aZE/LnU8DGSRqdBDXNhQSPmUQNfLuESC3l8F2PJIU5ONRTU0YlhdPHcHT2sSaComD1xVPK9yS42gmeJpcE6sdauXDify+5nTzjhwSJzdWXmITy4rZ+6R7cZn+cQwq+nNlBemSRLpUED1uymyjJa6ixKNgRZ3YPJx8YESd+Al5CY88dhrJfFUeXziLN2mXFJXE65H8t+PHTx8/rv8SQ00+gqdPHyfu+F3hvkG5bzj4nI9HE+H2oZNKc6rS0+F9sXBuY6GXa0hpHjqpKlXstFwao9tkw2YMrLYIhahBixME9jhtXHYKJhW0JpNOxKcd/Cojf/z5K44PmAkr2aHj0TD86Uzc9uEbjgKBVCV0XMnGHNyck4lnO32Y66Y6+XzMifLluxZpDq+K2/xkeFxuXDksDXr9Yt7jOmIatyF2Mqmg3bXBzMakGfu2cWbw2nYFp8UJ9i1pJk6Qg/YGW7bIE/F824LThaJlJjvNAflaJ7b8DuN/hM90tIooHvmyMa5pEr6giiu5sXzJE8PfAVZ08MzwObmpWY5lhkzEBdZZ17Yl6cAOFNpFycgFcYjfy2in78abeoMk4Mjo5Oe3DhNPMD83loObioo+Ijd+9NH4g1I1FNmqjz8e/2Usebp2/LTp4z9ij3/4YdGh8dOnjf+YTPv446Ko/vOnF+z0EzFrxAsgcj7GX2CmRu976vvHTwMXAJzwWVSTrL6/CCqmAWvwNX28yA9NmrgG6LVnFpLwQn5PuWTjxMrv2A7ujPjBXoxhhhaLFKOdATBrFvNHs4N5jUk7ge8C3SbOuh7MlGthQ341OKy0dHgpe/6RGVNXrjz00NN1cPNC59IRJaWBaY+umnrjIw99XTtTEXm4+BUriTg8joDbh/sfBYIeuUgOKrUwpHx29uzEiqzXsiom/vKLKOgj6+Dp69Fjn3yafU88Tz85dvRfNqBLbFhah7hs8sL8yM3jppEd5demq+G48QseK+vgpM92cnx7QV2kbXLBteYsQblWqtn0dv2+CXVQ/O30idrJqVYsFnkg32cD4xvuj4OxGSMu/pb/Rlrpv0I8anWatAKsjfk43YgdUbLxJDui/4oAGI/xlzEfisLN8fLtcnDnnf+G98ml4X1Kc0REz5ko2JHTKpWi+NLAXxrhSouf85JIvIn8UzbHFshRntAZIeRJVs2mElYNQw0r52eegjOTKMXzUnUUTzXmaKrR24jPvWxjUPjYUbkURihqjBlaV36NFkdtvoj/1THlrtDCY+oh/d5j+j3RMMRY49e6HgstVO7CC3z0zmP0DnP80Q6pi62dXH04WoX1+b/p89XFx0LXKBukWLgifpHem/4VXfIbXXJM2RC65pgJo6TF8kXH6c9F88Vhkk2YdBucAcuGHtt2jA2R7H2tAY/9NfocgacWPB+DvT5XNyoYIa8fAyD6i97EYsbQiQnvQD1DiyIS3Yo8jC3JdezpYyg6qzWn5dhn7i1ju/OzLXUV0RsjHG47FmESwEW/qlWtq1bBr+hAS+Lh254FCO8beY2srWCPkL/pn7JJFWQW28GZludODP90LHz/RDkNGKAWDpwt2rA4BCa8SxGSEJBsGulZwX4ms1mry2kbfSZ7p4Kk/nKMdrmcXYl80a0T9VeAOf3yiXQwG0If3bbNzJsFftlY5QWpFAkScroPwqWQacDi9Y0Zcyv2RxhlN30XmkjekYy5uerYx3GlS03xLjpDN3aWgz530NeT+NIFYjKY80076xMup7+GNwLfA3oca936kctPxLC9howbfQy5ptJiabGySFlkrLF7ggE1kZLPd+7YyShhVGKULoYfOwhjUObX4ZLoKPke0KHzlUS5kSY1st73Yl+/tGbz9GP+GpNZs4x7u7KUDyT0aMjeIDRAmEgkK+kH9MPQePltlsO89C7aV39TX3iCzCcL2V18nd18L4DK4yt4HJFo8BD7i5Z2+/lRxnsAPjHq+aVO+gn7C9/9X9t8e0x7fjWVSGTiIfarI/f8qNtj2vMLrvQTfe8hMpH9eru2ma8jtlS/kZfyeu7y6jehE6fkpSfYnfQGfsX/O2Wg2k54hDtPpW7Fn0pSZcVP3Xmvk5lk5t13s5Vs5d1s37vvUi/Nffdd/Z9k7ZIlWLV4MVup/4M2op1379Z/0/ftQv1r+J5f7W0tVQpAVloq9ZIuw51giPW0ZlHkOdEifJo1J7872AFet3OWdpNLfAFxNQmvI3n586P4w2W9kMTntS4yldCXtz60bx/J/nQrfOzb99BW/MmO79v6KXzgT/g35dIBU6YMAMhLp1w/wDz0IVvx7KVT5Am1tDTwbtk64Hre5MHrzVaXGscAKUa+4voTjBanlBakJb2B3SmutXzBJOVmx/Xibr7iYGqwNOoqhC9Xhv6RLxyuadMrJ942uHuHHsl4zWF8lgYNDyswq/vHMX6ZoX1abgf93od8VWU8rrRnGfQLx738SZlCV5qDOrTINTe+e7y7tMRF4yF23BtqqVQw2YaY3vGQT/0c/QrSA8dI9RNzxYZHKy8+0bwFko8HyT59mz6Hlcq/0Z36YPWTqlNb1eYwxreVbpekZBHvxXWBbvztM9dK06XbpLulh6Qnpeell6W3pU+lw9IJ6d9SiDiIm7QkbUmQ9CXDyDgyldxCFpIHyGryDHmJ7CEfkwPkJDlLwvh2UOLtlO5K83lzS1zFHldakbcTFOAnZM5tSW53UtyNdPLYyn5bWa0Fprbz9SmrtdBqKJ76lAO2suP/Qjnwf5n/2uTmQJWKXz78KHLX1ojXeju1IGk+cmXC8aNHf88++uighOMDB/6ePYjI/kF++P9P/2V5eZf5ySDxk/UX30fFF3k96mfcL/KgP+SH/3/0jVdbeWEEeXXU1dX8YtuZfGf7H/Djf7//XJs8v//PUQI5/5zfryh+v3roaOjU0aNK1lH4HjRIyRoUbj7Q7x+YL6Bf458N/d/QVg2F33lRXIn/3/jZP/z+x3L8A/36pbbzhnhEfpbJOjjOSS/Z7gnkGSG5hH1JG8vv0MbsS9aB/OUEm8g/eJtFelhe5LhJPEte4nSnur1Upi7yDDu6bvdGIm3fulAP/yDPIcdpIZHZGv0Ymx1+WDLbkmcgbstiXWoR8bGjjnvP/YnXsTTAey/Hm87R5gPaEvLMwoc/r5ae+Gid494fwi+ykSyTXXuW9iUH5bt+iOWnxClT2ZvqTnWl06sXbt1OpI271yE3s8nDNIdMZbpewbLDD/4gEXo1b3cv5DU8vyiUFwleEo1n3+z8eNMBsYMjplcT37qPnqiWPn94IXK0kLXT3/qFrCenyRb5Shs/YlzEOQ9IRpaYTw8n3syO1lsO1h6pMCIc1SXHvb9vZ0cT50TpwIKhVzOfLOnhhKHEd+4hhKl3/yw+sWe6RBDoQeLjOG7Rf1BHAx2+JwhugFsEcPh6CXkFO33nHUeJm317fVuv/oNj7n9XLGdnC/3rOe5NzCGvcMzjTyrAcNwMGwfyC4iLP0gOxJwOjX7Qpe0Udnpm19Pdux/rNZNkTmlF383pvpL9W+9P//rm/N4KIVn95n5At+iXsv8+Xsb5YWnAzzyxvwk+l47sBPJLXPIKb9vrSTP209cL7nTM+2P9en8hO7t82XnHVUY/fuP8yKKvyD3J1H9LxLnaJv0HqBN95K/PAAD+Qg16C+Bk3xL30TvuhB4uAJzEuXzFf/94QOBkDs4L9hFyGewjcNSNuHD9MR37GCyVy8paTSGZM3sd6979dNeZ7PSUtvRdb9njJJnu0kd+MLcfO0WU3vPf1C+nu4lrZXchuzTOq5B5Gt++3otio7eQzDsXfM1+Is1A5tDLF84vW06chswx1+I5kWysA3wBGbSUeO+5OyCv2Y3zWsjhqbjrJRGFoB06f0pOkRufP6Vl0XU0L1SGr4Um0krWQcuCmIDzW2MP0JWn5LdPsQ70LowD+kJuP9Vn6DTllJyB9GR845Rynk4T6ytYlwZ1M3gdYMC6NDKabUK5NQU+dznuEnwWuWjTdcDmXedwvzfyCZPkBLMO+vAJ6WVUylIZ0HuM0xNrHSV8oxl+QLDx6X3EgUzgPz7vLQM+HuN8WOsj5l9UG86ceUgy8HgT8OiOtCtyycYB/OI/AJimr5KzI5/4/NEn7Cbg3x27HmP15R3jqNlYiekf3+++KL3IdpS9cTv+vWn20FhHi+5jE6E1+5/VLqqXQh2SAn2dCX1NjbS399bW43Xr1NlkA7vmD4afyhb81DfjJ5/7Qt9nQt+j8Nh6HysBOGpFx22E25aIbzAi0ab0b/oBJqkZW0KruI0ZMDNsMdCEmcE2hc5Ihj1F4yGfyC2Yz47HgLHhsWAsPNVn0GYtPHgnaVP9IP0MWk7bUvWDZIOJ4seAAblX/dmEkRPseIB6ntw8Fg/ARPFjwFh4oKfge+AnqtCWNx10RNvTaaon9NgWXp8WVe8S9WnqTaEfudqx33YcOO6jfshRE4kBkxYF4zJgIoh4HOD+rPI4wC9ztVsHNqpMr/reiAVWvcuqh74o6VWPivbc5432EC1IJellIuDtrXpXpN5EELEFgHGY8jB6jOaQeBd0hyu7JpwrGu5HoXDDJgAu0VhXNDAOx84jrCKEBFhjYIsM6uST4YBWWJoy3WAgAuswZW5KFCEtRuPRd0XTNxTAzTMuD64oHmYo6QZ4TR5cMTwYcMKeLTiuWW7R7dZxc1WmY8iuAeeKhuNa4rFd2LXJo8g1fRwS1TncwFn1Pcq0Jiz2Cf0AsJqgocfQYyKwjghehESsNkZjcbpq0jcsypBpTfgYHjh46EfwyFgeXDE8mELgcDwembymiyihnBdGtcWwUwNuhkU73YSknwljRZyjtpiyssGWCAkIDYh4CHhHRXTKYW182ujz8cEGF8Un9kc5jzZyIT5FvBL2dCE+hZREvK2bTxt9G59GDHOYsQfyEIwu7amwkC1mLiL0KOIPcimg9AMijADgqEjeYsAKfMCpAVskcIJ7RMM6LLwug7ZhGZH4aOcRpcQjGIZag8katF3GTMyEZD47ozX4FJfgDdjwCTujNfi0IiiG8QijhswBLlmyrqXwkWXXOu7MKNPQKsUmVzu815Ss6fsRM+Vc2+3FamNKOKaNyX1k7K1Bp0Ybqyc8ftek47V4E12PEKqTN8OaOR3DRCNNaqdj+r7hA/HppNjy0XRcII9wx3zDbbIbFd0nsbej4T/GuGCSE7IYZRNgHHr8rRORng2PeCqKcFR8Pktwib3I8kRSOTwiklER0cfTVyTO2Jm0KaxWHUfLvk4du2qRvd0A4+vLFV9fddKp2cbOHI3K5fl7q4rgKCNn55GzInvnMJG8PRKNnyNnQ88DVJotR6eQt7xDd2nvmrC2vFyeIV8ZfjE0Uh4Z5nGEAl/vyAkR2OjcOwqcVp8hb0GcfU/Ayvz9WnwmF3Io5+WMLVvYJpxkUHI7jG+j+bzMYWYYMBbejvMgPj0z5m9GTv6eEePTzXELxyHhqOp70PlwH8xZbjfGGBOWPydCbpdvYrcgWp6hK9NQb9SAfQ9yQOvtnoZ3ArxehBZyC0de9QNoj+M38vH3bOONmbe3E3m5/BbwUtXDHOtHC14wnopnVtLkGdBBOo0jRV64fA3YCC/CihD3Lr1YnsFy2K20Hee/qgeQwLGPNkU5R/IzIRkj86TtyVvq++HeYj4HcjHGi8SIpEEvKGuyQiTn5qABcjHwquYs1ZtOzKhNVoQfXUf/JkP+CcjZJvX9qu953CZv8XxN9LXEa+bsPJwSlIn8dlV3a47P9W6Nh/iXRpYLuSAfIsuXhC1xWM6LgCYCN8CjxNeBRclvhx4Do1I9SCGSjyfb5WLl5GZezmUDSjXsgNthsl06XpchH7QCYY9mvJWtNir0ooldSsZ4ZUiK25AhrKofEIlhSfYcN9luS0URa8JcVxaiA0cwbISPubbRRPgMu5WLz0pNhetIstVGFbNnIUHZasuljqa1zpRj1Q/cvAQCauRM79loolxK0M5EhqcXQ/7E2Qz3Aeu0xnCwe6ExaxcEiADohKhjwwm58csWDVnIkkcM21gJ7cKPch6FMMG9BI9ClEa8MfVnxBuRtWHM4e3QAslo6CDoISp/SrbbIGZGyw2XMOxQ+IRsoxHh0d4OKRltLVrY3qJn2Is7WtcR27R0HrFRQ/emocbisfNtydjgwRS01YmIwBULh8rv5POYsU/EG3uv6C4eAnnsgXHWQC1xuXMNqBlR3bStsXBrKU7lNwlr6dC/zZvJPLZ0zDjo1uznCNlSPj/8sG0NRMDn85t/cZW06bgx7D5y+6YtCF8+HyINrvZH1gWE3vDddkX4lrs0cvuYceu2bIIul8+Xbw4/tIlJUWsafL09N5+DZxR5lVNs6aYt68aNIfPoNLYJW8zHffWrn2dpahvHTXyNkRSRMcr+HaEClpY45tzzUkw9bu+gtoHqHVhvq0Na+P6YRIKvyyEAo5/Vf9lBb9RX76BNqHOH/jhLU6SwpGxRtsKnFLrCWvO4wbb2Sedba5/Qj3di1jfpO8q7oZ5Yd0NkzZR75g10gdHQWBel70StiyrvhHoJem6gZ6ynqi6kBwkCgewA12jeiV0zNQgiPWsdFus4PbEQa6y1mvTMtVZOMLJ+6zDGCD4LehjFQvkkbZRtrdaeEXwynE+NOXnkXIrBZXiRiYtPDmvg8hkz8+FiWm4hq65GXFo3rZXTkfAZ3mFl+pnWrVq11pq1YUwiKgtF6s5F151jSVYdaRJVJzcJ/2LV0bSoOiXNyge1bnKzqDq1WdW3Vp2SHVWnZZ8/btWpvqg6h++Po1ad1iqqLqHV70eMOvVmW516T1Sd8rytTtkTVScftdXJv0TXue11gag6OtBWR6+OqiMLbXXk0ag66RWzDnx3r1lVXS27oX9dud4OygE0C6mRrV/mfZH4NFBLycfvnikwRmo4zKsQF/qtPL8v3Hjfvn3hJnvlX+MVhV3w4yarNLN+5/gat6WnVMkvdZYuM621Y2RaIJaVLuqUevM+8mc2I3LoGy58Yi+o4CbbATJnoei/izsD/XVY/W0mtZC8xhu+Owr9+oxDzNV8wmub4Su/4x1pe/EfvWYf/N8H3di3T261bx+bIQ6rLKHAyZfiQMH/fsRUgPqqKOkr4HgwUhZxQfUZcWEvsO3Dc+rNls0dVvltkIbdp9n8Wm5l+TW3UcPnMR7KbqtSrEGn2f2lFQQ1ezyAOus6qtbt/Ha5lXCpyJyYw9jXYBAkfETgCZ3BYBaNi0Np3cJfhY9orRAkoZUUAyNzVBAtwkfCX2ngbDwkYl9EnLT3xWA4mhfD9MD/5VZIyOQmlo7BcUCIREn7/Yi4hry7WtEOqXlIxwMQu7WssJZz/hjOB2x1QAnv/UUspJ0arNo7R8u6Xy2rurwGLN4/JfkjNzilyy5na5LTjOAnaXdSnnXyZPiRk3PIKHkWGcU2hx9hm8eePCnfCqeXy7fyU8vZZv6MuYHTmZ/wPe6slvArcfF79Ox8mXGHc+83kj37H/So6ipkOfbg/Zyzbc4OcdSJN44/AF72r23bWOWOHewfkW+O9Va1c9Un0YckZcbFb4+XRVJQ6ib1lPpKAyAyDZOukK6SxknXSpOkqSD/ohKfeZAivlNg1BF7rqG/+TnMMAbv2EHytm0juTt2hJ/4q/WP5Oww/mGt+Icw5rmt1r+QomXdx9vIlX9lHXawdttYux2sQ9RPuuvCZWjC/sEtLMEmO3z6sTF/M3NzfOYA9UPSi+R0vsFgEA/ca9A4PCVc/8ePkyUh/S7ZGwqdVN6aF+qzQWke/ucGupDN33Ccq4yMPE4XhtkCOB/+J1HLFob6kIXKm6GTYTlHvytM7j6O+xpcgA9/UYmKZD3iwEfijCPI7WXLcf2uEHByMiR7q/bO45wozUPhf9KFITb/uOBkDjB7d1i/i8jecOgkUd5aGOq7Htg6th7YXbAe2bDZEt7T2xhGM9zvPEfKk1rx+F4idZG6S72l/pYdjZeuk6ZI06RZ0i0Sv9/Y54IPBy/hhxz1y3aUxJ4QR5EAL4mpKRJtIr9UTxH84nGj0/ySeZ3KyzuRYeXlJSsZK59fzvA3PcN/6+ULFrBXFiwoZ6+Ul5fLyxZ0nMf0+eXz2cv48cqC+fDBfy5YML9auqN4fiflvvKOndhOgIYmgOxVLL1c8mhxOd2zoFMnOInIih8tKScti+/oVLVMy1KKOs4v1k8C2Y7IRjGrhobhzzqWL+iIbBQzXTAArCA2cmZ+x4WCi50L4OPV+SYXO+cDyF3F8zvSn8o7relo4wK5ZzuLi8tJdnlHqAHOkYtiwL6wo2HPEHelDGWHgtfapSDGXfmPDDkcVkQsteqMpwRF3JXTwmfmyH/cJzcN/8mARTxPaIfkBxEPQuItIVrWE/Q3gcesM9YRMYZrkyD8vYBQpBF16mfnICyOA5q8Vc21xgH6nyqt+fmTRmw366LGAdpE/2UO/c99EOBGGbAEvOIJzWvyQ7zK46GZ5H7lEc6RxO9eMesd+JYmL1ERaiJxhq9g/5ZPCmgbZxwn2LoXbJ0Cb4lEw1tejEGK2upglPN4E+Xtyof6U+H/IND9yr6qDwx5a1KGzECmgCMIOEiYhA2BU1udis9DAg66gb3EFAS6j24Mf8cBo/lwEY0PlWJPmlg+EonsIrcrH4a6wUB5Ob2eXl91vwkbzQvg4apn1JSPnReBh27QrwHFv0uuIFeEXzJhOR7NG8GjZUXjMeoieJTloVuBn5p4Iv1ye3m/flXzjHE9ql/uRAJK3U4n0klVDyOYsiNUquybw2Gj+oV45D+YoqQaNh3VLwMPGUFGhF9GMHmdPpZunGPYtJ0f4gJ+IHdzxuUHH3Jy/aB8WHUVAulPKJ/pTxigMfwAHvkPmK6yuPwIPHRD+A4EYlvpRrbVAI2Ws8mPHU9EzvyhKxfxKcsFQ1GIIv3CewYTqbDjX7Fv4bNgGtRWj9ccErW/0Ln0T/r9wpgRUr+P3o7Pshkt8P4oe5tk4CCZ9CCHyCHWVn8gtjU5zFqz1uRwDBZZms2qtQfU1lIKZCOtJSnPiTf581eM+nIDklPFjV/ynH7cCUZy+rFOcapYRxaz8oWLyiGUL1pYzqaQIc9tfP45MoS9/NzzG59jPcjS99//4H2ylM2Dr/f/TQetHDRopf4qfMqlOn1nwoR3KIPPULW85PjNNx8Pz4dPLlPmk3/W5vI+5fZyUU1KULQEjW97p6mOBGPTSPhy4TZeiQ5Shbt7krvg8zfWiDVS7wp/Ef5Y7qL4Q9+EDijtAae9j1JqHX06VXcv5Edr5xzzgznVRFumBow9fwOQ1QUhoxsA0RAfa3DgQxMqPs3swUec3fgziBV+/BnACndGJ6gE2Zbi23rSHCQ/Fyo6eYiWBs2Lg2R8224dOnfs3+WyEvnrzh2KO03u1q/LgLXtunboXDigy6DScH7nDt3aTu44rEv/nwY/MTj/2ncmyIOczplpafp6+B2Y8M614V3890NlHfNzprUq7D5obk5+u97dh3YtbKUE7Cc7lvXo16ewVdXBjIyZWVn02oHrBgbG7RsnD+K/9fXGb8zJI/LFnNYvdlYqjZKs28Uf5+ZPdzs9xIUqcOXj/n7YbxfIAkrO2dHyTvY06w3/mi178UWyql3b9u3atW97rnevTI8ns9eJzZfb5A/R9q0mTfwe5ZzH3+Sm7XrldmVcVYXDoRY68kJJcM6p9HI28W8Iz99Oc3EtIMbug3DOKV6U5MQHWxy03n5A18zp0qVrlzlz4KPLT9tGXzV69LZto+GLeeq2Jvo4+6OP19uHJMAnm0VWTSkqmsKmwSd9qS47I9Js8PsH1Bz0eftz2bP3k+nkGTJ9/372GLuaPUZ6kw1k+t//Dr+uYY/9/e88ZkXauqNbq0b/YrHQMrMLsfiuExxKdeMluQ4FxVcTL4jkZRRRLF7l6IR3UAAxeNNi8AplKHIsYuUQe3njxuc2sp0kFjPtQRaiYPkzbnXgllOFvt2xuMcTMnjjcyCQwXFws7sQN1kYg7tpfHkAepe3dqGg0PWptYnGIBNFx1WTTm0E6OPxEINUCPqFvAD8wmF4sCs3wL3y/fe5v53/0rDB3QD3sYCT0BFcnTzyx2DY8E/+Em1Va3OzyB/PqE9orfh8SSL8gXr+YByfbpItVVtenF++lb2uHKNVC7ZsWTD/xRfDf9LKzn+A49tuJjkSoW0KnynD2GT3u2if5LOMgXU7HLtWG/YY9ykhQ8jx0KeOc/86f6lY7uQ80zROtxHuRerGlTHD1lyticHDbm1YpoF1nrqx6gsyBCxuIxkilmDIe4gX6Je/O2HCuwIn9oWmmTiLTBMochGv6FDe7kyT38yqXmpHw4pfxjUb1gMRkvdwpYktFkhhPIT8wQ06wPc3I1/pyKKGSLiS05CNPxl6tcMC/6JL2vtAbC5Ia6PamvML3oGwoFs38MrfC82ZBA61jSDYudBnVv0nND9kKRqWQB9Ex2Q3ymUuqoNVI9/oGkbsomk87roMni1ekHcr/s81NGh0wuQtYqPaA0AzFXAURiRpiHH2XNMM5poagmzM8E0hyJh8nud15tJXLbl+3DqvqKuRRyM+nkVTUkT2y/coXrD/9Cj7d5gP7ubmk5n3f3L/sklTHui2tXz+i+AStGry/fdPnrRs2SRwh/kL+P0mUetxYr3LhetbkNyt1SeLxQO1TKq5dmeDrbqKPqlPqQ1Ws2CNZTMbYDw4EllesyDlmHUuizoRHOht6ST9Kb0dnaj/xWxU9YHgJZLPJoHH49tbbCKCiRldeFWPHqNGLRjFOkWmeWQanMLTbJA14as5V1ChOVjppJqTwzjzN68rkcI0pwYk5pFSwhKIC3ydM9VJMnKCkpPk50BGQPJyVPhUcvy/kA+Pkw+Okw9Zt+Os7Li+m6pEpgocqh5iuh5mupIdOsNCd99NVCWNqHffXfWUsom0WbWKfRkazb5ctUqyyVHlOzHwmbcx90ZptlODKMY5XKcgy/vVMr213hoZlQfSKTXbE6s910Y7ehCmcXut9nSI3tpc0p0Tr70a234iPcTbC43eTw/TKZHm9eK/rf4XW/sp9LBob/BvH9eya+wRpMheNdWK/wFXjWFOXraMfeahV+vPeEixCM3s5WX31xj2vm48bAfbModt2QExlYbfHdZYb8tt0T5+x9CHHD7PTD44G56a9Ofevwwp8ggOfHyhdwQ+li2LpX9N42FIdcIEg4lhjekk6UL0qRNJeqkY+IAZd41hfjwZsmwZrfCwz5ADsgS4KfboG2LJy2/oCnSZHiIjof8hPwiDjKwXfZ4dQZxzEBpP/uON8RCIFi5bJh8HRmoKn1OHrpOR9FDjYXoVMAHifyqOT+K7vF1ecw0jR1mJphIHTuxuYM7BlR2hmcrKOXHXiuxrIvcDPmtNaXf1PPUH5aXY9S5lcGjnHLUwXbk8VKaWVu0zrp+YsGLdTC1catQhnqNqrnJZjXW8JeH5c5Qbhsn3hxVlZmilgceEFXiUG3xGXY04Zl9jsPGdKL0IE7FFfF8T3DsR9+bvJHWVeksDpb67edCW2+6SZOcu6ZKKXZIG35dWSLskqWCXROHoD8elBbulPJi1ImAeALQFwAB8F1QUdiRFHpfDF3CpnnRHwO9x+PIDJWqnloS/yxZfKIt7YUGdN1DiN77logwELvEXmV8cg3zLEE0botFg1z+6h/Vwd/mT9rSwYkzKWwM6vDTR91pf/TJyhaaxrZoyl4xxONjz2gD53jnd/9Bfkbud60GzeGv1kMY2aBq55smeMuv5M+v1cVB55V8T3pzseb7n+FemZrGftGGa+Z99t3ie3ENX2pQBrPIno6UEo8wzkgbz9Q9BYmVSH+lSaag0UhorTZCul2aA7PmLc0uL+XRQzQ8WlQZhju4pDZaUetIzPDBzd2R4ijIcPs0B8/mA5kjXAiX5AZjlB/NhAh+UNQe4qShDrR/m+VDOD6h8wg94VM3hLg3CScBDfyss6NvnmsKC3n0L9IWdO8/Omj6yyaTL5783dNiry4Zd77ryxuaz4WzazVe6rh92/6tDh75y/4jrXCNuyCIhb16jByeSRa1bvDZ5OXspIePTwR76e1ONpLpH6NPTktjZjMvozoSMzy53sVu9/kYrJrGFLQK7Jq+Q85cUFFyzpLCw8P2hQ1+bP/xa5/Drs5FIxqwRTSaMmPf60KHb7h4+PnnE1BZ41nPTiOTxw+ftJu3cSSQlY8jmJPdHQ9NZj/zMFycsDmbnJi2cyC7LbuNaPuq3/NwtU+9clprMzmYPeS4x7b0h2WC7m8E+F6tH+NiJb2/qSK7bja+V4ebWyLlbKpTa8XIhlFuCIWK5JZQ1SPOwrDl7Z0kZ0CQfjlI4+sMxCo7r4fgTHPfCsQqOjXC8CsdHcHwJR8rVvVXpFBT+CwfFHz8Ayio44EeW1EzCDblTpS5wDIRjDBw3wjEPjmVwrIHjBTheh2MvHF/BkXL1LqkduEZWBfK4S2oF360KOH+FwF8h8FcI/BUCf4XAXyHwVwj8FQJ/hcBfIfBXCPwVAn+FJn+FwF8hsCS8s6hS2i01Ab/Grjdx7uZ70ggX3i21gJiM5RZQzgdfx3I+NMqFo02FKHcAr3U7JW+O5OKf7jSpqJNUUiz5ciWSL/tS/YrbR8E8S8GSNdX43kxeJaUkSF5hl7G9bB8b9Di5+vffybVs/e+/s2foqL8P7ecmV5Eh7r5TOs1UtFunaZq+BQs3Ohz0B2j4GhvIGw4mO0npf9nT5Lr/nidXs2fYihRWRa5ObcpeJPSYNnuuI3HWrZrxLTXUPrIM+8j6/7l9tKxAHv+f20dTsBAsN71Y+8hwF1E1Ty5KJQ2zj5EHwT7YJrbT3Xsq2dIwA0lsRDT2TGpTciVjZF4NC8E1u4iNpEMP/dLfdmNqybuXAl3NhEQFy5ncKlyGVeyCDu6SMqDbGQVct9mg22xTt9mg22zQbTboNht0mw26zQbdZoNus0G32aDbbNBtNug2G3SbzXWbgsIEjLkFgkKgpjZyLG00N1hpbrDSCBo2goY5UG5aIc7nxWiD+FLVPHeABjTQgAYDRKnf+K6hAfLAMA95lKzzXD6h+hR9PGHh8gRtyTL9XW3RCod6z/01hF7IJrXIIBspe69xIzp2WVLCQ/cmJi5fKr5RzkmWnGvmEqOl73dJY4D5sXDIldB7OKQKkUhgdkGgTKA8xrD+llBuAt9NDEn1gXIfA7YvlPsa5X5GVjIAvgcUiKg6uJJ7zGCw4cHgMYPBYwaDxwwGjxkMHjMYPGYweMxg8JjB4DGDwWMGg8cMNj1mMHjMYFC0ZOY3Zr6zW0qTruI6SXP+P8l5cMNOvrhcwndNumWopg3VaJcukAKF9B6YAnU8PD7lg0sLX5nif7N/JAW6jYyFFGijmQLtlLv93p1m8dZ5i5v1m5/T8d7EnisD6hGNrYek5tq1PeRqMx06DulQ0029xu+8AdOh4Zr5n30L6VBPXWkL6VAP5TajJR014M6e7ea4+i7u/QTPO1+qLlS6qt9IHaVeMNGXghCWUUhBEBjemI3lRCh3kNrycgcoQ/YqdXCldtklKRVYGzH1JlBOrcC4bUJ4uH1w/QZBv0HQbxD0GwT9BkG/QdBvEPQbBP0GQb9B0G8Q9BsE/QZN/QZBv0EeEYOAzQu02sJ39wrkBqysEvSeUyCctC0c7eFIAd0nQfxAlpOA5QBYNpYDUO4Kto7lrrwrnaQAZ9QNqBIAZbJTGHISejF8uwqwOwIKbCXDk5EOhuFID6Y7PL6Ar6QId8hCG8Edq7uTIrQAD+SQpbzs0FQf7jNh7A0WyJdvbJV3z5IZDx2pJHeRffvoozfdc09eKzj34Lgr5+bfeuW4B+/JY7/nz71y3GuLF7427kplVGbe3W++MX9y4/10Mtn36cT9KVPmv/Hm3XmZzfx3v5GQtHjsFQ7HFWMXJyW8cbf/Wm3kmMWLN29evHjMSK5bVq22Ub8GOeQRN8bKxkas3A0RsSUvN3Oik0iGk/C4KUHclMy4KeHFQoibEgQFCeKmBHFTgrgpSfjOcHwV7wtwvA7HXji+giPlaq5tDbStgbY10LYG2tZA2xpoWwNta6BtDbStgbY10LYG2tZMbWugbY1ruxmooDkGTiNOYCROg+981HgL0AvEW864iw8KWdagkCj5DMPdJfmM6JtlBKpMw4S8BaBNax+3TqUqKBFHRq5dlz9d9fhkX4lXzldu+279s99+++z678L/eoEM//cZMvz5ZS8TJ/uBPkurpWq6W97w7MmTzz5z5MiPT/38bzKY7fz3z0+Vp7LfaTllRJpPEp0xusjCgcNrDRweCL9Y9vCMJ9HIeLgUZZCiDFKUQYoySFEGKcogRVnCHURWwbERjlfh+AiOL+EwpCiDFGUzy0kEjSaaGk2UcHG4CxwD4RgDx41wzINjGRxr4HgBjtfh2AvHV7isczVmZrskJ4jNWSB8OhXKqQVCrFwf6CeaMTCjgTlhyMay02lP7/A3+Bo0dheI4TUdyukFos6D0djaO684P8BfYFjkUNP9Lu54mLSgr9GfhUa++41r4FlKMtjZl5c9z7ad+Tfb9sIyuv3ws8+eOPHss4efIYnzCalGVfyeWv7Uzz+znWTwzz8/tUjEvv9qz/H94HxSy93AvPCJbGDFjyN9c7AqMaIDX/l5eEUzQwHqbq0twZEhAKwoHuIPel0OF8lIlX+7lX106y233Er6zb0lOX3T9/SnjRvppo3kk9nkRrZiOfn5Ifb4ZKdcckvSzbey3bfOobfeSsr0L5999rkf5R+e3+iaSsbT5SztITKXbZjBuuBzZldA0nwYxujm0tNo9MBdAU4IROxVoJwqRs9UsJRUsJRUsJRUsJRUsJRUsJRUsJRUsJRUsJRUsJRUsJRUsJRU01JSwVIwBcY4oEipPBiiBJrCiN+sEhUE2m1agGkV5j4OK/dJN6ST7sTUACRUYq55tyA+05fEK8q9JXLKHZtfuHPei6sI3bWH0JtOrF4ddlM3eXHevBdfnEdfJwoLv77pTvnDqlZk/mro9zvQ72nQ75bSxyK8e41UyspC8Bt+JwKPKjo0Bm4oeyq5zXvA5j2mzXvA5j1g8x6weQ/YvAds3gM27wGb94DNe8DmPWDzHrB5D9i8h9u8aeMYRlqgFNyG+JUCdGDJcuBGhiTQhjHJ0QzWEipwFMqUGomxA3eaL8Jd5134ItH0NC4nQ2TpLh9tM23a4zt2zHp8x7+Xr17x5KyZTzyurFi9c+dqtuAmxvaMPTWPLvn50jtf2HwH6y/WxP6A/K0Tz5OLpU9xuphtTRcjLNnHbmE5OZVCwxhPW/CkVITF/ArRhVbGCNse4AqNcidjtC2t5HLAbMprZFO7IQcW85AcPg/JsuYhmGkFjHlI64pI5oWqal8h1FlgMNHRiNFFMTEgyB1f7BuJdxDgQy78zYvm48fiVY4ur/xY52HDOgeHDU3rXjj48Zumrxlc0IMdY58/+STpRHJWkxzScc0a9gU7RpYPC3YZOrRLcNgtqYWDZ8xYs2bGjMEdXWQ5u2w1PfA4ZNqv4vG43n41eQXX7YgCcobkSyojd6OXJFspJQElYJlAuRhsDMvF0AnKjWA3+BWohntUGg9voiarAkOLqEGtmaVcC5rgwFXB7bg12HFr045b878ucAyEYwwcN8IxD45lcKyB4wU4XodjLxxfwYF23NoQe1tQWzuLRrGh1U4Fgl6XCnGuB2oY03lSgLmSZORKwqLR6bCsVqCJEaklZzzFKqVaJbdVam6VWlilXKvks0ptrVI7q9TRKnUySoUd/cZLG/C+mhJHIAg5eAC9it94Yvx2iQTMVo13pMCXfHz1tm3P3bGKPEweefzhhyklNwyd+ghZufqRR6YMmWacJWTVHc+9tGfPntUPZNyx6vDIB5evWbP8wZF09Q3D0ui+FQ888cQDK/Rg2tBpq8gYUTdGObBqnueB1dwvyRmIXT3BXlKhx8+JkIECzbZSykgUw7xGrRQTxuRKMTSqToy8XPvNQPvNTO2j/puB9puB9puB9puB9puB9puB9puB9puB9puB9puB9puB9puB9qXdfM9wMxRIRu4r8fidaMRv8DhvDriZU+xixuc4Lg/fziyI66LkN7KGdJicE+pWyjbTOxISwnrCI6T/4kudCRv8I9QjFUOuZefGu/StCYsTEtSP72Z5izOHP1uGl/ZIX5DFd+pBMcI2NhYvGjslIQa3MVfLxWwsw53qyWhhzLt86U6Pr6TUFfA5+CvKwPulnkR+/JojP2mBDSW9nri2zRWHr5TzC65cuGdw4h7SbYysHnyenWE/dLlyeKvnJ2QcbcROrdJWkxby6Hv2D+zw2qdk8XOyiJuvS0S7Rd0vNQWrGgEhBxgoxnQE5O+FIwnTf/hdZEtPMivRQNOlFDBBI9tJwNwMOpNgDEr55nyykzsjvVMwFW8rakGcDsnhIzx4yTA3IEUEDBOFmgOzRZ9YddZom69vba6lzP5x/x35R1n3Mk1fd/vHI05VkG9k2uOGNwd0ZX+MStIunfLmX6f71f3sp+FN+5OSA0OHpzD2rf5VH/rTjlf/Pr89e8j5zUn9Dbpn/er8LbObs975mUP3H9ven9vkaNDD30EPCeCt6cYVARzHknHnQe5XiSRdcuQDq4mKvIqW6SdaNmGe/rQrkymhhF2jHtQzHXq33GS6aFQKXaVP1SfTtTQb/PIkxMcBgDuI1yAyjFEoA3WcWSDSd4nLK5NTQhCzlGOVCowSyg8cOa0JKSrFLVbFdCtXRntI9wVKXSU+ak7LsZ7HAZAoiHf1l1NS5NvL5EEj3T9P8OxvNeDXKfLlFdqV8uT/vn19s3N9ihJHDZVHtig7DLyeKO48d11Z8319yv52QyONpCayF27StEVkiMx+3HtJ1++vaNRcHtBv5ojGe29wYwwkfSSi/gC5Yi6/hrAVp5TZ1pQyBUYFc3VKlTrzssrdLY1bDKbD2ZJqhEiz5LNqu1vnehilXdIllYaWMOVOLcABJtEaYBL5rAZROLnUxNm2FYjKaUi0h1FCzyLCrzBtNR3L5zCy2CC6VlAjWnoGbozYKYiGi9/cUKlclB/Idciry8nCUa/kFmY8MhEcb1SbzlfemLFuRDP5c5J77Xz21xFJf85o7bxtwmuOlldMdS/rnfTp6Qd7pjTRnOqhf7HSB+6V9w91fp3CvnsSPNI3Ze5f+/RMkT85SKYO/JjNWnzPnpLEr/v/+flW2S23fUFahmZ7xl6O18teBbu6DezKA6FMyAHlkViAQnbarQXn20XCVojhbLTVp7e2obJv/Iyl+8tzKvR/a/rnmz4eqR788eqOG6bPOHbFwKoT+j10+9++PjC/PcSpiH8kW96BPpGRTvLBuuRV5Pd++geN9M9ngR/ccmWKnpVAjza+n19DRfu/VK2EaDJBmkpa7ObLliK07gb3GsvLihPj31Aj/u2GRLqF1JgrqplVGmWUeOwfC7F/rBn7x0LsHwuxfyzE/rEQ+8dC7B8LsX8sxP6xEPvHQuwfC4FtLMT+sRD7x/KR/0a0oWY4TStAY7zGiv2DjMX0QVBuDaM8ljFNcEAccxSIciKmv8ZsGX+3g+92BWL8D0I5WIDtd0m9jZxgBHyPMOqvMM5dCd9XFmDHukpBS1/p4N31cm4Y4NGx01qS9Hww1iYkTWwaHizKEOtsYKEFhL+8MsiXV/BCOUw6SvJL5Cc/vaHZnIyW3Vv/Md7599yBv1wvX74fY8G5d6Y2+71vUX73lpOaHxlw9oVG0/+U+J/ujvu6D/37HGeGw3/F2L9surKRXqr9afpdOZl7SlvvuoI4mpc1Vys/799lyUaPdrhz1wOTGwGdRPY8jxnDFPbdp/26/nh5I2329vxPb3Szl5/8rJGceLDvn6/OJ4Gs3rffe89bHdpq/yiUE+VlM4e0e/Uq5yehz5tPkCdl8OvCW6rP0dcgtrgkP04snMbEwnbdVivAEKKZNl/kcYEIcVgs7okx0EVvuNTxQaHvYHPlgHfSWEU9lFClP9Neuafl4qZqL+WgoKHMAhotpCKMQc05DVQvtV8fTuOrKmlGBGlulDjFdLH0BVpCQQdcUMwF7YDbuejoqxKytp69Q8nufnJ8s2Ndfj3omTBGPeQIlPbsf//KCTkdR/Yf0CYz9OWa9pvu9vRSvuT7p1QXqC8DP9nSFJEd5RjZUIsKMc81MyScJOAKtLnijBOsxpVi0uAyY6RagM6lGnw7rVILowQ9UD2c5e5CZC6/kKD5k+r0Zfmd0kPbA6NG6JWr+mYe2dx2zHD10D6l6qcn2zyrlGfIXZXkF0LfLOuc8KTjjlylryLekf1G9TkN5YpPiD0QmaFT23o5NXK7FsYcwFMgetCsQiw3ZlVIGDJcVshoCg5vXtfJMhaHcG7ksk37051ivTKBj+EuKZ3312OUoL/QXTU3UBxE88AbOHw5JfjD5Un3lmjTFRb6PvX7m4bJ4ecSflUYOzN59Gh5nHpICaUeSn/2/sbd6GP62C/yti9w9lL+9cXatbyvr1RXybnqV/xqwVMo8GQrmiUYVovJUGNuVRj5kqUEM5o5IZo5zWjmhKDjhGjmhGjmhGjmhGjmhGjmhGjmhGjmhGjmhGjmhGjmhGjm5NEMcadX2qw1qcB+WRAJJhnadoOHFJUWZbipGnC5XXmu0kDunvaqvPmRE2kt9JflzmRDyvrb1K+0cM+fZFbNrhotq1+GDrKnJpGOWxKNdwzQQuhrCvT1RXQMkQfiPM5c7Tb128hYeTAttIkxUUIV4XUTU2WasVqBcwAcwMUymK0/DmN04/eScH2qVinJKjWySk6r5DZKoud+44KGDx+697t821trZChVWqnsJVpMSQuqfqWygvU0NElVyal1yv36GrbgYbzTmOK7MeRi6HcrqR3pjojFOoKbj14uQ9+oX3POguy6pGSehOA6TGNj4SPROotL655KNOtMyc3PNK/A1TbzF6494NKsxxhsEN5fYaz1GnQCxjfOY1sZMK0NmDYVOGXM5NRs0kR1eQrEFVNTmmYp0SolWaVUq9TUKjWzStlWqaVVyrdKbaxSO6MkonTQAxNPVxA/uEb4pwMcEdKvkqAriMpyETjo0g7qbbJ82x1kntpBZcfUNupdd9GFd8E3yWHHSA6qrKKMrnCUsQeCS5W+7LCiENdythG+epc9qJWROzs/0Ju0VBRWdS8Zoq9iSx8gt4p7WedKv2k3KJ35fb64fELSia9krpLenaxn13YnK2jqGjYpiU1aA7Az2Q65h5bP37fVhgTy5Hx3arDUl8sfXPFkyNRB1WwSlHskfhZkPSh5822iTAr2Xjf7qN4x863Xkz3EOWBIW7Yj+Qpy+WvkG1LZdt2C4a8R8tlNrDUr3cRWe7QUOZqOuySjNAiEZIoUPA58XATmgkBIy53ZdsgA4vQkv/5WZkf96Ox1vYOTFPLWW4SyHsHP2I5JcormITduIvvI4Zs+I+S14QvWtWV5zP8a++sVyfxeU+s5I3x/lpSo4rba5Dz5L0tmKeQ/7HH6d7aKTNM7aHPFc0RyRz0h/CA+ki8dZr/KipYqnh7DdocJTOjYcZLNztLF8sPh2eHZCPcs+5XuF3D8rVxeup+dYGcB7Dhx0sXh2fLD8sMAtxzyxFbqf2D+A33GR5kDLp+LHw74wGM53ZtE977w/rT3S0rgQ8kuRhUVtw69rtyWGZqlvJuSEuqpPJIZWqYMELpdXn0YcO5DnKhWUgKBz8WPIHzgobXSg0l60EJKthSza8n64tbKgNCyTOWRUM+UFOXd0KxM5bbQ6xznWmmSWqX8ArML4NMDejdvCTSeZDJfwAa5WxBorj3QqOdQkkLKSMratew/7IOl7QMrPZkjP9h03XWbPtjUMSf5U/ZxkpxfPHfBjKUCgv1n7dBM73Puxh0R4rrrRnbuMRu44s+6TtKaCtqJvDv8zYv8BamdjEeqcvhLUnMUsJWg1hRQs48/Tc7puEnQG5npWRlov5TTWCu4Gtqz0QE5n3d6do/OIzlX13Vs7H7Omzl0rcn40hkL5oIG50rDHH8oR/l9B+2lEphP4Q7fQgY405C597jxqp6SkwcC8frS+bsr1RK+ApUhF5Xwp5/86UX87Tlzv07tZEhnaKfUysVCo4sr4ayQBJyVV5/x+0YWprO+Z5LTC0f6PhY/yZviJ21VOWEUSG7pqAmkmHsqKTZPxG1g/ERdDpZ+S5aF75N0r5u/wVVOls+tXSysYLGsVLLPyFNJ5Cn2mYgVye2MWFHiNXo7N3GyyTfwYvFg4kd43LPNgDapJH5lNvr9owg1q3WEqp1PfHrEeM8svovL400n33cWjTsnZp77c35+4gwy7x7e9J73x45938Yztg1wHoLeEm8w4C1JfKizYKHzudOJM/Lzz/1ZfvkeTl+0pTb+022UDSxuZCAYYcCx0UR3+e+v5ucnDMq3WDGwktvGjh1r70+K2CHH5zKlkhSorPz9dps8ssI/kyybMCL9EXuI4jK3IVkyorIy4b6IKtgpOZWdsumD2uim2vqDS+bdKfQm0peEHsDH7PxID2aEf57x/k7kHvFEeEi1SRUX21tQEG1EsL+/Bzw9nJ9vCXaGnGrhifQFx5Ms2WP2xBtIVh2oJLfSJVRVFdpOVLNb7LHLqkL4N4jdSbK3V8mH2ZekDR4HrJ6OYYdIW/MYU3mAfSlVV5N2yjb6htbL6Ui5H8sSP0efpG8obcU5+mTkHMAFBFx0nXQPfYOmi3PSPZFzsfD2OsAfEDjqbBcHRl6ibFPTBM9Ylox+8HM2epE6+mSkTuCKXxdNLwIj3ROBke6pvc5sXxcM4K43nviw8hLkWegHy3H7UaMuWt61tosLg7yZ7U1e7HW19T9e+9g+1YUnPqzov4BFmVyoP3XDCBr1wVM7bIx9XBDGJqcLwtpkUG+8dbeRl2Ab4a9YjounRl2s/dTSrlYYoBely7rax4OpzX4uwEccWNH/WPupHU/dMLE2cWF+6oaN1dkF5FRP/hqGt+42Qn5CH2hTF5ZfPJhofdYHT92wtvhUb3x1wcaxtwbyWVubGvZXbznWB9ZmYw2Wa33a2GyiwXKuP/8XR6e+bdls+gbunIawbHbkXGy+Yq+LzVdqaVcrTHT8q7t9PJj48e+CfNQCGxv/4tXFxr/4MNExrS489YONjjl146sPbPxYVh8+624THf/qll88mPjxr37yqwtfdMypn/wuzF/D8Na/TayPXtAOLwgbP5bV2y4v2CZ+bKm3ndaT/4uj05C2Ih5hTLyw3OPBxNrvhfHUDWuLj/XGVxdsbfZbfz7r0yYi4/rIsT6wsbbYELnWp02sbTREzvXn/+LoNKStLf7WW/51wcaJxw2Wf33w22Jig+Vff/4vjk7D20bFmAb7QX3axInNF+0X9WkbJ3ZetJ/Uv3//G92G4ZCXIA6R/2I5Lt4adbHz/wvwUwMmdv5/ATnWRb/eeOLDiv7Hzv8vnP/Gh4md09c//40PGzvnrn/+Wxd/DcNbdxshv9j5/4Xz37r0WR88dcPWNv+vf/57QXtrIJ+1talhf/WWY31ga5vLNzz/vaB9NljO9ef/4ujUr62Qf3T+W7fcLxyP6oOnbtj4+W/95FrPeNlAPmtrE99+6yPH+sDGz2UbZr91tYmfWzbMfi/M/8XRqV/bGvG33vKvC7bu/LfecfmC+OPnlvWO0w2294b340Jta43fDfaD+rSpO4dtcFxvsH9cjJ4a3r//je7F4ID8NyBy4gvjjwcTa2/1wVMXbHT8rx++umDj+0PD+LxwG1PW9cFbP9hom20Iv/VrE20jDZFzQ/i/ODoNaRsd/+sn/7pg48f/hsm/PvijY2vD5F9//i+OTsPbxsaahvhB/drEj+EX4xf1axs/hl6MnzSkf/8b3YvBYcv/6623+sfbhuCtX5s484MG66Xh48XF9KMhbaNy3Ab7T33axJkbXLT/1KdtnNz9ov2n/v373+heDI448496668+beqYjzRYfw2hFyf3b7D+Gt6//43uxeOImys32A8b0raOOclF+2VDcNQxR7hoP214//+/4eNicNmebWkGP8SN0tYt+nibMd98xkt+rSRDFheToMu8ydjF9hYvZi9XsrvJAqUlv4f6M/ud6cVwKqvSht/L8RfF4PcZr4k2Xv9N73u/oiaZiveHv18NqN4fXislTg2/JOMebq0n0MQdduz3cKcbb7dOj72Xm0ytpG79Jzwq2QD7Pd0z3t/5/gxxOza1+iLwArrIbd3mmxQ96d5ggN5XSaaa93ezNZUCM3VXktfz85WWM8wbvRG5uNNb5jwjbnxHnTfqjnFAGumBg99Rj0SUTy0KeiXTra7IlZXsRejClZXkSvtd5TMiXRo7dqf9/nKjT7Z75e0qwnvm6b6aWrHdPR+tDylKBxe8j16+o7IyXFzXffScv1ruo49IIXxvZaX8WW330ZNd1YeVsLoP36dAxAvK/fxxHxVtj57hxhPpBpiTug+NYZj5oAHZXinwSBLg+Q/i8Qq7VfmjSH7EKX9Sya3RfBgBkaLat1v35g8Dn8Ctw9UJAgcxH2HiTzAhJnXCvPemwd88SpIoUbLx2aVleaErlK15oduUAa05JtGnkdWHAY/oU9SzS/jYkjpBr07SqwUy+zNLt+UpW0NX5CnLQq/b9CTzpyXSvSU+6ykXraf+1U7WzfagS6XtURebbnhbd4k3vSjyxAsN7CQf2h56qbQ/9mLYe0/+nEyK4N+k6hU8lNDnWJVJWlnHvt3JvrU/agMIKxFP5Nk8gcfiwCv4SVeaEM3kIzSBNNtJmtmfwTHxTJZ+ATzd8PlffIcKKYkNVTx+kADwGATXl4/2iBMP37ybVbCPVpAM9sMK0rWtoBPtHSDCvSuIO4m4V7C9aFKSKs00+oDPUuZIbaVOcNZ8p4MvN+9CRSKYVEifTgX9+hV0YitqLcgnBL/b6JSJl1zSsfCSvvG+aIZgeINl7/vw+SRu6hjkIIKiwdMzIvyaUUChKBKIPzIKI8Rs/sLbE3Q5jL+AAx1P/oSLxHx+p1jdF2Kg8b2IgQRB6xTik6kXjzU+pRvjks9UBnrvEMvDXq58N6KCd40RI+LWNunz+Gfib2mNT+m2ccmigaOTvJiPTpwMjkmXROhcYo1NNkrR1PjoFNWfRAN5bMSlbSOIydm4kdeGtkb4jdenGmOuJbtRld/XpPB9pY2FtrWPurXI0l/XWF/i4KQ9JTje737/LzWp/wVk+6qg/mqdY/7jOw36Ox/nsp0L9IcD/UT+bkUPUHYQ71wljXRdwX4gGSvYR6EzskKCK9hPSeynFSRo8NxTtCGme3u1nqEzEQEoaVESN8dNQQtjDmZIHkeRQdHncdDz+ny6BMhumRuhPXfLCgwIwRWbbRxsXmHjgePCIBO09BMIynvoEn0+cLNlboQlwIXBcO+KzTbGOK7IuGvEVAd/zy6P5iPBu6ZXsSqiVZHHzCcXV/5BlASi/EFWms8vGuOt8fwivi04wCP6FtDSY9CYVVWx6eaTjDP/YOEEFv6DzbSeZ+T0xTgrHtszWfCqkyD8FUZzQSqUlkYEiGLFxgviMlMTkx0v5iWkIpolVkhSjGgUwxfpIE1T71Xe43HI7XE7/AE/kQNyUPWoyr/K/dShv+onJfqDWKSD/OxT8iIp8euvOqi/nM5hn/rpICxKMbgSiT/o98gOmagONeAOkgM2YP1BEwV5kc6pSYTjqn5GLQZcbnz7Ib5GweSKZDi1nID8Tuag4kz9MYstOm3cK9XSuDWZxYMy6bQIqcfGVkuvGLnOIsB5r4HTo+XkO4MWl1paRif629pxADwuqjngW7N27CtEGkunRzhdBdQNnNhndRniJPm5WprHkmK+szTHQ39DPqOajgNk45RHkVF9VUSW08cSwaiQY7GBM1Cak+F0GFJ0k9Li/Fz5nbXjAHZcVGtApzwKjFZLY6OkIhglRJLK1J3Qd3zDugMjbMDB5enwBANcBgGHunMt68P6rCVv/YgIyGn//h9/3O8np5HCj0fgvKi0TnEwlglgkkXjXuUspxFIBJO0UHuCXCjBAFlbF5oyOE/eAi4ipwCMZXIwk8Y06AenQYKJ4D4WaoeHy8gTJFJdaJSRUCFqrXOR/hryL7NoeBLBTS3UltDUpnVhUc7WJUm+75dk0DDecwXCckBnAn78Bv5HrKUfrw19h59QRp5fWkt+wjOvYFGKhwO16iWORBog6k6EHxFeojSFNuQn/ksZyb8Ah9JU78LLETyot0Tx1nqIs4begBtDumqAeJRJa8vNToRbrpX7mdLVr0ImZXltuXnmwNrwHlMuB7AyLh1LdSoxCBIXdF+ZZOEp17vI/SyaewARe4m2LjdRl78SYSK8R9kZ0ychG57/+h0gYatfICgPWLuQb6RPe5DTIyCdtcwd6Ys4HQcnylu2+oB2ou7kwn3Fxv8hzrMy0pB6hHV5ksGtbPmmzN+Aym3BGzBF4jVNziFzWwgvWWsTya+mfZWvJSvQMmxqMYHK19akAbwnUgMzASqGZKiwFPpxeI+JWO53oNySEVnB65nbrhX6QrklLZ4DXGWMT5hnWZmpxnctcDQmTaBnuLNBpwxPNpHPEr+Von5z1eY+3nYFbduNyZ2xdkbv0aNGXfVi79xRtmf7Sd8+XpebkLzcGU/e1MfnI31753KapK30rvqCEuJjojX1hFkA5CCdSuU11vzo1HpWRj7oP5kOINdZhJ9ef6pysmTgeQbwHOV4ivN584x0c04sr5ncH5uvj2S08lX9J1cC0qfNORngaC89rE5VG3McnUpLYIRGRox5nPyvmAZ03eT+5ANWtv6Ubb8EMgRwLDVwWDLMzefIMuiBWObpOoujU+sRW3/RH9qv+rSyR/0XrmP4jUGkBy3uADrIps7GRL7XGkP6TSgtndBv7ZgF/foteMAaQfo9896+956B0wdDrCp0kMvoPOCcZeDsQJ09IEg0pmnZxCOGPrkDxzFmrcBoDH0PAAaihQ7CaYHSJCzyxhvJIm2KfI6vt/SgOYDM0YHmNiYOI39oMvpgGDKjg2PX9t8AzZ+9hBTn6a8m0Hz63ujySy4pH732EqR2SXk+TaCD8jjOYaRUu0zewnE2pjmi052AXTHqq88BTsiQIjjZZ3l0EOKcVgOn/moeX3cZJj0NOM+BHzWD3sOczxzvBbcBzjvVyHfkNaMZKb7kWcC+of/asQchJQsffHrzZuoz2S8XJNZygoD/Rknickjmq11iX2e+MW08qchTNj/99Oan2cDahEMGYv3Tm8m8+EIipKV0m3qf8jaXUYZTyjFHOL4NHr7NWKncwl5gPdf19Q90UMX/z6tvaVM87tLp05W3X2TZ7IUl3/mp4hjo79UnJePS6aTddMDZDnA+ZuD04ObmfFM9I55pOZKTHHly+vRLxxW3ueXqf4rmfdexnuwF5e0np7OD0y/NSOnTC8jpYf93S8hV5LhEiVuapK5X3wV/8IEenKnAnL/IAZjFO+VScR+XHuCxEGQ8voDm0Ih77dL2HUmfqN1hetm2hfkju/lI2ojvn5KZ+ivuNWPsILOWphhbzBR6kz/dneQqjE8/UKTGpe/wBQ36MxbMLSZ9OravQb959h98yxiDfs9GB35NzYxD35W0+9NkbyGuR1Wv0m5QV/Gx07aDSmR9aK6yzgoJ/Vg/a3Xq3siaDsuJXqeKwhnBFFkrgvneBGuhbw/ZYxJQJkYQhW+wrWD9DzjJxghOciwK51zwCRxPkrlF2XwiEJHD7dwTJkeEYJr+P+0LbLiuJ/F5WA1cEV6VlRwXHWxj1PSjPXYJ2udiHq6VAOSIHocVrz2Q+gaCc8mMm+Z9/fW8m8gNloYeF2dgrjhj3jffzJth8Sh+SpJ97bslfxe8tQ8O7hGUC3bmM/jFXYRwt9LWBKwv16GpXtxLKViqppvk1mcUjK4aXZCx3uyPeQJ+Nda0ooeLNJLAfhUl23DbpcPo0R26WD0WPx1aUZF2gn+CX+yq/pav+7bgqxt8K3VcDTNGYL4eJnZaz80vxbfXwvyFthdIIzv1YBGQb6vatvD6h6+//mGSVj66Qwa5Pc5S4n0ZHUaXL9i27UOEu17ooD/Iaaa5FxFfksR5/Uz9v8WLQ4/RZJzRJ+lVpDiJanwub4dHGXJ9UXlxsf5fZfriYppMW7HPqJZEivWqJL5Gvh/6eB7hVb40jl2TP4ngLEAiynQkKEXDExQETx9wVdDEqZQhldBjSBH5oa1Mftx8qRf56Y846V8FO5yKYAfG9DM2/DzPEfgjQOp5ZEW/3MSP/ZWViHyw00I+AsaQD2dQ8C9/Yu8vdsLoL4cpiPDGfYCkGD5lXCsp4uvVuBJhLFjaL4pUSrFtvFwD/JUO6qRQqrVeaq4TZ4V/5nnHfmPN1GhjLLeiZCPIlZ+j11ltbfyuImulFddGDdTQxFpfjfh0T6WloMPDAq7QFcEMKgIpFon4Km+NNnxfJrE2jis7Bju2LZmKI9dMThj9gRbmKjJeLTFQA8GIOGLb+CNLxqAdG/LKyEKx8A9D1knm2lOJuehUdYK7xwSx1GT6B+pmpoB3G2vLXpdvbqU8ATVedaJSrD2CoeGFRVPG5wV+45IPXjwSBsn5EhYZXleJ13n2c/vdx+FLzEtOLrJfKBH9A5QYXoeWqbYw7Bdla/HPnRb5N4HMpTJuv1wXMwU88m8sjM+tVFsYTCD/wppPRWTK+TcvXGGr/QZGkhXpuWT69wk7/9xJBP8cLfJvira6Gvhvp/VUJWfAcSe0/8TpcMyXpOrOeM1aOgs+9oF6HuoWSJ/g82aOcqzhdXOh3UzebqHRblGkXfV+aLcP6hbjGai7C9vzHLU/mYDt8N1HZkRJx+s+gSLCo4pSVlDlUMqCT5Gr6FmupEo2u3Ixw/eEI68z5c9EWyOa4rUnj48YEfWDAvV86IPgU+wFWsZ7W0kerlws3vsbQ1t4dqKx65o2E6miIP8PZe8B0NTV/o/n3JGwISQhrAAhJGEkjIQQZthT9l6yBBVURHEQqQNUFGe1Km6tq9aqVWu3Fe0eau2wfdvaulr7trW7b99WyPF/zr1JCGq/7+9vG26Se3POs5/Pc+455/79L1C1S08lEr9cxfqGkx1Aef9V9ve2/QsY77M377yWhfvF+uYGwyd36UdeJxKvYgWB7Q7wKPNzpn8jspVvUfZ0YO+9mW+ezaXfvctjmQfGq1dBA8u3uc9MbjL5jPk3eHs41uvxb2IiLL2Sz1ztZ/pj77+ifjpRP1zGCix82jJ5l0e/S3zKMrgV2T3GMZmIt2fMv2Fli33FIljcHVFhlmnDVRs9Y/tYNF7P485ZbKeftR3sAyinJFMb8VisQIrTLlvKuqFCdC61WR4dLR+ZRm1e8uyzS0amkVR0XvTVZ+9xnmVxB4NpuK7MuBKflQhzF9eKtq6S0aMX8GvKGN6ittwi6m+Njo67n2m5F3oToUEJIot55IKC2Vhbq/EHuCwYQ4aU24KmlJnezUm9PT29Sc3eM1OaFoy22fQg3JDhFnf40uE4t4wNpqz7cV0eE+OYfuQP6UdgxXf0vx7sZ8oY1vvTpheQMh7vYX7yGEz2j/3I/5/5se2odZzYsA7gbXM/Sk4UihEP6Un3/7v3/5ueTht6tvwzbRjjt3KTuWXIjt04HHsCu5iNdL8YVZMf3YU00TomU3oSPA5P/Awu3wTvj0jvx9D5nAreReoT8/1uWgSs97yBiOYmwz+JrXf/hFetYDyIdjDNQgn465/BR2MY8sNfbmL9INqmWmhDsQ8RZz82gPIZTdyF5Ecj74xxPdJET/oFRt2EkT+DYtOkcXUHboseQT6EH1gn9NAiJwhUuMUwx7FGCaoikRSN/rDj6tUd+JgIfW2bp871VNy+CmKu3h5ttBUk5lvEi6O9GOQskuLhMKbloPuwfRDzLbP5Z/Lojy7esWdnEktMS47Df1XGC8YgvSC+EgQfx2dmno31cUHyiQpvnHn76KbWmVYhdbVtOnp7ZmOEZkyPVv5sQwQ62tRDJyoSR38gRZg/fEwEX49plsrB3MF3r9429d2nV1DM8aAX0R54D1k5kpsei04UyDULEh+Jt3Zc7ey8uiOlri6FeN6Ui48eSFadnUheV+uW1OEX01YMaquVbQsgGnmYTJ01ruEj+eNYW6Zc4nl8pD0QaZ2diLyxxgDnc85i+nPqGLNfbnRMgDgmwEMkQ4UJfloWnzl+fj8NZMyDjXPYtjpRWzsZuoTcACU3QKHT4kKHHalDR/rz+2kA3zzINW5rbE9hjj0J7oI/oBN0suwfjOJ9FFzt/AHXHcX7m/ZNeG0O7yY3hT2SAejI5d1kaNLC1dQJrpCjRXEDP9UASchdb50WoWCeDEZiGMzYFI/9jj3PEwk9QMckIQHgdyDQd+KsO+39pakpqa7ubWLgBz9zcBEqDC3Ny6b1lWclphJufxE7klR3QO/LtzvKU4oK8hQepjbenSvT1k8+VFY2tSq1MCfdyYn0FIyjKwlngod2rdVgnBKjY2iOeYBmnJq5KDkT31L0eDrca7zgr0AMSC68BhKkyWN0l/kBAbxJkiS+56VT3E8Y4f+j2L2h4ocri6wcwNQf8gvSf2RyLLDjRNBHqStuXGc3xmc+A2/SX1D43pz/w/OZfGwCioL+Ynhz27GQocbzZ86cbxwKOda2eXj0++okQ3W1IamamG0TZE8nVTPf49j/GafX2kfY/+4F/I8eoYelR9Ph/7NvUy17shrxufHeW/Ry6mU2jsqBWECLgcDeclOCsCNuRRHwmSiT5Du4irg1Q4Xvl4bNqEBfg3yAvoaDYD5xa3oYyTM9G8aMZxAg4t5b3EBrm3qglwv09sByF4I6+p1JEgWfIaKIWybJjDA8AK2aQdyq+A43Ck9Hja7HDRITeGTYdJME08jpoJfTDWx7+DYdTfLsLXesAGHH/LCAQNQgCsPwKLRqhklCXcb9AJAfRc4ySaaHmZ7FDRK3zDRyOriBljYRv6RcCUh7YL4BSB1FPyVAASLxOzAPUanCQ9hhM6jLmPTTAH0P5sNB3CzJIyYwjBPWcRwmzgLLRulSERNegUivROUST6wjQokmdut0094kHF2TiNfv3Bn915075B7zRurbmPhqejHz++8z8cuSPy1zxlAdaW5WxE0e+YFthdxj+on94TbOuLl66PoQVHgyRMioSdarLDu4c2zmBzLzQPha5j6Iliixbu1Ov2vphqXFYjd47MDGXGyNJG68ZQCrXeDf2JiDrRHEjVM97sese7z3uo3KbRVNN4xTL7DqFv+GsGrUVo90w3jlARvdPaC5B/V1n57G5Pc7O8/LLD6zyKlJ466mRFa1N1nlj/AmxoESZozAZmYmHW2FEqMSapiIs4IjO8v4iiv6XRY7tjA2HZOOHkklb5nzNPE79L0K7MxQxWJLt5EtScy/s04HBUuo4VGJuU8iDnx9Ff5l7tL8O9Rfsrk/m5mfYIkVE5C3RlKJ360joH+xtddL9yjuFTqIfTaFmI/6Q7XGS1yfu1W0/u47o9yAv6/PJnZzHn4teOBa0o25eOxaAj/dhpYCEl+uwtfN5vqsohPvluLLOQ+5li/F13In3X8lOouuk1qvs6dJATHPtGr0d9KZdBn9rZXoIXpMK0m30V9Gf+E8cL0A8O3J3cRcy+WE0LSS+uX/uB5v+U+gHxDz7i4c+wnRY/nB/ddL7and1A9j9BDCceRwnKx80uZZoSKOD8owMk4IR41qDD3iSYQfgChAf/EL4HFxy5F5x37Sms+bX+gv98qtWbPRP3jwwvfvUgWzZ32PjvDA7K/xl+iPx+05s8FzFy6A0+++Oxo0B/2jj96ejY9z7r45e85tyzlwec7s26w95SFqupnnCnG0jMdo8cMZ+Yzz8c3z1ZlHdjYNX0H/hknOOfyIZPwi8lcYwcnBZwfBNKMRbkZvYOMduJpt1w4lWCHCIPjunVYkHd80H98MQC8ieatp5hBudwj8jQ9GI2qx59Me8FSP6Ut0ZO0G0/gBotGJncXPPFc0jPEa1smZNjWUSEjJcNPE3q7+HduXdmEaTeeGMdGlfwMF/Owv+NOvxK1jGx59Ct4dHNUayfJBwDX++NbbP0NXI+qnCVZyT6F+8JMDOPhR4WIBIp0MB6gz5nmmeq3IBcgQ8sQdBqAOuXL0rRsihkquSUoM/3wbFP2U2VyZUNCcX8DtrzpcBv/zn2GyHFDA5x3T1r41Q0Nr+ojPnMPV1bDJCF5bU2DafHFzdcMPgYHXf6e1xg/O7XxWuhV4b2Fl2ASHeVpET4BFN4xOzEf0GT8wC0sWM900jFVDlOK/54xCt1YIhk3HzxmpW0g3DuBPo3FEArOIk+uMRKtpp5FpPxl+Q+9DOpJa2+cbAIY4uHFz2+an22pFWUO7CU7KgYXPPL91vhtqfklfZsW01n4jLesxLWws/+ii6QqcvhY1r1vRvuspKDOO50FiywMb2+0By0MYAGMMGPcS6rdM/yY+ewwz8bdpCsuC6RohRYxoR79nmCCumA6wPGQhHo4jHiQ4x5qZYJungZULwONriTdMfUPIzMCxxeCbN+BP4Fw3w8e2hfCzSQOYjVEv0Gc0/mk6z/ABeqvhl+aYC4fptczzvRAPgHUMFBJZ+eeTvSbdIO02up7sZeW+lhq+BqauHUmFMYhU9Psc+A2VRSlxbhr3e/TzHKIF6uaTX5l2EZMwOUYy7jkQNn/0Ldi5dh22/cp7t7jz6V+Q7ePqVefGPG/SzR2ZneXRufhxFbIApYLvpo+R4vtTVOjAxm0Gw6KhjQNEwYcfmp7RN9avgd/t2bt3DxCvqW/UEzt2Ac+/li4zlcK//qKK+kc0/UN1atX7l8FU0P7+JZW6juW7Elba9SK+x+zDnqFeyEXluVKn9WN8EYkb66/y7FliKjgCjhJThv8D/1N2uKqfW5DfXACjTFB7FitxNI08a7x78ffrgYE/NFRvvki9PPIzxR9ZixRJ3EOhk5uP+nJl1lmgxC9jtYhvoujQH27+AtOln00X1xEvb+wlohaeomDUbfqK8e4Buh4Zxvsgymj60vQG50GZidyYe+xuBDJky8OH8SM/tAFiD74bD/GiVCiJ/VaZmZ758EOiAMsMiLHM4HdYZmTsLvhvJDPiOLD7a+RkP3XJLDO4FQ6NyezeFyhWHaUy8F3PEGCx8xixxkMskoUDmYJHfAO/hivmEi19wBk4JR3xX5k7i0hIKxGRx5GZNxF7h4BQcKM4m9Iy7f2EMNTr9KfMih/sijzmATWWhtF7/OBEkX0ZNSu4UAgXQgiPo/8grNxAvL4XSEAa8AU5gMw+X7iFen8oO3UkkEoeOY9lNjqNchm5QRpuKW+w/fCuI7rxcx4QnbgjmaNFCT5A64OZEIt4M4m0hOhoT/jVHzdu/QbPziFqF77+00e/vaU9XbuFTCxP12WNHia2myYz3JwnXjAlEPlDAHWBYwGSzTWkY4EZ40rHghp+R1ea8s6ZOGwceG5wkPgSBSpzADtrGrXcg+RQg8iX/qENigOT+03Lh4aI3n5wfnAQ/AmXGo2kDrVx/iLbBorzyD6uUunIPnQoOzFPf+EzDx8UAWbyFPOkauaRwyKhmHkssZucufPLPu8QP8KGKgpwn6Q3hGrSppvWd1Sk52mmTn26zz861BBfE+YCyCnPF71dNFWTl17Z/hZ0nsa1U+eUAOLNiTP/MKVJM2OWVO880b80VeW1aPIrt7qmuPAA0QlAtq9v4bwdQzurl8RkSg0svwn3blH5bIwGTCzmyXSWII2YR+kIuSLf7IpETk5x5gS7rsJ9FV/c3GcajX7qEf+a+Fnc4vw5A9SJvu78wq8FgudPjlw0vjJzmr0dSKoou2Aeiy6/d4umkP55yAPF6Bs8x9ZDEwMQ3/hRQSgHueEXWdu2vnXShla4vPp2LVl1swbcMl2C50EyoQUGsLqv78VFi0FbZsbNF14afReEEc4gBH5q+p3lBbFEnUa6EzNj3exzv5lnf1ueAS6S5VEdTzwxssoI/oB3EBYQQk8jpTSOvmcE0kNgYAAsHwCaQ3hMvvYeQUSRU915oJ/DMZUzvvIXsZMcoa8zz5GxiSDoQI4Uwl1b4K4a8GIdBJwu+nqGCTGdkWH6hAjNwLStgJV0PooZ6RyO3iLOaEUE8gVddBACF2K+jHELkdDDH/gBhDVQ3PDjWUFBYDitVOxeLPnX8I59nUevf3EKKIHDUuCzdbHk9Wc3DU197/rll+Hb8IOWZkepMFASqkoIzO7k98a8WJu9qKEsKyUrUJ4DWg4fmje7tjVMH/vWC1/9V6WCz21fP2XyxOZoffTV8zd/cBQkB+tlCg/XGfmvRGWEF0xsKU91dLTkqEr6UxYrACtNCjycIbWmHA0mnaQW5S1z6405Uzf1pKF78ir4iDWBNW1IavUN0SfC97tyUQfl+WsXWnNZTWGfTK0WMX3V3NtEf4pqlzg83wvwuATPQOoNQC8lpXoXkoe+kgrQH+Yo5aET6H967BpqS+PRFnlGUER1VW0U5UgC70L4pSaiprouirQn4a1XgjPVFI+CPyQANz56j+eN+4sj0dUaVHgCv1p4k+xz8XQ9AU+e4Dk5OfFcglzg8k+4zk7OPGc/J/IROxd7D1QCSprs3Oxd5M5gOhddxXUJdIYN5ryWSp1F9KPCjyakAaReykMKj9GHAyVSdyLQW4hH0JIhGZEe466X6VgGXJD2cSygGlxhJPRLQwUvcBx45AWa8BF7ehCNR1poFxp+c7R7gOASIGBPRHV1bZRfvN/s5ZgTvyME6eSiM8KXgFNCQmIq9Xhhp0yWIuG52TuJnb1iPUn1ROcAR5OYdnB05K4FrmvrgYuf0+hXTj4uUr2oZAmr7xaYxvVAPBQxOkBxSoZHpngEHUAqpWKlh5RinqiqxcFMwHUFLEuIfp7sofqRmvVD04MkpQHJXF6yacT0pJcj8HMkIkAA8A5wjQRF3MkRqmpVnUYcIfbUuoBOVMDDW4PqQq29yB7eqgQST3UhoyV/j3CsUIImkB9u5CuEU1IKO72TZfALALx37iKWE1vSk+cmtzR6+IFv7XguPFe7mR90AQLMdJY4Eivs3RzUzWrQ12zHd3AJcjLaubi42rnInAGO36vujVCfcfGjDfMR9wbkocgxXYGWy2O4wtpBnMToMZMY0QagsI3eEjwaO4UuOkbP8sxHXzKhB7GOkwd5hKQqHLxcD4HJwXy5m529s0PJwRKD92YFitSRYuDtwlfwk36FUx0ljn872LtIXHwuPKPMUv/8c+bSvuXZP/1EvCFQ8ueShAf/aPETJSG5EnU4cPZxthuiwuxc7eEukrgQbih5ugT+rDAA8FNAcXjaQFrvfhmos3N1SABpm529vbxcwi33a1pgBv0fpGO8gCSArxMg30K+puXJ/k//0gtRkNLTF2DYKxHVNbVR8pygJqrbAd48G5bLONi1ROAjCMuNJHgE0ldkbXWdhrRDhnkdEM/DDKBfQyJxu7raHYennp6iIft4znZ8JR9wqtEbF5kTMNq5orPInUZ+IALTpE8RmNZamM6rRrTmcjhSM6FYE1pRED8aa4IlXSSz9SsLyeajnNR4sFfQda9E1NbURamr1FzeG9Dbzu6VyJqaOo08S965DJENb57vXkEgZ/LxxGFDgzkJ9GYuwW8DzklShSuR6ZGL7VyR3VyGbZf9431feYwA6b5pCrKb+fYYPHFsiqOvI7lyIvKvBSxTMmRqroypOYLRhQCfZzFDLYoVp5HNOXMSEWZABLMc0WMRjxcdowsF3EAZKhmlIk0MXoxq5QzxRd4SBMmCBBGISqQTOdEEb6Cghj4gd4E3vgPAMzRU7QN/BcAtvEQHxKQnYqheQ3KRas7NHLhc/dSRIzWMYo7B54/vncZzdkbxTuJEZRJ+Oj8wEbwyCpbBBbNZ+gOdwOgjU6y08yooX44jJwPjHXcL7WatjLGAMpwOu46cF5MMxscFKWaBR9LyHAXioD5Kni0nz52NqKmtj1JXq+EtERPlkMzhtfOSdOEKrAdfzwhVLQoWTAD3sqpHcnb2gMPlE6D4xBg35BLm/WVYf3kazwkz5u9IDgAwkXDxdwQ9PBQgXOxcgpx7LNoZXThFg+1uGsIUO5DdhZjtDvHxD1ZGst8Tu19hGHAUOnYuZWypds4AplDijbXBusL57pXolJkobbV2CvJ4sBPbidk8Ap2RdFnjQPUGTKeuoNxrj1fOMvJlkiJQJAG9NfQiA0FU4EEQ/M7iqyhwkwSS5cRjzYosOfjrKbtIHF8Zm7h5B6B//f3ACZkCki5DWsB1cP7ySVB40s3XDUvOtP+w8bNwHteFyxpDIWHoTq5NhimzLIQiL93SfRbTWYDsIJ8Zc8wbZweMuGwpvd9bxQ/1Vi29QJ6rYEwAcUD8gnUOvxaxCQKlPvjVOdZUcuSdS0nM0KvIa7k46Ix5LWsWKI0Av7Nd442iE8l3mpUzszKYoMR6LeES4NjDc3FBhiF36rExe8zr6nt/Uc8ifxVyEliUYk4NYtasEfMCLo/Wjk8Icj7iXISCKpMRpHyixjvYRRwlpugo/Qy9n0YYkBqwNfIveBS4BfGvOTsJQ4XCbctAn6qsrDIc/gQAX11aVhEBnMk+Miu1+7duYZB7uYuDuwPdUrEDKHeY+q6odCRxK6g5uvF8Q/50YTwIsBe4u6PY3/Syvaubm32q6Za59kZ2fQXRH4mpJ3l8c5hnIgkb/m00xEPozuyufCkZ4xcbmyAVNh2bhM064NyM5Q7wxllsYTnyGYzJ3/oKAK+EjlRAAuAPr9MruU6OjjxUzblJ3MyRQ0MuQRZmkTYlIghOjT3fwcnPEf7OxPt7o7waZEvpuM61BBDzkUaBRGkGS+Ohk+WT1sIK14gthrEGZDDX3COqECbEJN54U5IlXEk5oBj/KgKKNVGKfMW81dh6/JD/VuO0ppg9SOLP57sHO7jmYNjBokCJE02uJAhQD5z9HEeXMuydApWnJgJnf4fRfowH8eeTE1GYscRJwEElPHcai2vvB7JyvTWagH9gBV1FzfRgYCxlR8FvTsU0JvBcufBbbfdyJhpKtS1xyJqB35kIJpkhBpZhw/cdnrUCHa0BnUxAYCFggh/960QU/PahD/6ZEkQ05uwEqD4xEfEErOEH0w1TuRuRreCb2wrdfY7M6MMKZM3Es+Ed0c9jhmWlfIQaEH4U0x1nqUg2ZtuR8MbGgPj4pEA7Fzt4vXo2EyR9U5O7MuyE9sD/CA5UtZrIxkiwdClwfw+A0zB16fO/cHkIkGM2iEO0nb09LcuX2YPHceiEF+zdHUNrQ0dvcrlOXCfeDXDmBgGUtVmQHE0n9DP1g6dZfnC+qkT8ZDAx3dbSrVoZj8xx6r0vspqBRO0rE483y3PlXQNMavJgTIdCIOjb83NWMtZ0lvlKXacGRF8f8AYIEKGsi3Gr/zmUBeyIcY4wpqSV2HawaSFT+gjs/oioO1JXlwUJS9x1QhmK0RDryx8hftS2dmWl2RFYtWHhypypPhYzJRJTFH0LwLJlwAOcweG1NkqRq5i9FOcD/3OzVhDUmPFQ8UTJthJGpqsYMXOxydS7+DtZLIbgVMMM6lnKH1X0ODbiMsFcxaH8FKOnsfGQPIwi8fwRDDzDSRvrj9FqEJ7Wkwu4PoXbSsJKwyZsnkBMEAA/7/6GhK6ZXYlgBxDAv2HOiy4BAb72jO0HODefb/GXnrAHpMzXP5W2c7d7By56115o77zcYfIcJ0aKQblBOzYB+fNkK0B1QD0Sb5STtyPZ6iYFZruACbwSegpnArbzpPujjvQhUYd1TouRKHRWY8cjO1zqAD+SCT0Uijcixg4YWZ/3TRcMYNwlOcOEJpTAetYQKJwEMaFHo65UM9rw+RiA52FC5/NHG1nx+9nYxzJ0fR2JihlkI85MuCk3h5t+s83s+YjQ1ETVJ8LNo06Eula9axGH5CyFGdx7VBfHnRPIKbFWN64AqQeZiQzxg52bqUG1mmSA+MKftThveYilqODHqsQ5TS+IUQMkEanYojMXlOp/Jsgar6AXVOWqxMQekFwqGH1THOpaS9Fpzr5fhFWoSGf3tY+A6Ib6hmj32fBauwsofLxQEXzTtUIFfMAcJCnAd0pZmBIc+jfJtaNIVycfp0lcyftw7vsOyLuby4lsh7IcWCuOEM2hfS+B1ZdM1eWTXezcUOo+3Ld1b+9Hjj5O3CuxhWD9BW2MMFKw1kHowP3TNTQi0jy2gOra9chXUF6R4/BF6vlCxJeOL3jA9ZlYZnUjPjne9amPWsMK8ovUZWAI3hiaEJqfV6iy49vBW33dA0zUnVq8pcIrwguA5cuBdwlzHtECfB4pnYq6XQ6uMGMLsI2Ad08MTXsKRIMZzDiCvCSIqMGahGInD6fur7uJ6sPVdXpIwiUozzhxQ+tCTc9Pc/F3sebxD1BOUeFYxkZmpEpLoXM/SLUkEuLiawyMikIpW2IQLscWenOYzSN+npFMZY3eSoe7MC/kIjsGHx+HzzwNLCWNvyOu09zsnKWOhDVZ4LGPDOoKoifc7EM2yYIlhSYfCEesu5Dz9rDYLgpT8yWOO1xMgjkgZSu6ljFA/xoAR2DG3qV7W83YzQ/T4xyALH8pG/hPgYqTOCEgZBpaGrr4cQtdHyG6IpkxmUCl3g/oNQwuu1/vD5D3bRmcfv5wUOaBppxpgbQ9zTgyU1Sdm70cx0jJWYZGDaaRCZp+etibdzhcTWzf7B3iaxPS8UBL/xiROGwi2uYjfH8V2WT4uNrWDZklU9tacuj9OvzyLFPEyjJldna/w0tX7RxO46ghwfpjh7ICzyH92VnqjIPwpYPyfDn87vVrgKcoVpNZBGivSzbd6xwrSR+x5JT9MIMORfIKxfjLpuCWiig+8v2HmBWVDb8+ywByVFYTJOE7+qrjK7MGsEsH+qDSB9UX9jifIJIsxVjrZSeJ61+bSDBbFk0uwjbfM766JDjLEGa6hmTjzslkcTbJNY+/sEoCUoF1gAaRiDA3jk3M8IyclRt2ZBk7SsPlYUKJcnGgS72rn0dsd6y31tMvUUK8BG8to+lGO6HTY5I4SeRdOOWOq1AtDPsTDOH6yC66PRp4acTA3t6hcdYA2UokxsHyDE1UBLBzt6e6p68GbmtGtxMdXpHitQThuQr+tOpqSOqbURkNHzZcVCaCJUjM79kJ7GjyvwEFalg6mfGV3TCD14dknDmGQyyOKzeLnCtyo7EZ3C/x+6tOeikDRJA3Jwsx2IPfoNRSWxcVmB7IB55w78ce67oYW/X1ZlWB3noJ2LcIA/uex87FQpFj8ORxgAtSLtnL6GkPfHVPcQG8cuYC4Ne1EU+MK1MfrFcByv/ptC/lh2Ms9jWFkkkTfkgFeoU0AJdDSHGBivvr57GgNVZOaQOoSYTpt+9GhLhW9accp9SBCEDATfASQQWkBEhShctti2t7BKuMKKJhs4PX5yKZeOu8CWISAbrhc2sGeJ50mD71hdd2OIhcdoPo3aAOeaDV5kzvgclOEkdC6+rrtvDvhXYCh2qGn8eQLwiQnvQYX1kDmh7pRqrV6LHpM356/2iuFWvxSKGIGanAkQ3VRDW+Li7PPWFKJYizCKHbMwEEu6wiWz6znwFdwzMHHMylKcoBwEd8jwM2oVqd7+dCDpijCFtjsJEOF1TsWEwdym89VBDCXgY8l44dSPIjxQC9eHKSS6H6U4fzNhv2xuqOmCBWC4D6wsnB3Z3vqJ86pT1OECgNRKL3CNRpRHy479RaeG/dPQ5xUTtR46VWR/rgSuROZPcAky3CPgNPX+U6c4HX43AeMUT5REZE+ji4CwQOoblZuWGmV2k7Zyf6rQKwvuONjhNfEfIZl2ZQPDs7SqB2595EIdzpJVm2TBghhHr4FpJ7A4djt5odg5Y/OIYwrkK1BPEx/xgbYSJtwzkKVXbxS1FdB78RsJUIBu7XcfmKYPzM5Uz5+oq3WhXpi0I9/CYJ+IjQp3AJc2vAkqAQt7KzDU+1YJi8HA8USs7N1Nw3nMCg+pNPT8b5chHXwcGRK9J4AMUk2t7enusS5DjPMujkOLrM2cMZl4t1SJXM+ALGKenUiyjuhZlxCuJV6eEulgIE7N3xYiVUT90/8vTpXnZANi+IN+PmDHgJThxGSDcLfkKglFDFxt+A/UwxOEDcNQ93PPG03QZ4eSNRRPYTiwG1qKPtncnWGsNEWvLBnHt3qd3UPjwOBlCQ5YYBFGeTAc14KRtvkYxjZIGMEhg8yOVRoRF/wXV2DsL/8tKAVzJBSJP7DEkS7zhvp5i0bfA/ZcAz9al53xPI4s9E6cEOccDfYNRe5BhP2oscXPpR2bc0WgVafgpaaOfuwLHii4+RXKKZ+8hsqH8AY9gWoGP4jRmeIQcb6h1oHh0RVh1WE8VUoedmMU7ozyINDcpeTKnmf42kLsOMphdqQsJ9lJIxzeI07mjBGkxpNvF4fb0BkiO/uQUJz51h6KxCMeMJS8zA9wEwykx6gE7rICh4sNonj7jJUsK2wS96Q3IjGEpf614OUAQJOqvMVKNsAhxVymy1Il85fxU7qjgLo7Uy2pH74aG+/u0/cu2Z+1VmepE5h9aHvooOL4C2F/B3wGaMcfO9v7gvIbm6choZDZM2g1kCTDbCaGOJlMdmUoaVGHwjCN84Zj2SS2vNM8IteViGzBTfBAF6VCFJ+VJifqFoEk2HR02NjNA7rgSXwqujgbPYCahKFSCJoKjq+AIU0+HX80iC6HdTiHk0T5YqC4ajYKWsqkIYeEsoVol9/yD0bZPaYmFkeQwAdvAvstqxA2o8VII6FAvseBkGohdARw/n8h0VKOzacb9x95AI4YzJrlIXIspZ6M4fIClUdB2AZw68IhNxXZ3Ja+n1HZ90LPZlcC3hXe0ocnbwsoNv4/vX9bCTCqN6EQ7xY2Z94IG9IF10kF6nFWMR6LWkcGwWPBAwN/epsEeut4/C3wD9n9Wg1cM9wd74QVdhUVdXUWEXfDzDyz0VngoM/PLiu9+5X/zUpHYRpPWTnxZ2MZeMJIIbHt712+ewcZ2ZS06m/PN89f81e/wf5qubLlvmigPAIeNJPVfIofHcB3xLF3AI/RW4myvsMe1GNr2BjCfeMZ/H86CkYPIVIhbuonf2mBT49/A3Ug8u4PM0c7+daLliege0bOkhPsc+sQH+RrzDngfMvDLiHdPbV8Ak+FsP0YJ4XH7vFlVO/8Jx5AShqGcjTkHk2N1xMXqvU2DRoxPkUos4PzDaz++cv6B/zer/wBHgMtp+fR97oos6Ay/2L3vs0e0vhMErF92/e/fil4HMmgDOinu38D15Ny5nPvO5GvWvpjLQ5x7mcxNSfBN9BX2ezHzOQ4r4hVK6cUEc89mJw3HIR+eVTvu5d/C6DWIfM9fBD+WtTkrJ4XOYNUECdgJCAOVGMVPIpCJ89x9PMQTWySVakR+5aGgX8EJg7d/wW1PHEPyD6FxWuH594TLiX0NDxAb0GgVhRvjCZvj6ZiOpO2Va2HS6CQqYySej7+H5hcZ7t+zvIPn5coLxKmkZckZpAIfvxpEGiD0EY11JdbTGnY8nLBF8N3fe0Tuis5/AFXAlLANHgRH0fPqKx51h4t7wsAmMnjz78stnh196yUgEwovPXwI7QQeYBnZeeh5+QATgSX9GowRkghyQCzLhWXgaPguZewG1927x3qYykAQCLTPn8CQPhhiO2EpLkJsikIsnUPHeNs0ceksAP2WmexiANxJFpPObDOMjz9ffrK3rmmUElVfgdyAMcAEPhMBvboGpmPVdYPT8MOScY+feIJ1Moq+gd4HYykjUs+C+eTxAC5jPeH2+iB4G7982NS64bkpG7A5jtkkSuP1MaNeZMjf2mt5feIqQEQkj+5AATF+x04VM14ltdw8YjSAKvo/lPv3eLbsAxKs9jvZAJ2OWRGliwNgMGhQK7yMiJgHobObbBFBcxfJJHQVFpa2gZSvkZh3t3P+0H/x4CEkFywA8tvDPlxYs6ej2nNV4YRaQAHtQeGX6u63TwVbTHeOK8uKn91enwSPmqUhby5P7eqsmfRMY+DGWyRvIKBPoNex8a+S5WgFfywfLz527e4a6fObuHHrN3Tn/4zpy55mRw/8P1xFTz4xe/X+4DkSfgW4PvU6Kr0NiYq87gyhEFz2kLbxjIplw7hzMOmPh4qF92l5n5uJ/Xmfm4n9eZ+bioTzQNtedOYPOAOs1NLu3skgK+s4Q82AWvYbFDJbzTAt8rfmKM+AlfAm8cOZ/XmPa+r+vGW0ddw3N7j/A14I+8JJpFUsqOt9P7CQ20L8y60Xwzs1yLS1SgvdXvwpoLqBeRWeHciXffy/JZa5djq79nN3Hgq8X0TK5TgwyVr8KR7lw5FX6c1O7+VqCc4BYAx6jr6NrXZlVexp2TxGBlhTJdAeyWrKzW7LAnQlVxH/DkpPD1AYD6QFDpk1jfPsAsRP99meOA7NOyJIfUBaQCXRaEXgsO0qTiVog7uRV0cvCDIYwVXLy6B3wr44ONt4fQL96jCxz4zniOV2t5vnDlcz84aCHzYG+byLq/fOg/xibhlo4fi60zSxU4ig7HZqZDx1HO6D8qXhgPjTDi1InNnf0kEnR395IZCdy5sbfNy969Nr+J4SCm6A4u6GXDBubHA04YtjEexXxhscGmbxj5gxnIGayISW1mdyHE5KOXRvU/SacMki/vQK2kgNw09WuvSiqvzlvZNDouHPV1kPH9qQBe+jxlpH66A6YC1ffgV/Mh0JRufHDD64FB4OcdZuf3LHvxA0wefQtI6O3KNjEhfQslAtQkYqhL/9+EhhVor7Ns+AxgLQh6r3t20ELVWJLiSTgi52U0FSoik8xEJsdCgNjLKSRx40gDz5nS5GOGHyeWG2auzqjsnZviq+bmUBGRjkIA6SgnKnG1hgk1XiMTcQTx+i0Qp6HVhSo5IrMlPG5lCwAgQ+5Yj2YAOKtMkl+0Tin7pFPHl9/5vSqS47GQfjRPHgErgJu71ApmAb4Au70kaL25tfmefb4diw9vHPzOvhCcPCVLy6snYPomHjvW2ovogNlbhp3gGeLsRjHZmZgAhDJ2HSJSHEBxBvwNjz12ZEVw8Dxt3lvLjO6VM+b0dX7SHTauqHN/dP6XA4pfvD69o19X/grT8w99L5MBq/09m2fPm9bz9vwzktLep57hsWW5Qj3XEd2IuJ4cjh6s7nrpawxIJCPVGQPpJcYQ59AmJ4ncsHSc+eI37H5gx7YDoaUyNQ3nusmT4/W9v34VSD1qmkqbhfGUUPMfExvdmY6sy7DbOtsL0kEH5Sj9lq2brWxcNjONrUQW/YNbNgL+4itqE08jzSUPoNodUeSQrUxnlyNp9NqNebJs8oY+TgGUGyzMEBzDSEqlSI1I0rtFdo6KWXkl3EcgZ2wlfgN/mHhyS8gOyYqLDYttiY4rScyfM9DWMT0QCE9B/HozgllVnU8SA8wkyEa5+SYceorTYBM5hcdExwkDCwu0o5swZLALjVOFnDY0zs2LDhQrVNlS3WNCjl43EY8rOOb5QPwHTfqIKKHfd6BTmqZkW5FH9RBI/QEQhSp7jxhKn7iCUoJrx2ClwZg7wBc0IvxAzuGx2Jhxi/um66KETne3vrBCasKpUjWNMtlS9/07pyOjYce++Vu+fHUWbPsB5dMn5lStuGDvfAe/HXSkeRZIGf+wglZKZk+8tCt/cee9HRRwNMzOjPTYgwiuW7n6tNPiZ1kzLxhPG/fYTGD5/yYOcoMogNa+zEQxxOPoTl8+jAL6AjNz2Af2DcG5HS5VkRHRaBrzLCOrh+lyFEWzi05aQZ1+Bzun8K+wTvNYDsBoiDHFt/Jx5Ceh9iC51AZNh7ZacTMWgDKdj4185fkmgEfcdr8Bk4sBpllCOYZR51HTGNw752FuYWTGdDHIkPdY0lxhx+59IkZAtYwf4kTk592QLDP1PTMKQv604md+R/fYgGiX6bccMwsU1QnnEWxhmDrE4tMcRlrRuhKhRKLU25TJtjItUum+oT4DRyFZahmWPHJDB0j0x9RlTCMqgWrXOEv2tBLsBVuhltg66WpG5Bc60EaCpv5IA2+DJ+HL8CXLXPDec8hGQcij9YxqOA+cCxGAmQIs8iOxquicCQEFhXoym0lBjyXb/kO1RAGeB5+O/B9Yc1HSFy0Q1dd7c36euhlQdq6MVFNngw/hX/Du/BKQVFh4bHEcwRn+DykXgXvMyLGcfLeeSS3MGSLJCs1vkyAhYTX/7BwgQnMXpYPjBjBBvDBhGrTd+sPwPLZRPE75PfDxz+6dOwsYTcM/wX3w4Ob2wkpmTCaDz8w1xYi+N21G0BE/IDec1AO+fKxqeYYzXuX8Uf9wyRESQArBquvYzmxwvonGSF7SqueNqkPfD0EuckHFp6uNxxHYiJOWcXz4lFrHXHrozen7T4KvjCOlhq3NJZPC009Bh6ziIZdX2OXxPipyNZL2UW2UtY5bTzzR/DyKXBmoekifPMpmxqLrh8pomIRfjoAjrC1FeKby/qfanxtZWnaUmA9IBGrf6GQmrMarO9FJW4WU1fdLwWbUooppkuZemrMNj5m4xDDH85lEoZDVvNay2IZvMMYid6LgSMg58Oo46dgBsNqGYgGUswsvAZ2w8jr8E2w9oN206VnXyBksNKIA9BbxDmk7RSj6UtCdg/0gFehwewXZt6jmPHOMe7Jf2Rb7CHWChiCMIEy/liU2fzFw9j3W9ZHft6JxdP5HWw4YhFFuOnL+4TQMeUzNmvMh5VY37DSjo/kwURlma2yGcNjc3AyYBSP/rgxovgQ7N4Cji42dXut/XjgOMq+HQe1AbeZ6IFMA2t/E/m70fj3lcQ9GSjdthiIhLFgzOAJ7n8ZeSSPkwYeFbLp3JpjkwHjAcyKm//LPDR+IGktWN8HQyJXdkf1ZM8i09NTi4PjWIeY3vGP9vLRmyXOpKfRONIyt8VD9BUoyMuetB65BqisPGhrPqj2qEQ480/6F3cuwY41Ycy1lMpAnx0tY0u4DnHjEn8ynxGHeN0h+vxfjnltE0/BrhHEeZw2VyhyJr8TgmFYwCydfQYvmiX6lhG3kUF9umz0Q3bBLLuuqRvVHs7W9bJME3w5+QVeIwtb8dLFnUajkZixhIzpMVFL2Fzx571bdn4oV+AVkAqMTZUKPFnHHaUKPKYkwoNMco0+RiB1F3uQUkKpwNtaUg4oLwyLfv1NfAZlik/OiH/7TTT8CVw5PLHUweTmUNrwIvGTY/HE4bMNxZJLL4Dox0H4c5cuPQs/eBxeeOGS8fF1wB3++ug+4iZwWvM42LfGSgtXw6x98+MoWVqUiBaUtqSM3Ytw15gYPd45k5QqWGJIIfz33kdd3n5HsGov8ATee1a5v/O2y6O74e2u8BAKTqVCw+vAFlqpnjUrXCnZPHBr/r+WbNrU9+n8Gys3z2qq/PRKVTNBvVvaRDSVsmuZkC4dDUgmLigWIJlQzNolMZs7A5S2Y2tSm/fUHyYXWA6OEb98as6eJtdPTCfNWZOuN7+RgJ3Ex2DXpbHMWXF/0nwwiTKxwi4EyUbA8cXZiWbzpWYscyq5SkvSlFreEEfht3hxFfC6u237X5Z8+ff27X+xmZLcwh4lljG3OXMsWXLu3FmWFGk5Wuppbop5DV4A3w2MjXrxER0yikvEjzb9Ovr+8DCRQtjvp6/AXqgx/QwbjEbuWuNIDOgCV4ATWy9HwEp6rnktHm5LZNtWtIzsAabR0wdMqHYAd8H3OxCS/RzWQ/9jKJNeM478GxSCA8dwOzNQO91IXx4MJmZra2bZObtUExVZdPdi4fdHXyMOmOrhwiHCuwTY95ykP4UbFg4+DUmjyZ/HNV6Y34XxNayk8pGcPZm2WARs0xhTz1P57JI48CkMgbv3ERSzTo7SwtfwejhYb0T0VDNL5Fg+EcamscyYnfpkZolh76ZThodNnHOm0yvoK8xQK1NxM7/RQiHxOpINs5ci3rowCQ/ZEyqEEIeIDVvhWiO9A8zv4Zj5556lf0WWwdYEDJXuPhgxiHC4JBk2vACgEOvFFx+/eRsQRY1vv7MLEKBlwdBGWInY395cgYzlR9P2pcZJk38gCkfO/Q3/PeLMxBbEz8tIJr54rNsqBRHf3L51PONLFGOYwYzKumMvHcXDGIwgtuBRDPgyanfmTTARD2CY12Ja9OZuq7f7dfaAvu4+aVYWu77RrC/hOH09qKsH9TQaN6YkwAlCsccB6ciT3Y0Qb7nErJLWa7kUM8iOok4QfXv0ZoG24+Orm18JeysBXoIQDsDcq17edP7gYHDhXtNkeO7Q4W+vg8dBG5hy2VPI0hiIcsGQdd0is5uT0FLjy5i2ZYHUXNMbCk8DWLCKrevfhV/Dt7e+SymNnsrW//76Pq7mgQJhD+4m3CZy14vEQkQvc68Fj62hb+bPX01fGX3u7Fn8sEHyCDjBYFn+c4DTTXEIyu3jC1Ectz8uROJNTMGJH+krpitEGJuLuF/TV1Cu2mOeJznMU6LfelnHsYDNpgEEu96+dngYfEQuP0s4DP/bGNT64+gMZpH2yDXysHmvAJBM6UfTzGNjeJ3900hPY2vBLVb00L0CLJZ0cL6bWxucY94rAKG3LQ/dKgDcc2DzK1NDBvK4iNaYEGC73YHIstMBRnX+r2dmvbkDLCBSLVsemDh4uwP0l66vqXsJTO6z7npgZHc8MLJjKYnEUWqQvsGR4QwlsG5LgbrAz31jjtpx3SEoJ0004o0pvjaC+fgv+gd9jXAQfTUfDhJH0wnOhLa0tDb8mgA56emgGJ5IB1+14bivI3ZS/6Fpjh3KQVGIAja0i4RyRlgSoGSkKJaKxizKUkSZb1VOXRcXty6e+EATHxe1MGJu3oFTNIwuqMqpdWr32rO0bKFaNVBx5M13ThYvIj7vAN5TO1avOTmnvna6w4uq0GP76dmt6SlNzaGqUNWh9Rv2h5mxhl0Oa8+WcU6pdWSVFXYWE7MrFxNNi0EV+HtoCOtutJlUIPj9ObmHuaHF2IUPio2FzNgUx3zzzLqWl31PF45+9ANcPjgIek1bB2nt8LCRmH6WoM6Ca5+CJqQfVi94D7UDqB03bLVsS8z9Wy3TCLJfZiRDSx8Yff9X+NNf8DOg+JssReH3XNfS7Tv6jeDXn99+60fUHNFBGJ96dMMxFpPZLWdjgjlu24OxWzwAt6qzW372rGkrrITlpm146PgseN8ELp5l4zl5Ftk/rvpG1lL8kZ+pbqMF65FNvBl4Dx6tzR1Cduj5nJHbiyDyclY+zPhIM1OXIK6YBfusBUuZ98xP7fysq/ZfhF+egppt4AiK7NnmtfuyU+DSNrxon/IfrcXlyMhvzML9Q8ikAWfKvU/oJO5/cV0OhC4IyoQTumgDoRfj+QF+hFZjQJ/DCWU4iRIQvuftR4j9SDqpav+/N6y/tavcJ7m98DPjDGVZX13JtBSfqOLWaG1jnhoUpnvLk4pCc3f2lxO63quHWrLXX1mftrS3K+JTw9oJNRvb40qWHiiv2v3YYHrqkr7+9Lo2ZZQiL2+CPHXHsx8ifc5GdOVw/+Qws/gBokAW6EJYKJKPUUrp8fRAhkCdlCUOz0zxI8lbHglthWVT44T82Paq0rZYIWhrPnyzf8mNJ5rdVRO693QIXAX+SqEi36AEKU4CbxffuAg/gbj52dVlROaU0wP5+ctOttU9tayoZOkTeStuPF5Ts/fGyuSVy3onZTpHZPsHqv1F9vyQlKYcX4WvyEEUkZivCW5Jca3efgPbI5brC9w/EP1FD6WfQvRTjKQNJFO44LMeYh4egDOgi/wIzIbIj6aaoipnp5b210ZGNywryZ5VFAqqdRMXPbqzoPbE7hUt+gkrXuqqmJcnLZ8QmqWV2Dv+7cGP7jq+oPnQgoyhPakDj8woCSfCZj85M0Y386l5M/dPiw5te3Ko7alV7dlBQVlTlu6p739uRVuUsrAwP6iq3MlHFeAVLU6WpXondVVooirnpE/clOrpFple0zXI+BnSC2810os7tmJbvhBbZDiJP/FQTNKH01g5mA8xjlCYHYvO8NC35VdiPxrxKeKGCyNLElNr47y89VULyrQe77pVzFuXG9k6qTHsSNzuBdOfXjkp1d8nvm7xE1NTJubG+Racb+25uLm8ast7cxd8vKfOEKGenJ1cGuGunvLkI4kbNqzsSAZU7bJzi5KS+t9bu+xoq1I76+TIiDwzJkAUnqs7Gp/tpOhasW3vvvzi/Vv6m/V8/3BJQkrZob8Orrl9sG7qsWs96z4p8w/JWvHmkmVfnexT8P2D9cVdhVwnLsfsMwokg+RxPkMhnyGZMIxchm8jGaRU0qpUWlG5+6uV/dcPNoRl1zbWBUn5QX6CgQVJDSmBqtz6yLDKTJUkIimgM3FWja5k7XDnwis7qsHB+cdnx+b0nWqPnZgfH+JJT3YJTiyL3XVIktScSbkYyqKEPtEF2uD4MH/nj4VJ1XMLOrc2hMZM22Xed9/i41VWeinWxUlbFw9DQdP89iGUU8z8f+z5DfuvLszesnbRRH1q5/pCrZ9MwFUVtMXF1yVLlRm10ZoEWWZsoE9smV47uUTDdZf6dOjL4yQVG17rTB1Y2FkakTJ5YVLRptkZ4OsFrw7m+mjzW3pWLZyc694qjsup1JZNT/EKqNrW07amSrndf8KSlsTmTLmTqjLXVSqTuZ0URKZVJbRtbdMKw1Jru7ObB5sMIlHmzANM3RaO+HwV6YXPCeG0cNj9LsaczsZYkV0aKLMTsuHO8sbieHieVjzwA2IRu5mJH0nMLciURAeLPRTR/vLYIHfwb1l6syG+OUtp5xEUV6iLq0hSeNiBNnXJ7FW7K5bcPNwsiy8Ica9c06rPXbCncsbONhRdZoVvaaLs3SWeIUXCkBDH7OWTDfSu1iqX4LxEQ0GYq5uqwOTf/9L82LjeN1YnGWc2ZAWH5k6as6Rg2kvbjWVhLSd+WZ+3urcjJKZhcV7N4hJF+qQ5kQllAYf2EIAkfuE7lxfLp60/ZfbTf/E+5/4HxZ8CLAmCcTmAeHPHQycG4C6Pdmehg4FETJPuIiHhAlgbAO7ICCjGlT3Y75F4AEE+5xbdVlFcq3J0jajJK2mNEYyeSV59fd/y17ODysoL/Rr3LZ+cGdRy8IueWe0RTQWR7gERCZlKO0W0wT9KZVj37ZM7r61LJ2cfBu6vdXS8Bn86fAj++0L39LeAz8lPQOHt+bk5cn0Q3yd38dvw2+H/wP3Xp+4peRbIPtz93cH2RA8HaZJ2Jrz64jvw+J+Dg3+CMta2LXkigbFtCo/+kLpEEE4j8imsarxvjiUWUXQO6R6c01V6Ni7F345y9FTEF8cklsdJ+RTp6KGID3mlYm5+iID0jKtf+cL8npdXNyZ4kydT1u04ePKl5lXBA8981ivvWrZ+cGGDPn7qhuNvtqds3LR+QaPXmqb33nxxe7dk4hsvH16Yl7f4iZdetaWtiKVtfJwY53jIHC1+x+NboiVPxpXh93RORNmcVTtK53x5vEOWUFBeqQh383K390mePKGoNU4UqM+U3QltmliRqiAcRYKgiqoS/0+790xSpc9cNwHQhP2MF5dPIHxnPNVXF+ud8MjwsuC8lJgwf/t87wh9lrZ0UYUqctYra7tW5oqf9FIlF1RHBsfJ3DzVBgUoCcztLi6aXZUeQJZuumiR99sONOJpmZknpU3IwGPUYoRODCAJmOGp+QuS/cKsET9aLLOmCnJcqiBtDg60vqF3YLWBm9iQIpXG5gSHZkVLvCVwwNe7vrmhXeoHF7l6uPJmtMsT1AEih/xlpy5cndb44sF17SncPYrd7//SU7R7y+r4DUHltRPVDc/tH2yNjSiZ8ciK1OCJ9WX+fqV1tQp5TW25v29hXUtE02u7JlGPzT492JTouzpj0TMzW/d1JXnFNWZ+qimOSE2NKNZ8MW/FinlfagrRJ8+wEJX35/MWhOW2zJwXu/XzocZ4PydkTQm1fdWqirRgn4TGjFteQd5utHedceOBU/XL3tvSluTtHW4IUqZF+fpGpsmDDCqvku1fWXIqncvErZz7sUKMTZRiRRQdMw4ukMyJAEpEmiJLpsYlNGbKQ/M7Ulb3gvyI0q4lazIf/f3pSdE1PYMbswMmFE4IAAMrdc0T1OKAH/wUIrvwoqndPXo8lZbw3f7ajODYWYe7Fj4zO+ajXZN2zC3ViusPfT3Y/MRge47c2cPXtexkeWGFk3+cWpwgWS6NDAvziW8uTFQKh9/mmOeYfkJP47kiLF/1AOahrJiHbw6z2PyxK+B6hbUGkS/gCkWM8imKDp/QrNW1FkSE5k5ODEpP1AQJwWRV8azV+2rKd67sKlJpJ2+ZlLl8TrWnJCk9R5nhlV4+OT6lz+ATrVY4i6UeDkBeUpjllTe0trdeR8xYtr/WXzP9SM/G59sVrsHZXbun97/9WGuit2d884a3+onvOne1RvgF+QmDonwL1eUpimAPe4GrvSiqJDEu25AV56/ydgpIblrCrDXqhu/wNiF91ZtjDp56j5c4Gmhr8uRbPMGCBAAxFoxi3FlIxNo5cOdtkiVXTpmTFJWbmqI8qqmpqIwMLCzIjgnw0JQkRObrJIESuNDPQ5FWHRWbqXCWxmRkJHtsiDXOaS8KB2nL3l0VO70JGXRRdYO6/+OhMvLw+q+e6p9cHky4+MeqLk+YnOy7wi6yatlzP27ZNPri1NDCGWkwMqJIlZqqKg4Hl9NmFIaWvALfuT3/9Z3zyqLslviWzHrsle/WvgKyflkVEFcYri6Mk075EL46Lt4WP1Av0P8AJpjSQWsFeyyKyLFA8bTuHdVivrfQxZ5SZjYn5Ewy+IbnTQy/+F5YeVqwprhNm/fY3Nz3QrMnapOXL+oqj0qbujixalOngXBdf2VddubA64tz5jbkSfrowMi4mEjXqWvKZarGzR1zj3XH7vCKytNEJsj4XDvP6Jrc8EgvP3d7inIUB6fUp+ZPy1U5eRcbn7Ty9Ben7AGexuK0ABsqYgaVFy6kK5Dx/UgrWuJZPmjpnLp9N1f03jg2JWXa2gK1u4/AwTd5an5MywQVEEQbMgKlaYlagTwvQQ4kqR2FmX+qawrinANCxHbe2ryoF+IX9S1OKHxiTe1HRO0z/9mWnj53b33ZjKwwfq5AEWEIq+nJ8/dJm1FCTaK4eKEJRXgk5NXrY1rLEpwp0BdbESeRRhskQaXZ4Z5ALQoQObr6qSSWuH2F9wf3E850lkeUJ8cHbqQdS6C28VtkrmyA0XiMc1cGv/NsrZjg/ZE4+2D7UYSJ/FxVxSnS0jwNz0XoDFc7uzvRSRX1/vHlem9N6fSE52afMCbL8ubs/2hZ/uq47MUzaqR9hvnGR1ITF6SF5gbkzm/I8kjcWBnbNaVWKq1unR49+91tNURXx4WTq0P2TljxyuyGQ705nkntJQs8SqtLRGlpopLqUo8FpR2J4pxFT7U8dr47fK989XOfzjb+9uW5tSUCcZBaPMVQHestFDg5RpVNTwz0l+hy1epcnST50R+xbDhI/z9ZbdoSpcxiQJKy4EK+bUGsNUNjkbWSIemfNFXzVm7Oyx9aPb9G4yjwdXMWudmDjf7p7XlFC6vC5dkdmVltyX6+qlgfIIkJ8QyrWdngExsu8ZBH+epmTUwktDOfXtGY5BuQWN25bAIlD4nw5Dl4R8qf+Di8JEkWXruiZnSdcV9LaNDkFzaXzpygEXmE69JU2illuq8oZx9P7xC51D2wcOoAm1O4NUxOmTUOCSNtyUUulHBccc/ueSRiOdLbVCust4oYoQQpWK8wbxnHzsEhf45TCwK93dy8A91Fcl8+FDu7OdJEzPR9M6aurQgKrVpaazCUVLRuao7wic7XBKTopBHls9NzFlRrRKqsyKF/rU5VVfbuPTfzMvz41YmSpJZMN3+3iApF9WMRLkFCGhqiHbzUgdIwP6G9g3dAiNcir6ppxp6ZqpP3Dhbm7/71YNaWwVnS0O6E+CbxeYeEyo5YVV1loZ+TUp8ZmtUQ5+kZ15ijjFXJRQrj/ou9Dc/tWzkpdsEHQLhj9rM71uQRhI8EhHV02tuxPhKP7OAyktn0sTrpvjhAmce6bRxGp2QrBDY+6PTmQRLGXcbBGRF9OW/7z4cKtqzoLo9I6Tk6A0hCvB1V2TXq1LqkID4ti0jKJO3cnO5xHFzsSEDEqiUhPJFSmxUd15ytBIATSTq5i+x5ri4OBFeXXxPqHxcVxhdEJOSqKrZ0pRC+cz58vDEguW7OupLSLfOLnWY5J9XMTm1cUaGURKVm50gpojY3NVcvyC7Mck9Jcc8qzBZq0vLFARlVUQKpoVr/xD6Rh7uHE0W7+HgU1aocREFqT+/wQGHYpAPmfXRx7b+cGZPpfHBMg7QxqHHBxWpArDRtJWI1L8BiHHKlT0xJjKFMK/LQlBkSEQDx8cxaNLlnVZa7g6qmqGRipJNHRF60JFIdKXH1cndQF7Qbl6ZkrVncWRJeuvn9RaHtHW2KwKLiXMmyy4/mxzYvzcvta4mb+Qb8be++e6caqI3zj87URU8/1N1zal5CXPcxU1Vlm87NP2NqXvPiCX4DUTOO9tYvyJHwRKGBniXN7RE1e1fOKAgJLewc3FMz78sjU1z8omTSKH/X5Eee65m0d0GVl0vipDUTG/fOSdVO2dluzY/Z3Nc52eNsaDzm55vhzrgK20OsQ4aklNLZxZs/Gcjf+VhfU6wiva5jboLIP1ohiqlo12Y1xntpa6vK1X4JEb6O4iDv85o0JT973tbSWcPFCf0aLdEC4NrLK9PdFEk1PQW5M4p0MqHdDKdgQ11yRn2cV0r7QBZRklKhETp7K70DIhX+Lvv988uqVLntGQFJOX8DsN7Mw8e8Oah2bDbnCuUYsBkH8cfqaRT8WEjPHUP0tprmzVFPf2YgQhmn9HSmPbXFsTEleh9PX7jF28MrpiJBnxPmrirseGRlZuPzO7p99met7DPqi441LvHQplXGVexe1V2irtxyYZ6+rTrXx7+ytTN29pnledSvE08cOVC0NDgtKTm3Om760Z5kVdG05J3q0tC01NAy9c7kaUWqiO5zG2YfW9qUG+cjL565c1ZCU7q8d9VlSbxWaR/QOH9w6PGSl0e3pvjH5IYE5+gDDItfHasrM7l/MM/AsMEEycxmeeYxHqYuZoOi1jZESOnMpiO3V/R+cbA5OL1W86paOWdp2vT80OSdedPf3l4fVLF66r/jag1SoSpLK83JMIT7gDKCO/jBupykrp2NoRX58a4gsXfCxlVe+sokYkl0ckz71pbS9Y90RETWtPdXR3bUxnurEzNyA8FJxi/xuEcF45eV/+dYKasRvlWVMlarzKob+j7XpLiRhW261NaMQJ+EhvTEGaVRoKj5ya+Xrbixv7bt8Odzg0pKiwK9grVevpFBwtd8whOlagXfDb6d0Dg/MbwiP8XT05BTGlaxaWYKUd60f26aesoh47IX5+gU7S+nL720Pr/i4M871ny5rVgki/AGRwM1/q4uqqKUsrKMohBHrVqSG8Ft2tYe6xmi8/ONCfGKa16SxeqFqTEQr3i1ODvyy+JtBovgQSrq/nEsvlRgO4RFpvl4ROZWB/vHhnklbq/PenRgbpUmpnZOb4+mocU9NTlcmdmg100p1cATIHf5izOjOqch9CYOSw6mm71jlAFRAW5+ceUx8O3oWO/Y2r4np097dmNXvmJZZM8723r2t4ZFl7XrTK606LFXOsOQj0ZnqpRJ2jAhUzcg2t/jfseMTbEpldku0kBEs4mV5PGZuojZfpNk4IYlQ/P4YjxOzI5za5G3MWGTgdLv6Zv6Nu0u3AbhmXYAgF9SnUEcnZAZHJso9xH7GSTLFSECMmbioo2zCoODU8vV+x5Xp4eJPJWRngFJkX6XgL/GII1qyY+U5D7SkLGqK5swzDw12JIsmXT67hZ7VUJKgsq+6vTxfRlcsVwrA/YUTUlUjwW0D73XD+f1vzg/VtNxaE5hf2MsXQ58yqmI/NaEoPjIEHfP6MTM0JAEVaCrWGso1OgaS7MkgtRJK8aN7cf8o71SZtjJmqsOmyR5Kyi9MUHblKeWZbalGRpSAkBb08GvFjU+saazIFhTPX9wc17V1vjA7Ol5K27sqyHsN7y5IFrW9syjM56anxzbviVx1qvrSqJrFqzekjf5yMrJGYEGLahOLFDxd+mmDDWb69cziK407EeC+xxCbgDmwtvqOIzdWTMZ42Ry2yyILticMnNzRVhpjkHsmZJfEZ44vzEBvuXGV6ikiRE+r4qCIn28NcFegUWlJUFzPz/cVrv/xopl3xxuBkVRpTMS0xsSfGTpram6tsJIekvWkuY4z+AYPz9diKd+ylATiMiTqDWOIUUZyGuKQ5xc/TWBsMI7QiYs3vblmh0/H6zIX39paenml9sVujkvLjMemqJOm7vfOt7AS+QIOUuR/MeSEYNZgNxiXdRDAJClolOOxT5mDBHLRmmenMUMMKKQaDZRkVxMi2hih3tKpsHdJdBPKPT1dxSmZ6fwiQj4hENEco5UVZ2tSmztWzUYb1gzuKgxrqh3a25UoNrXKTi9Jiq+LV/lr0nyl8SE+oCkhclZHTlBQbld+cmPTuB70NzwqTEVa8ILdyb46NQy+2e5YeFyv7AoASiJhBVgNzXEFzmSrl4ykTDIx5Xn7ieGL/wcUZAS7SFJL26Mq1rVkRfhIVKlN/TkFS+bmi+e7hmdOTE1ty3Z189Qn5zTWZUV4BdvSFVoYkIzq1TR9RnK9JikLq13lFAur60+lp5hx/d0C47WGDTSrFS9u+f7ZydUMmuecE1xAdmSEN8tBfdZhYi22IsFTlqLDIl5VbsIL+uniQJJSntB3mSDj2/SpGxd6//H2ZsARlVk+8NVd+vtdvftfd/S2bfuJHRCQkIawhIhhLCFBAhE9kVINBAJW4KgkU0UUBElYGQAGVR0EBkHWcagOCLIADruMxrnzZuJ0fExPpfk8lXV7e4kiPP/5hF6qbq3u6tOnTp1zqlzflURpJvnHvnL2sf+a2+FwWZ37fSOvKuspK48zT8lk/nHv0bMKkkTippXLh6fCV8atXxyoOK+w9UPvLAwJaHkzsKXf/XN3rKJOy+uZkJ+k81+cdHkurC9uP7JGd87UpUn37V8xcZlFzhZT+H09UclWbvo5jmZifsfsDO2BkIqicANmKJeKQvWYWI9i67+/d1TUR24zzdy6zYXFmOsRJ7EJIOblpmGzG0tu6t99Yyk3GUL70yevmVmQJM4fMHOOcPvmZz1ijM9ZI8LuNQq9+AMVZx9bfb9B16vU6flhUeV+vVJHuP06uOpZQVxVGDqqnHVp57dlJRcM21yOJE3x5mNST6jK/hEUeHQmkXpJUjuj3vs0x16X1xiZl6cOyfeNH5KUeXKsji4sHjR2NRVH8HgK0pf+iCXfGT9zimJlZPLCvxZk+uLFa6cRAvMKK1ORxMzwLFpNc3VQ10lD65bNiGgc6VYh46xv580feaM5KJF5Rkzj954nHfGB4onhDzF2V6F3ml0DzXvndg6FOvdSZOaqyoeaJiTMXTvM3tXjdF4ByXUTJJBeaB6/ro+PWS0jAJzb++bkEjP+NH6IJnokvMFF2NzFQ0SusTgGP6ovk0WjtG1Bz9Zu/GvR+4cPP3e4lG8oGRSxixYM6PQbfKnZ6bp7l8v0yqsQ3L8CXlhh3V1s3V4YWrKxNUTluxdkPP8hMoPoffXo7InzM0atGjioLSyBUOGLJucA8+3vtYYylh6vLWwdkyOdpLWnVqUOWtdmTdubNPUOxaOTjXLK6GmCMqduRnZBS7ZJGiZoPIVBBJTjCxFW4YsmCBkDLfl14yIHxJMEtS+wLCMwLBMr8YyYnpDzMfIpXA9QI1zemFUIA+l2QF9M0UXEV1kl4PU66Sdn4jNS/etqf3f56FZdzEj359mkYcnBvR0jTM4LCFxWNDhzBqWkDA86FxyqveRyhee2b6kqHD50btfPpy5+PkW7+Axk6el3bF2eg7nyM/RBLLSlAdCBXaGcxTkqANZ6cr9BUPslCW3aljp8OZ7Zo1MYt8cOzo4bcPkClNmeNrB1LHFg0y6jNzihLi8zESdKTRqWsHU5klI76nZ/NsmePIqjH95wrEjE5ZPG5Mkjlm0e0lJgjohf4Q7c2yul1H6430yeO9qyuDLcDlDaS5G4fO7ZXDKXBiXW+Jb8NDCielFQtGkecsaiOxvIWuviWhQkX0hpv/GNCJfjglLeJqYccQdoI9sEtGdJjRGOeMKkmzKwRVVvvSZ5TlwriVj2OR5Q9KmTBgX33i4eUFu7pxV7Sv85ZMr02u2z8lJn3D3prYpU/dtrq9Ip3e/C3X7w85hS/Ze33zgh2crZzz/w1PFmx/asm5psk6voP4FHVkjMzJGBmzfUAq9LnzinaszjkDm3Prxcf6K+86KN/t8kDIn0XazieLUp56zfXELeTlSb2LMMCj3Nlsv1HN37lpYqAw0ra5LmHPg3uG82a13wYTBWWjsBpU219WmfOcOlU6ZFVy6szpxwXNfrB6/+8GGSYHfvxw0WTWMp7h22Ii5w73BCUsL9zODJ7XsKfUMCbgsBfPGJQxK8eldCx058foEjyF17KLiLdefbqjI0SUvWLW5bP+H9xdYs8YteXDK3rey16hLJlbFlSyvzM6u3Vw1Zd+qO3b397Uuut3cNw/04NAyOsLBElRDbHXGRzgSoRvxSORFdjixE3ZW+3uNW7ufm+2b8MD8IWihZKjMisVDcqYU+Q3Z00YZC4YM0sI/FFfn2Qz+LHegadjw+8N5M0oSh9718ER4SJwRl59qSfRah44uTwnMmjUzo3BuacojD5cvG+mFO5Ydqhuct2Tv/MF3Tq1IvFeVkJFtM6bpxs0ZbIobtWj0XQ9PTWaUTrddBjNHwoRwdSgYThQsGo3FlFM1fPrKkc69yIbNGBpQGe0awW3VQteIu6es/G2hc/jcXWSvF9PmNUQbLXCRHc7+rtp+3i6Y5NfhzCVMjPiEUGJ8v4VHl4OBK5L8JvxKP7D8wIKgr3jGkPjh6OL0mtC04QnBBc8sp/L2FIlfiz9s+nRfJWyBu/4gvv/7WTXPfNzy8NvrCwerM4KpqgM5eZrMYKqSqqG9hTXhYdX5Nl1cjp/5ZGjYNKhq+JjZhXa692RI/Ofp32Xd+VDNu3/irlA5C9qW1myvzUqu2jpH/G/OYNSx4udFVziz2cBKOtr7soNEf+hv00U9kJB0KLqNgGPppJ0Ek+SfJRyfFyFG5KNoVnNhVXJ5iW98SUbq8Emp6aOCtp7j9/33sQVjNr+5TpdXcocfap1FRUXOx65sKKTKtrzVXLCioGj9W1vgw1aPTgb9RRMyUksCNpgxbkE+Y9n83q5x7hH1E3tfL5gUsuWuPNf7bXn7D0dfg+ZXpgmOJPPCWfo4h7DkrHhj/4s3D5Qb9Gtq15d7n3QEhycxygn1o72Fmz5r3/r7plwynveJI7gXCd5uPNk9IqiSNAaSlFAlYV4EsyQvl6AWGiTQlwhkCUGjoTmCY6jzYVx2CcAmNy8CYMZuVTn8xUPD8ea0tDRz8ZpiukTX+5D8btdchsnJL1yZOjFVv2ED5EY8OJK2BqzHOXat82UqVDuzNiR2Vb1YpVSZj7Gs2uPxqM311fAQnZjuL+EInt+8jtc75ikMCqGcaoPJD4jJBr9uKi1X6P8AH3gbnpte3PuVyqjiZC8as929r+8yytUajUwshv/QeLTUQ0KSuWj7ru2Fs+81hCN5QCzD8SAOI7PBpDgZZ7SYcyKnZ+Tl5iVG8w9NqCDjZMAsRQTSRfvXJqhtZdVSlDdGWdhfWL61wPHY7H/84aOykoyxQ3v/MuMvONybFehs3VDDEHywhngdH7Lx6GC/Y1ZaziOjMyHHWa856J96pKhvSQdZznTTW7kHgQ2MP8FrjHIO2IVrF/PR/2OqsZOrfgc0IAy4m2cHD67OOmExAqWOtgPhWuG1/PyLQXCMHzv5mGLs5OlVrwH7zbPo++zoLzxYlze42hA9UxQjnMROGMV5lMunFhZOTcqpmpqXiN/17tjxv+x3hZWVBQVpGm1qQUFlZWHLg61S+/YwIj2fO0ligBOllHMZPt8Vv0VfnU3tHTr+rrLF08WOt9Fr0eCz7Bspa8aNy90we+KzD+WOG7c2OVnK3waoF5wRhMBdYcGYY6DTHFDgQgalSjYsV7hR2NHR2VPYKXSHNQk58VlpGekBYVAo3gmuFeILHehKFgg7AwrY7og37Eu2bPLrvdqW4CCK5trTlY5DOWygsDs7u9uSLRa+gR6d2QIqBvudQ5MTyb40SZHMLuj7WYUpcjfdKw6/1FvwWFvb5x9Pbi+vl48ZVVEKT/cv8OINfAf9fM/bBDji/hdfMRg6y8sa1m/q9xbHYjZF+0/O84pD/R8U52FkTjlgrEK7nNnkaTHrNbSy3S4/ZOTVY7SGUhnMAaqQVlCMMoV0MsHmsAzzYxp1ZXfe6Oq81iV0Cp1ZAHcY97cb9VTo0OXn6/T5wbAKxHviA/Hb44/Fs7AGxvo2MEpXogfJ2WZerVetXLRrC/X27t7714uP4yN62toQq5vufL+RuVE57aEnKnsm4k5Gulp26arVFu1TGznf685wQAtUdn27oGqnW6xGBc22O4VDZpmOp+VjlKZSLRdSCswoS8igFRw2MMzd1x3cmfz8/IH90eejrigAkgkBzzEPA2sMg+JTYgkRuEN9kcCoK5/AeJgNr+IOVG1r+fZbqQ9Mw/WLP85ramLTtj5Z2RRpPWo3Egby33MYfXzNz3ixsD8vqhEv5qWlh4SCPlZE9a8EQxlCNiKg8HFnDxqIsCd0C1/mFlCZ2azEmVn5iDX/D7xJBsf0C+OHOLTknd4C1MnPP5qCmXLsSMSUr0VG7ecDejs+JeP49S3jGxlX+SlEn1ywIiwEcjLdabkuwRfKTEiMG5bXnz5KvTlNZxRsIeC4VojrOk7IQqygDKkihPGq25kWr9Hpb8/N3Je9KS21hVOabG7W165PyD2ksHr7KPOG2ImpIvR0BXHy/i8N9r+hGf3TbbhAHPEzMjFJZT/ni5+TR5J/w29+wZ1AtMAHGvT/6bxclpw+hWVG//DwELmMs6dwpDw1/GJvwe62tvp10Ph9Wf1BmCh+SGAXdsnbzn741J49iriEqrqsCiZJGgH0+9MXqJS8Lkdc2hQBXViPARiaOifEJRbMmBnNL5edYnuw9tJ3HlISPlAoSZLzlsQ8Cf7ADSWp9vMWSvkA+Ait2+WiRxLRE/yLdxy8Y8w3P2Zm2Sho2N96dNToEpgs/on04THlU2c/Rn2omFCwINMp3Jqq/qkHppBMdX+cIyG1rOy+555ltLVHn05JSautf3Bg7x6saZ53b1WGQyXeGJDK7ib6S/bNOPkJ2UH0TotzxhSMlJFLukAjTVMyQjmZLieUi+PSUTWznBn+0+mfTtMbbwNyBVnx255Ff5YdxHcww3uH/ju0q5s3o+ffCRz/ZBTbiptIyk+BfvmJqLw3dn0Pud4WLbPHSHlfrLyTlPdHP8/lkM8/Hb0u5TPy7QOxtPhncPnmYrGSXk3KB265/1ex728g5YPS96P5LN1/iJSnofaJpHw49vv7ye8/G/v8FXL9iHRd3B65/utY/14i148OxALjnyNli3SWHCo/T8qj0Pe/Q8ovkPbfiNHvGCnjc/SMpPwiuV+Jrkv9eSl6nX2LlH9Drpeh8jZSPh7NB2UBxh7jf0fKAVQehfM/+VP980VR+bXY/QvJ9dOx66+S62ei+aP0Z+T6Wem6mM8uJNfPxfJL28n130v9Q8rl+6T8OmnvQjGfKiLljuh1KR+VP3/L/W9Ey/JS8v1vxu5vJ+ULsfYypPyW1D+xkh1Fyn+ItK8y0r63SRnjWJSR8sWB2Gz8O6ScdfML+jB7NypfitFrC8Zm4y+T9n+EPv8BKb8bpb+MJ+Ur5H4M7nCVlP9Irn8p5jPvk/JVcr0UXR9FytfAgPlDWQfOH8o2cD5QdlIuROVuUnYMnD+Uc+D4U66B/E+5B/Iz5Rk4fyjvLff7bmlf3MD5QvkHzhcqnpTvRr/vJ+WEW34vMfb92eR60sD5RCXfcv9dpDwJXXeT6ykD5w+VOpD/qbRo+7h9pJw+cL5QGaSsQb8/jJQzSXkGuv46+b0AKadEv1/WEeOv/2XC6HoeKa8XK5nPODR+1GBSzhYnM//A40nl9/Ej50HlAlKec/O/mDrMXzjXHPOvOIWZSvKvCyPlSlZJrhdFPv8p+nw6Kg+N8LuP3ka+v7hvvpBymJTvQOXR7H+j8jBSzkff9xi5Pjx2fyEpl9zy+yMGzh9qZOx+6fOjov2V5Ac1OjKfpjC1pFwa+/wacv8d0fYyP5LymIh86438/lhpvMVK7mNSLiNlG5IfZvJ94yLytFKWSa6Xk/KEm72yO0h5vMTfN/+LFtlRaHzOxuRTC/n80sjvfcqtJPSbSspzb37H/IlJReWFUXkgC5L+T4/0b2Kkf4ui7ZXNJr8345b5N5vw23Cxgn6X8Msccn0kkhe/I1iPDCkjqUsvJWWWlNGn6DWkzJHyAnR/OynLovOZ7iBlOSk3oeuPEGxIBSnXoPKL5LqSlJej+x8g11URekSv86RcgcrPkLKa+K3ni48x89kDBD/OHuaZy4C7DOXsUooBgY5rXVnIXu661hU0RE5Wn8+Angba0fOl+JhM8/2393ApgILMzS8ojJWjAjqQGzZp6XsU9XyDXq3heKBhBMBRQI++5kaXHptZ6Cs7b/RcRCZKra5WqNXUapGJktDPxDZIeaNMXTmGJC2vo3ACaXsEnpS9jySSkra/Th+hF5JcUtx2FQsZ0CBnOEDJhWsfS0mlhRezSVqpT0otpX4VyS7FD/IdW9D8TmFPo+/wgMnhHJeCBRaDlnKogIyxqSmTzuN2OuwYVAlSKqtBJ2jUvEIu41iGBvgEJKtXuHaxQ2fJR/+xGdaRnX0NPwmXpEcQg5CooM+QQxOgDvTA8C3oEfKRBwPE70dBeVotlN/5yZ3QJJ4YCZ3isdpPasXvaz+rFf8blo4Sv4QTa+mFYjd6NMP1YvN1sft9cT1sxo/3of46XI91vRPidea/OAuIB2lI514YHiKzpWUzRngva7zXCtLZRq8nwbpCYxDUcZ76HDaZMykNqoDcme6x0lolRylBsjzBp6Y5JZcj3OiwZKORF0RL4bXuG92RgcOdQ7an8EZ39hvY+ES9DhI9egjUEYwmVNC5IVGMk3SMpFr60SUpPsVikHZkX1+p2/uw5oc//evjpvp37mwSnlgD1R/2/r1p2eewYsqcKXOa5i28864h0P/ARvho3ulnjl/moFr8Hy4tSfxm+XpK3DrkzeO/fYcTv4UaKp3ZpJpcNKrS2atRTR0zptaDeYPF67RsIcF0tQAHSAI5YGo43e6wOqw2uy01ea2TW6sHa/nMtc44e72VXz0oTZ6QJbd5FHKth5Y7TIOEax1daAIIHd3vdZOeY6NbQAWhOzh2UpVMYN/Cj+o4GBdBacMdi/IwooQvB/phv7Kl333w1fDgweFhgwcPO/P222dOv/02U360Z9pRZsiZP/wBF08PG5yPL7Nbthw8tHXroYNb5l05f/6Pfzx//soP/0NnXOk4f/Xq+Y4rc6NXpfkwEfXZiPqcCQaDn8LzGJpiKUN6Rjo0ZGSkZ2dROUGD1+fNG0wFDD6fNzWQ7qOp3GC8ymtKjm9MzGVNtnVG3eqMRrY+EQRzvE6zLyHemJQCVDkBpzk9njIbM0GKWW90ajTxupQcQSNX5yM+wVyC6XL2LGISMsV15EmfL71H0+KNzu7v3hA7hEuSewLXIsYhZNR8ZcnHzzr8wn4VeVsd95I8CEFNOKgKKILaPNVgR8AetGW58xyDFYqAklRZA7agHVXZB483jTfPDzYGVgQ1NbAmBSaRBPbbo9khsw2SE+t8BEjakpMQjZ3KlRlFX/Pcb7eL18TnnvttTg40/DDm/Jr1+uVL5i3/jVEJLxaOUJyAN47ppo+5dKR3RO/beYOvHyjfuaGiAoI/P/Nfk0pW5R84YbWIF9bcUztxxgmjQnSPeOnulSt3fD71/buospLHJz37YZZkG///zoNH954Tz9EzCYaKK6xRNwJZI9eiQQLfQGuEaz0d2ehTPVhIw3gMuZFg4jDsh4WeKb4gHoelcErbli1t4rm18I9wGvq7uHFlrdgqHhIPi621pC0L0fdz0e+H+PvlLRqVQQYY9P0d2V3R7zeEcjGsSFKIwb+zEH8tnALvEH8jnltZC5tgFayGTbUrN4qDxIPoL5NgTFD5DIV4UofmX0BQqwDDK2QMxdA6npXTSqhZrZfzSlrB6WhIsxTQsgJj1HAqhVqG1gwkSTuye8gzFrF6LGOFG6S6IxuV0P8gVONjK/wGNikDn/KSQycwlLgbLpwtnnS84hBPzoaLxMdnw1JUgKXMqcNHnvxaXA3v//rJI4fbvoUPiiu/xe38AFDsRyyD5EVcWMvKaKCA63m0CMqVHI/b8XFhB1lPOtB7NEDYMYCP5vbp6HcoTe+3f+39ltKwTOTNXykNySEXn6coWIxWal9Yy9EMsr43KBWAhYBWYvFCRGrPx9j9GLTgyEWfyUjJHAtnQ9dvz56f/O7mSvkn4rmlZIzqYBv1BXUU8YvwMgUYCBjhY8wu1y4GDWhdrqOW926ljoqkLwfReuyHtagvg4+r0eLLYy4Ze0w7oeq4kgJyprBQKCyszgLHyUIt3OiSrrGQVsmka8G8fuvxwagbILoGS7Hpw6kuwr/WMPrSBoaiUSUd6BDOkm5hNkYCkNJ82vvPT9jrPyxF8ukUalce3UVksjcsKO6htfeY6ukHrHqO4oEVkbkL8zJSFJCMNfRrga7f+1NYLagbP35ZVD2gM8bX311evmxZ7+ux9lEgJJ6I/JYRZIYtWoFHP8cbhQ30AyYjDyhOB3mtCY1Cz7UuLKKELjQQAl7mBvwyTYYFjUrsZ1sXoeF59UzsV3vmTbq8ueov4ilpnD4Aw9mPmNeRNofmEstQELAcLYNoyGRorLLzyZAhrlVQJhiC7Ec9GfTVH0WWoq+Kz4vHvobvfg4vE9x1mMF+RL9PdBv0TVQraGVaufVyrOQg9QbpNZjIXT1oVhIUGJPvA5bCX/SjSAlfUEe+uLUtHEtTiPUYGYe4Woa/IdYWQwjixpAvoK/SV78Rsz4Xg1/DigHY6HEgP+y2msyIaXzuTbx2taLeb3JaHHj0LMDn1PN+zNTX8CopkCXzRkdPhyB+8t6lYMJAkuZkMyYjg88oHhpDx4KVMW8TBq+HGvGnf23Zet+qe5fdq2iKaX/VUdh6mJZ2cs/DOzfeh9rYKj4lq2P3Iw23HCwODx40Pgs6mVCWAGxq2snYmeVm5Wbn8nHC1qzNg81bEzYPHjF+UMgzzobknUPmMjg8YwxpY4aOFz7uQCzw6Xnc/OxstEgRAnX0IB2ot7AbVXZgASStbJhPYNQRiJcOUz9oCwxSKek5Ugg+h9NbLWYG+xEtHI6vTMI5C/o8DCfDWMx6kwB8fub7NfPmNDXNmbcmffu0Mx9+eGba9vSPtj+17O4Z32+97/OZDz1xZ/USaHlmVeeC/BbxHw//XjzVvG7jxnUtcPQ7L8H4hvs3ih1ipwd+X7Z+7wu7dh178oHSsm+uXv26bPTaXnvS349t/3tt+eRRIxeLJ88/KX41795VI0pmTp68bt0aOPbsWThm7bo1d86uEzufF7vEixKuHrbrgRbowdbwBL1H0DMso/OwjAo95ApK6WFZRnBTNKV36/Q0TWk1lNpNUzyuStXTqkZBrWBp2Eg3yICe6M0qpRypzZTawAED4ryIxtzZZcm+hmRhRKv6SsZ+ZcmWCfKvJHWAlEgtrquOI5hv/YDUoyBv/YDTI6BuMah0CciNjvpOUI8cSEeeGE7mDY3+h+x0I9vgRMseTsTxcnq/izFY/ApvgpYByU6Dn4pLQBMtG6m+aA3EqxD6ww3vyka1PV35wROexIrE+kQa1kRQM7wMCWQg/mA6iiasi77BcBoroA7qX3v1L9+IL4pPihuOHnz6xQ3bz5x89bXtGJbj5G/vf8poeuPAp3+k569df1/jT67d+/a3SXpDxF8K7KA4bAMPW9bR6u26dbxiNV3v0Oh5OzAmcGoHavC1i8R6w5MQMXBXMKwOOuucK6jVttX2fU4O1sAIgBDwIR6UtCOsN2AmZb+LgQjBV+Cq+6H36eakS89+eI0gDMEjESSh+fDp8DDxkVO/E88gHeA3GGMIRLDwsQ8XWawmMDhs42WNmgYlaFTIoEkLmAS9WpEM/Ko4M2olpioiZx9Bg8dfsJyxUMgizCEYZrHDCqSmUvu3/P2DP/1jS+/ZM2coEe6AR8QpYl0TTIej4UiYhoYc0U9sER8XHxWbI5gm2P+FVpyp4Uz1LpVpp0HVqN2lk+1U7KAbdQ+xDYYdaOwFXq9Jkes5o96MRl2vRKNu7Rv1G3hdCnShVyRwhc5uAT0Fj1fY6mxUbNAHgN7iVzTO7NDNvVth66ZNYhPVuok0bf/7ou90b8/p3gPvi/sj7dtJcGbGh1NQ+3YMbFv/pqWiZnGodRSmXGd2B9lHutGNm9ad/V13t4haJaJ2aS0eyy+0i4C5sDmbenfD1ahV9/9jYJt2NUV5DPvUgRuMCPt4nbpRq1OsM4Lt9DqXfbWx3qNJ5oHexRsELsGi9mBewyZAZ4zbut97r1uXHzwueCu8qCGwP2uRZmAw6xjnsesz/njmbx+8+/Hkh4ccp+yHxRdfQAOIGa9lP8zdy4A3XhTPi8+Jx8TXExPhnpVomS+DbXAhXATbMPuBKHYNwVlygJnhDMUOy0NalYymG9Vsg82EVMtGAzDyGUo7lyHXa5LNSr+ACGmVo2F2RocZPQnkP9lNtWR/V0g2VINhlcdV4Wpx7XO94GJjZL0thFN/kPYIclM/cPYYZFMMa4f4TPLDRhkWQQo01kouWe4nQ8zjIe4hjZHmRVirVQfVYXWFulZdr25Ry/o3pQ+kh6D6uMg4Rvc6kAa0PuySaxXwMXYdQLOvUdWgf9RE6QGfrPErU+WZJvRjPZ1EXmBeF94QO7FOGlYHQAAGjEFz2FxhxiJj7DHNZKQsTp4+9piAn3QkesJEoidM6E+KngjrZoFZcBY1i65mZhnrzQ+b5TV0DM2+H8T9YwQIe9wHtOPMvzCot7iHQNezaREk+37jaoWW8FBeRSndWkGrcAtak0fQCUaPTiekmgQFDTVKPN4822DW4dFGpoaS0Vu4ZBMhqJ6KsyFTFZG0sDM7svB0ZSObHi0+Okvf2iMwX8mYyKqDbFCZAtugexRKVsXySqNFJagsvMBb1ILaohE0Rq1VMOlMepPBYkxXJqoS+VR1qiZFmyIk6fKFUuVIVVg1kg/zJeoSTYm2VBimC+vDhrBxqnKSahI/ST1JM0k7TWhSNqua+VblC7oX9C8YXjCe0p3SnzK8rXtb/7ahSKZQmowKi2A3+RSJQkiRKwxXjBYmKCqFRsWDCm1Nfy6QYJcIEhPs48am/VTGm71/oz7YKXK9CyQO6f2M8iG2zOn5exN1vfdAU2wO4b0vZAcWhe0qhcSVWDoirlTqeURGPGE0EbFNwii6u7/DARTBsCKoDKqCfFDNDJgikhzEzShrlXgzAyODwug+AbCC8+ERBrdMLtO75XKZyYPUJaNHJuNSTXoZbVDSjXI0pAKPp7AGGA2cjLHItck6S7IJLSM6vwq1yiSNLmkVnsFCZ8wbJ83jnw2xII0x9jIYIawJD1WZtCa3zKq3mpL1k0z1JjnLKeWcgTeaOKPBY0zkEmWJhgJjJVdhn2+sta/g7pU1GhqN9fYW+z67uQZE+6yAfRIB+vEoVJ4+TS2ER+BRagEGVTwtZvWKOQSSrmc4fVpCV2z46WtG99O2JumMaLxfAgxgXThDiwnBeQRBmyrIIC+nG5VsA2JvDVAky/TJggo9qxEBBEQAY5QAfQEuuOfZeCLHuk66LJNhpnaGTRWmhVy9qZVrMe0zyWQysyxRlifLExYKXB9bRRH2fLdg64k/DgDW+/FADFOPiu7REDsvENaDdTy3Tr+ar7fSCSZFglZtJUsGWS6wpRdW1NmabWdsl23YEdwPudQSPbcHPdOrIzilp8VWjGYKV8ImjGX6M2TvJnJU0GK4N4pjCqI6Cd5HIjhsY8Jxukbeitkbuzt4zmTVa9WmgEKbqlP7FUT+2vuWWOLIIhoKXmaz3+sOnqhw1DtaHH0aH7Fn/ARWr7+aN/EHmCh+8L3Y/c9/1t/35J4N9ZhgX7154WtR20R98dwjD/9aope0R4zktBeMDLt40zqg1TnWcat1oN4nKADv1uqtCQp3Aq32EdKR9hCrtbMDkfCS0I0jfurimuPOxF2OQ1Rk4/sox2LnLMbDpPuRll6BlLvpMTK+Ir4b2t2U4zotlkXhYDm4G62xUTr+XlweyM/+7gBM+RkILBXd0yZa9a5wqUqpoHm5h2ZomYdh6FQ5A5w042xUPe43NJoadGqmUcvJvAxL2+TATHtVfhet4TnWhvQKb7zNKCQ7eb++T+tGDI1di8TFTnyLkXgnPBhiN3Y56gewuOQ+BFo0sY+rZFotVYMBkwxoUtKZMK0fMizR0xOiA8YUV6/K+PAJ0dQ98s7KIrx8n6EnQwY63up9bMPWxx/fuoH6QD1jqljbBF/fOq73E4KbfuXsUy/7dm/b9hiWn5G9fJACZeFiROd4n4dXuT2Uy+tR8apUFe/1MWa4Gy3CSebd9nUm/eqk+lSvive55BY9Xo/lBlNWvMsAtMFU4lftJKY05r/8/Jh29YbYpetznmK3adRjCtKwLHuQc3MeWVyyMlmVzCerkzXJnmRvsi85LtlfoCxQFfAF6gJNgafAW+AriCvwVymrVFV8lbpKU+Wp8lb5quKq/EuUS1RL+CXqJZolniXeJb4lcUv8R5RHVEf4I+ojmiOeI94jviNxR/yvKV9Tvca/pn5N85rnNe9rvtfiXvMXB9Mq0vanHUtjkFTsC7GJnOEQ32dsDIiaiW9rdv3pzJPty47++aOXYBJUboCO3c2ujpd3Pb7w7T+/+zvxgnhlh/jnUjj78MHGe6bNTcsb/ObJT/83PV08sWf7gvk1dw7KG/Txuc//gUONonvAyHatCzsULFTRO2QNajTTGT2n1MsRm/lBMkcJyLgnag/2VqC5jVRpLCyRksNPxoqOpOQg/UYg+o2A/iL6jQVpOLpa3XZmO7ud2y5rkbcoWpQtKlXNwONuBpxo03dszU8ZUexRKbYDSaTycDzPGWxAYUazgwaNWqrBXG+nk1nUVr2QrIfJrB9k2rGIv4aaHNG1sfIiXCLmE5r+xY59jhccZxwMjly8/bkAQAeZ0zS45SgA8T12xu0OAICJcArRIyMxJ0ADNofzNWrJxFe5lSpk9asQizN9DoFUFc0Tq18GGuiYxa/QAk4bs/glpSs2ZaPGvrxP7ZIrMCPbaRVUyZUKTmVQGzSC4Ff7NV4hLFQIKsRaSKShBTai8fhD3MS1ve90976zjTr1CNwJH0PyCC1KuGM9fvoTSR+OxMogOfv38AzajeYk5YYUj148NKXWqKFHo1EjEal1G4FR41ZrADDe2j+NiqKBQaug2UYdL2uggVHQ9rk2INCa9Jypz7lxo/AWDfPW3kpCq68Gr89q3PsRSspBmTVxmhJqlGYSVamRc5SctwEbNNEOuUNhUVk1gjkRJqqTNH7BrxsJR1Gj6NGaUm3YPBlWqadqKsw2RCeCzhmlUxSak7sSg+asfITq2A9dt4JyEsotiQFyEn6NxEoAB0wJz6cpCrqRsgbcDoC0FOBBFoDZZLNTDo/ZbJKoaCJUNKEXj1aDVDwVT6k9SMtLNWlkgIEGLU/LG3XKBrsZs4yVdthMekxOlQw7TjUWhZM4KImybvmZsn47Ut6OmQRMzkGcxg4MmlSQoGFZiqU5DS+odXKjARo4g9qtdRgdDsGVCNO0aUKaLkWfYkgzGjGbjT2mmowlApIGavykISLBSUSCE/1FRIJxMIBFqiJ+iDBEN8g2yF7sGu+So89HcFEVfZwaVdFDOdQJ8a2Tvd0n4SYxYxP11wNonNzPU/KT4nb49229loNUsViATMYhFFKwxBnwAJqYf+sNkTjTaFwL4uWe8DA1j6YjMoeUboUSGURKj0qJV185pSALsBJqVXKaaVRzDXqs7+hUBmQt6RQU0Bh0fhZQ2A/e0dPRQbbrYpt2Xdn/z5mKqKOIUocITGIaGm9vFVZwSsgpzAozsqDMyILymsfIxsiny6bLq/lq9SzzMtky+UJFHV+nbgbNcKWsWbZS3ixfqVjFN/Or1M3qekM9MiYP84fV+81n+DPqREReSc/uR1q8vMPat8QRzdTFg7AClj8KjzaLs99qgv+kvkUEfJPKR8/Dez+K8HQkHgrZPE3hOIUHUpDyyBXyVJWCoXZwyPwBCopW6mU8rWd5gPfDyJ5wRB/8TuxAxs8A9TpCEiUmhAo/RVkHkURDSKLBeQmEJMc92vFIPcFHVBFYYYLiW0av7g1tYoWe7dS3m7YxZz6DC7f9NOyKeBC3VzrrlDNKuwJMI0c1ghY5C2kB7wr03wuM2CHkKNXrvW9xxpU/XFop9XnA3g3ZfKQhRQ3YuzEg2foJpf2091u8d8PtJJ8j56hGf5tuhCz+bXz8KCMfsE8II/4mcszqdc74/acruezIb1+mD7Nfot/m8G/TDPp1GQ1ZvDci/XJ2fhCNJPoP6Xco63VxjDjmOuVhr/dehUPE8zhIC7VfdDFA/Ai1X3McQAZQgchOGESzigE96BrBGt/GdFMHufnovoyXIZI3dGSLFd0JpFGSJjNDhoVBf9Kw4F+HByB1QNzCzRcfhCsj+S+AGQFcIBlsDWe5E4FHMGvYROhp1yQ+LTfvM2yyOtpgu7xeQ3s1fsacY6FCbi0jAL9gUWWnSPvk2dkRe0LaE5cCt0mNtHWO1vF0T2qBsdhUbC62FFuLbfn28anNqco0U8AcsDTzzepmTbO22dPsbfY1x6mQnTbgtM+fnTZCTiuRdiiYhdHzPW89V0Rsi57Vsi16qGe/U0R6P71+17x5c++S7KhIfCiSOz4wOhzvM7E6q/uA3HpAA9vpFtCuqZe36R1DVYUGKmTSoe4PjsN6PFLkb3RhmdKJPai4y0RreakYUbomL3YkIbZXSKKYLwT7BSqb3twNf8zYXf8FZMWfvqjfnSFy8MdZi5dWVy9dPIucSLh10gTxuvgT+rs2YVJrE5z/6sFjX375wsFXMb9EYliBHWSHLcCyiVbrNvGKNuwxz8Ee86Fcdn+PeQ/ZtuoIvqR1osbBCBY+GHBGH4kJZzZE8PDhIKiv+3xFvbDunl1rCVI+LIvA4sthcmqq+EHrhgsELB9Ec6kWIhryiIZl4QQIdC4lc8CuPGB0t3tb1O3Genub1hNyIY1TE1IXyoZasjERb3T2FBZ2/pyIJ4r9zf4X/MgaHbAjxUb5AjdeioAI+ei62kXLqqctXVQLZz8uyjKeqP9c7IX05/VPZGBg9M8WvXrwhS+/PHbwaFPrpAkwHbKQg6kTJsGeyBzAsb5o/jvBvHAcRwOlANrlwj71JqP8IL3J3masdwk6MFSer+CKLdkuPPKYroSqXV0C5nZp7ywcV+tudu9zX3YzZ8AZ7ozsjPyM4ozyMrjMXZZdll9WXFbymLkjMARsDEc+5jr2AjpUPnP6eOqj3oQ1mxseMh5Muwn+KnaJHyBDQ43obqeq/vjswdf198ovvbJq+ctHID6lBw2H+FYkTwPHKZOeJMrMQK9sl4N9zCanrUXg243yQxqYA9RpCpVM0IaAwaQb5opmb0gJVchg6I5mXugls0E5GQkTFwijr3cB182zkowPKoJKql8ykennaRj0Z5EkFJX4r34pF6yyLxEqml8ROY8IxywDD0gHy8OZ6V7B6dfClAMG0O6S85tkjP+Arc11iDlsqM9Q5MjcIa9TK4DCxKEyc3YGFkQ3JEGEh4XsaODQHMROxK2AbQmnXGlVJiuLMxkgBwpGKcgFhVHplXsV8UoFkTnSqXvRwxRhfzZDqzDsx4Yh5op4Tvxk8YcNd2u3rD/Q2p/l4A+iLMqP9PM9tX/+l88nLpq/982m/szX2iTuibDlqwPywVxgZTjdbkT6suVpJd3Otjj0Ghq2K9sEoBtjcJZy2pBBUI8CITsnMCUUTpzq7MubIk6Ebkt2T99EAh4P0mNp4ugmg+kmg+kG7shgngh4tnuOeeiaW85RlQb0Nsen4nyaW85N7b3e1O+ECDyekZh2oEK60pCwlT6i0LcbDyE21ICxnDrECwZtSDfMLO0IXCNiNLun6+MuvDVhCVhqLdstxywszvPq22WHMS/HqfoJ4+vqxk+ohxvwiUuPwx/YyRPq6lDlsp9WSGldgIrG3aM2uLFMMjsMboG3/NqBGuPYZFCgthwyHPZYc8yoSWatgFo1zIN3DTok81lAbHQR85DQGUmmO+7xBvDuT/9G4QPCbjlz9qW6iTiuYkJ9CmpYv+MncRvrK1AbxSNNP83oO3Aycs4DzglAdvNvw6XajYJWIddsVCjk5jILaprWYKT0pjLsNDVr5ciwU7SrmHauxWoUaKpddUgPFCZkeSg5nRmUWpDSBkM6epg9ujsQdR13IdUXS9n+FgeJUYtsTOO96Je0JmxbBJVmrdks95gZlUFrUBu1RpVJYXYqbEqbymXwGFxGj9Fh8phcZo8j4Ch2GIhZFuEgSW1lI8cnyHQ51Pne9XiU4HPN8MvzYjc829Dbtlb8YM4DmId6bHB9U9N3veeamuDqKvGTCD0I/yhAVljPtctbGNBOwRAQZHSIHaaU+CbCNZhnVAFVrWq76piKxdusUT6hiiPs0dSEfyh2nsYIEARrwsVeu0HNcGmAFmRJ7Sku4elMui3BZzWqWFl7yiG/WQFsBmUpbym3yRHHcqZym2CIK031CsnxocRhWaQRhYh7OyMuahJQilPYSGpfdzbWgiw4KjCsBtmB7HB2bXZ99vZsvOt0+0n2s0Lf2TofjTna8MrLu3tbm4smzVzY3Lu/eejEWej1Qdy9ofuX3ddONy2+8/IVPBXhd28ufOSB3m/7v8PnudRUzonyWjvR+5okWWOBSNIgedMmCRv20EBhwxBpQ2RNF1F6BsgaMebO+z8IG9MvCZvooTR9wqbvQJpbZU0knp/45jPCBrCJ5zbp27BvfqhpiGKoNhs7529IehB2zp8QbGFbrY3GnvlcnRCR6/0989TR+unT7r57xoy7o4d6Sanek89C1J0z50Tx93dHz/GKnuIV0SWlXBykB/nB3eG0qB6kbtfGIUUIqUNt2kPeR+318Z5BAClBhT4N0YnUg+NjKqXkCSOLGGahqCSPkjSekDQexEdIGlYICcUJzQkvJDA10NRPw0yI0jeqgUpUplKiWqbYdosKis//okoXRfRMoi/1aaBiafRcnkh+ETCjPk4Kp/otMoPde0AJ2o0sUpjtB4Q24yH6UWV9PDPIYuAEExUCha6h6ux4ovBlSxrfbXp4vA51g4qq/zm6f78CP94758AvL7w/+RDzn/w3S27kfF/p/LEp4QRg1skVBshq23Xs0+Y2JGF1h1TKQXIqBwglernAhzTDbNJiG9snJLwvdEixwWiSe+wBe7F9vH2WvdmOJ3nskKxbJ3PkoKxzvaMev82RZpjVpcOy+s4OToG6cIlGTWn5CT6vQknJVRO8Pm/U//4ca37Ozm4CR5Psm0xH9W3EB++T8y7KkmNCPZCPN8W7xgNttuSD74j64HURJ3xPZ5fw1+5o8PvP3fBhtUqhUqpUKl6lVmk4UBNuaU7bl3YmjU5RpChTVOl8ujpFk+sf6a9WVCurVdj5Ua2p9lR7q33VcdX+xYrFysWqxfxi9WLNYs9i72Lf4rjF/s2KzcrNqs38ZvVmzWbvZt/muM3+JxRPKJ9QPcE/oX5C84T3Cd8TcU/4n1U8q3xW9Sz/rPpZzbPeZ33Pxj3rL6yBP/fE5w484vtn+at3LNrxq13f/Djz+vpfTE4dZU9IeeK+5571+G6TeorGI5IrhyTNzLDLgrRI0M5QxFqo56hDVkGmgwpWoMFgJHMKu7IvXuvAlgIyGXo6hY6YM14leVPQbLaS2WwF1qiAHG+bZWu20TWxs91vydYlB7jDJPED6bh2xd6zHz0VOae9Xw4taWskjw/pFIvCfrPAqnjD03ILVsEOyevRTLWWmhkBTc5R6pBWUA0mrnhskEn2WA9qfsymBQ4YEerEA4ThJUjD7RhmQrIJtjuOOagBpjvRBWJH6TI3pKNxkUyHP5LDckmWM5HpVFpT787IobiEztGcQ6ABa8MFSgUl36jWqGUbOZkGvZTJZdi5wVI0VwYhSJUBXs5iLZk+BDRqnMrCQKDQqqg+B33PQLdfTOvp51RNZrHio05n0tixzFh2OjOd5Wp8Az1x8C2xdQU1ez2yxnjpHFxE+6beWmo/PutW8mHi3EhgBJ+Gp6s2Gg3KjQqlAb2UqZSozQrcXoamqI0yuQxuBFAulxnKjAZezQs6Sl+mVvOpBiWk5To1hzQ7LQMOqeRGg17A7njUMckdz2r6ueN7/iN3vOSNV+GeFmiVaco8SHNylUKmZFVK3sonAj/tZ1KFVF2yMQ/m0rlMPj8ajIYldAkzSj6GnwqmKqp57IOHjghJ/KronoUDMhXfXtgCt60Vz9z4yxffiqeXU9PWdnQzSb1DqDJMIGpP73xCsHPUyYjfTsodRfyVE56HPewbsYd9o+RhL4t52MvkuO8U3Ii98xsl73xZzDtfZjabJP+7nLjd2630IeKIb9cpHTaLqZ//XaEP9Hnfe/5v3nfcbiQBGaCltLRSpUWU0/JaNa+Ra1kbsLEYc8VhAh6Vh/eonRqdTWfXORJAmiqNT0NiMs4WZ49z5MN8qpjKp4vpfPVgTUgI6XJtufYyeAd1B13GjdCOME6DM6mZ9DSuSj3VsVK70jRYq9EDpyYepGpCIF8jw0arob/vXTXAL09dPrUBtm0T/wkLt/XO2HThre3imN3QLl6+l9q0njoI5U1N4v3iKLRMWsW/oedt8LCETRLN3wVO8M/wDGyLACevpjQbAXDarJRloxM4zRtNZlTss04ixolL4FS0RgAy1SbaYTHSQrtNf4g+7HJaLWaTQaOV2+WCiwN2eQ5n17mI5zmSWGORAtbJ/p/YEUu3+X8MDbFYgBGPx3BWLdfQBmCgjcBImxgrY7OoBYNgNJlM5gRDgjFkCBkLLYXWQluhvdBR6BxlHWWbZJhkrLRW2txao8mMpFcNe8upxxEml+hMNQ841FgQsxqoec1Q04NPPP6m79ziBCaEeHwLtULCz4jkPwM1uD8cjyQABaky4o9/XsE8T7VzhxTtxCOfI6NzWF5GPPI4RiDqkRdFtDD/3z3yYZ6TJ0FKTdVqm7U0ievp75svpWaLoXvpT3v3wq57m+j8EzDt3p43z2KXEvqao+JLzFJkh6WCGeGAR+/QKNJ4r8Hh18gTk2gePAjRcuJ40NaS5vdoebU81Wmj7CDRI6j18jScY4ITXfASoiMpUpI3vYfEHMf2ZbCniTVJZx3gs2sIqHAuepebN1QK80AalBR8jFcTZumurgPZLtuSbUVF25bYXNkHunYtqJ84Z/2GOyfWX2/KGhq/rP7HxxuaGh7/sX5pQlHWypkPit/ua3XHbdwn/rN1JoBQLrrgZ5yL5J1gHznV50MnaUqfvc+5vse5qaj/r6L+N5H+zwwH49LcNl4rd6usTi3D+mk3aE9xtzuRytiS5nG65FYtTNEzwBVnFQSgYggBcKqPZB7pIuH3MQpIQTgR34KFLJNSdpcuQgQJsMNoloiA3mG0uTT46ry6SbM33jd3Ut28HRIptg4dulUixY7rM1uhdu8Dce4H26DmwZkrs4oSlsbosSx+aCRX6wN4nv2ILkZzPCNssloMULDzwMC02vlWg8tqAVoX3r7Ij+TKCmcjAUNBSJICkhKTCKQJJ8Mu+WwLUrWIe/ajmt/Nm7VbJ5epj9457lBt7W/nznpcL9c+N2/cIbr4UuXEAo6m2eGld1yaOiFfRnMjSrE9ARlxC9XMrCa5tikk15ZvULRJubYCo0G3cFKurS6Sa4uUFDRU0SRERCfaZwghRbe5vlzKoaHETSu20KfKly0rH19/94/r6THR/Nr94nXmClsGOBCHbJc0s8Ftgx6lGtihDKxQqeEKo83Qpq73O5Q2t0mpNPAgziZjhgqcH3vTOy5eK8QxlpKfsacDKdId4htCRywvMJigI4l3CRqIc0Sl5LX+6aP4+J8v5kytpCZ6X9vdJP5D/CPSXE1NQ55uvFu7bO70hfxMeontratXL1zd+xuD2AU1HExA9gsH/TLEt//DJCaIH6xbr+q5X1i1GI/jTiRbekhcc1k4WWaVA0bDG5WNcmaF27Fa38jvMMsFhQwqgVqvNelUMjTUrIeoph1S8D+WMB3ZXV03Oogx1kGQo4JwwHHMWBOVnLu6CEbUZyu5OZNXzIe14n54YNNPj587dw6qoH7YyyuZl+6869EXxBtNvVc7xZ1NVFETNP3pml6HaF8GipjLzHk0zgGwIjxUnRLMsJq9bsbBpSZreCbDpAU+RxIHPBYHyOAcQbXFpGX0Ck9Kko+JT1W44628gk72xivMGn0Qy8iL+KGTJlFfLt21i9cuSombZHLppQtEzMDY7ovRrIVJeVJ6b1KeRTqeLc9CMhw4mUUmASxT26a3NM+Y3rJuzZXHr3hcbveVJy4H7yrKW5r/zu4rbpfLfeWpy5mLiwvuggebZ8xobp5Rs27P5T1XMpeEi+/KfKftKr7l6p53BtflFi8KXN2Dyk40Zvi8dRx7Eg96wjNMRsrgttqsOOPEhl4MBj2ysrQCpTPwvCpV75A32pSnvHSjm4UWg0DzjSZNQxxsRGuxwci4rH67XqelXRTPqOQU8NjNfp/LqmDUgKMSsPzpIBIIPUsSOJruY+m3G45u60Y3dWf/u/gVoMM6YymlN+hH6DHyjsDoBa0gCDqjHum3pnR1usZv9lty+JA2JOTohhiKjcWmQmuZtkwYqRutr+Lr1HWaZmOz6VHto4I3ss/tC/lCSeiJ7q9l44xymUnaVICjTotL4c4i8Qh0f7aJOoFPWwWPw+Otn8B4sT0Ed4pLTzfBaSuGtK6An6BF9wMqCek1/hXLy1eIByV/BZo37fAzdjfJO3OEVdhyAHIGESiWdNaBOOYSEf4GaQF4/312d6+S+q4H4GfEu8U3i+hv0DwLgRLwRviulGQqNWlqYVFhfALlT5xaVFRIbPOpJbklxDifmptbklpSVJibxHMqfWIG44Ss07vJYUVGes7qEUVhf25+okrOh/0ZrqT8kkK/XE9VA/9Uk6vaIZ8aNIWngkptMH+qozJ1hHCts6sDP4gvGu9pRIZS2mDNj0lFbNn34AlsyR9oxd/uBekQplssZSm/R3Jl32pZ50Xtaymx2AOlZDB6/b3cwjsnTM+d1vratnvumTTuwwuTXp7fKF+4eGpNaHrrqYcaGiaN/7BjzPPiPemZ05cdzgjU1LOvf1NZOaYkMDxQOvtww8JdaYHmaZt2W8zfTJs4ZiSunXP4ngU70jPXVz/4hKX3qK88o2h+QZV/fGrh/CFEhm9jU+gGrpz4+8aGeZNCS1v1s3huFs637JEAHjBIAsBqEbaxiUJkxbY2UYhAxJN2q+3d363fP7tvW1Vh4ZTKIYVV8MzUwsIqVJrKniqsrESvVUPw65CqKgBo6ACA+5J9B0cIgzFgdDgx+OvRx3OKTgzLeTl+2PHC/JetIJ4fWjhiZu6YwmDqNC7XPY2boR+Llja8OXu94xIa3EtoWl5679N/vdEtfCl0CmInklkknc5IyQam2VkI9ix2XErHA0Wz8wz9s/ZMAzd3wW4oW7r0rruWLhV/2L1b/EF6D2W7m96dWon/XWlafYm8q7r8neOVJ0/97e8d4/dPXcQvmrDw3sZFd8y2sO8sQx/+cc9u8aelS5eh95DdvQdy6P2eqVMrL69edRl9eAp6t2r15cqqyl7dlq3fvvGHfyYkfTZz8StPP/3yjGpAMLyK4Pf0OTSfaOAD6WBJOC8ulfEb7XoFe0FGAf8FPUi9IOPtb1ku8E7P6gzg0MYnySHH6JPkdgcXZ5DPZ5LmO7QZJD0TrcgdwqVYFmN0OnQQn8s773WTaOJoNALOLf13AQaIxfsCDO6m3T2fU580iPfnrJ+y+v7Xzm6dOausSll7x57J770hfj+vdFJRfvFYqrmV6hAfmzkjP3fVPS3rnNOqhw09aLHuErdtHDtsaMkYxLNtYANTzGQAjFGCNC4FpWKQoq/gWUpGg4WsUraQx4nvhagv0fmMeZhoXLTBBEMG6YUp/vprMU3xzTdiGpOxUzwtntkF1x+G62NviW7nQbpdK2BJHjPHtAKOhoATrklabhchAk71/oClvvzpC7q1dze8/z/Kx2ZivI7jowvBZLAnPEmKkc7CUVpZfTHSquNOnZo5ruXu8BuOO39jKkq4I4thx6Ne0za5WQqUruG9M21OfqZRqNHbpo+flqafXjItbUbeFDw1ugTxK6EzmziKOy3RFZ1YRmiiXO9CF67jyGlsLuG/n4VNI9nmwYiBSQMjpcnsjkVKG/7DWcY8lFRomFv42QrvkDx7pbi9shKeX7l5jvhKyfgpU8aXzPgPJhr1rSqU8v5EcUSa+OXEidSGictmVc+PLy0pKYW7/6PJhvXB82wFPQTpzTRIjo5hv/ggIvYYIvYYHCIkiT00Ic5Tjb2bCT4a4tWX6Ll0GSsibdwFnGG1ldeDVW7HFM40Resm5gCJasLWErFQTEYJBPtWQBAKDF8VDGRlZQTXjNh25ty20rlz7iidO48VcwLBlSNKmjKCOWe2bTvXPre0dPac0aVzyW9/gHQjjFmANYyUsEGhkrUyaha0UhyUMzzQKAViVH1c2EHSyCQLM5hH5nQfgAFJ+6ZuxFAMvviCZcQ9neIeOL8Tzif5gNRRWoPkjwOEw14DrwIaXgC/tl0QLlHsaidS+1Vq8xK5WgugVufEfgqkIFzrjuTJ4qUWyZZPOwi/GSJiA9FBiy1qxGB50RzwUzNLH694+cLSvTdg29ze0vW/mzvpjuKpLPO60dRyz8T107bU/nj/5NVbaybPipyxO416ig6gdqWC8nCKwnPBZfi15YJem/LrxAvaS8hkXZ3mdfndCjuXAtz+JZx9CW8EemRoIssEmZUxKRgRgLiVJJwDtTIGi3ibRV4yuaUma2Fd1aPh468umr9yzcW3KvZX1Moqx1fVzJ6e4pkwtbx0eAVby75lMC6aWzpTEOpqVq02mS9UjK+cWDF18ohw8ag7whDH9E1jutEaLcWpUf9BnBqO66VmQIu45QCOUyM0ieB7AQ9oCWc5zXrWpqKh7Wk5jiZw6duN2J2teRS20+qQyl3qlHzaBm3IpBJ0w7yRTUsCUUq2bbBrG0sTsj0ruSGCLwHfrQ5uL5kmXuCNTJOXwr4BkWlJfaKkn5Nb3C1yeUvHeIb4dvcu270b/jiiavGcDcTTvXbSaKNJfL2pifmsqffox8v2/Zp4u5ENd3MIs4fE9qOVQclw1CMY80kAyG6jWbWCleGofpzG3yEtDB04eRIxHvHiSH8kD4Gqo9Lu3v3M7ve7IMNeX/vDF5zrhy/oct0nJ0//jWBoUErKT9+P9CbhZSSqOQyiEZXvt8PGoN6U0Cjq0HhyYh31NhoNA3CF1cp31Ip3OLSMKwyCEcfZ4kDHwLXOjzuDvih3BWCUuZKoiUOHrG8Kzh8EM6bEFxb7csJLB1VOU6uf0ukDGc7hI3DbtlNHqRuI75WgOOxhLrAcS1/gODaVZWiak8ML4BK3WqWQLWEApZIiezGH93T1uW+lFLjqOAMaE1koLwcNT/uBVz794gB1dCY1b96itb32mX26x+tE99Ci+Z8aNiEGvSAoL5hXO4FBDWXzber5BieRdFFdAr39+KKkOvQzIS1xfTjaRFOA28tKSsrGDR8+7trXX19DD6QZwOKHnjnw0NaDv9pa+e4rr1y58sor7yI5dw7pA7P79AGeVdJIH+DlEJkmC5UyuJDGbsDCnmuFMYSxiD5gwMAWBjpBejkHr4tpX38NL+LXb75hMsTmw2LzLjgMDt/Z9xYQnLTtN7+Q69lvhCTuOvN+71whkUdLuSDjTtLro9dlX6LrUn2SVC/I+H/guzHu4c8+39X3edSnGeIyJo34ceJAXtjliyBrYGCNRxVtGFiDo4DPyTusej+h7rVoylwHWuSvv3dJ6Bjg1SGaLAZwzSObwdFwOXpa1M1DUDXEbyH7ry1bNqxaufRe5co+p8/hKKyGeD3tt088smPjfTFsR9kSfSLGbhVk6tUsA1fcpr7pF+rXDKivi9WvGlC/IVa/EtcDOlK/FNEmEaSAE+G5KZ6kFIfTkexxOuLQw+OlfB6n05Hk1mg1Ke7kFK1Wk5hAxbu1Gj+uSk1xaOm4xiSFKYleGe910upGN+9E5r8mKSGeTdX7HHG0ldPqU5I9NOCsLpzMniqtW9cuSd7WPkdIJBv8r28gkndj3+T/T5yK/vGraMWI7bniVWUgfAX1SHkob1x5bqi8d9YqSlZQfGhF46GiQorrD2jRyVXkjhuXix4/rGpivk5oGrPi8OEVYxqTf9INQLnAsVznAJB9ROK7/eBsuBpgmtBuRCSVklIgIskJkWy7LLJG4NvpMew0WRodu1wPmXZoqUZdA5KijZ4dQMUIWo1SIQeyeJqBTqvenmLU6736OCaZd5v9HIwngD0dnRGEhJinpLCjC6dWd2V34a1y/NfdzyXft8sW8c1r0Spi6EsbiCeLXDwO3Ygscjo/jb0ftBQhdTuoBfgIvDK24XTvd9sPiJPvoSre4rSbew/CutZW8RGqrpXy0UN+PNAEA+KVptuAMERwJeswrgbixb1kHv8T1vXhpxKe3heZAwHMuz+rb/qF+jUD6jfE6lf21dO15P5npO+nP7ttfdMv1K8ZUL8hVr8S1yM5g4xt7iDiBR7pp2XhRL1ih6DaZpQ1mhs0oFGtc6uR/KRdFsAk2E3qZDnwG7RxbuLzjEBzRCeBBHeC6oMvnfHAfvgcWJWEEY9nH07H81v+/v77f98Cy8TjvWfOXr9+lgbwYfisOFWsb0KmRSkcBVN7v9vUm9dEVWyilE3ievExgtkRxYwl8uJwRF4cJn0kecWk789GxmLtbeubfqF+zYD6ulj9qgH1G2L1K3E93gMBAfYog7EaAmGnEu+YUxDIVQqWxhvNMrTsQjkF5AQo7GK25FdFOjdBeZIpYJIC5ikge1QshSf3iKVi6R74W3H0HngSnmTypfJJ8gRPPoXvIevuiJsvcS9xPqBAWkQaWBMu8qSr0xINSqT/ubwpRkbNpCa61evszLrE1fb6dE+6P9VoEbxuP7lFlmIRXH5ZmpBgkSX41elkUT4bSTOwRLZRYmCcaIKeFc5K4XeR8GxFXUZzxpmMyxkMrFFEADwidp1eh9QUKIEWIeNPlpSH7D8JyyPPQlmoX6U+s/z075SBjH3LXz/Jq6F22jRxkvhgm/i/iy9OuzCdJB3vh8qFb0+Dn1EH712NE4nLNr69aiUsh/OHzUuDnoXivw7gzO3y8nemvTUfqp7Bacjjxr09LYqHTcb0hQgPHCNjd2t90y/UrxlQvyFWv1Kql/KqyP2/kb6H+YjMo2j+OI46nhpOcTYqTI0CJBAJOKeKkwtKm9NskNsCakOqSSf3q0kauTuSRt4vj1wXyyQXrneTZHJPvafFQ/fDTTBFE8pNtySUB76G+tvllDcd+erNN7++3ATPHSVJ5SS3lH2HM4JBoCFcELBygFHpdbZMlvb/WpG0Kc5Db9K0eOoV7bJAZrxJb9NZU0F8TpxJkw10qVpnNic45SHlsBBqfkfPRaH7Glr8rnXH8sNIFzrFbuGNbhIGhcM2FYHc5tztuS/kMhHIF7wjIu2CeBnLAN+pZBH0A98niyP9pay2fulsUfY4tGJQP6h2mJ/clzmp6sXZP/y54oW5TerZM8tmHjCpqudP28+cXzPn3tafpjUx1FvvXv1yenVySVFxS9td+4+73ZBaMruqdNEKrTw8Zu+iB34Vwznn5qNx/R0aV45/tQqA29V/dft6+NiA+spY/eEB9eWx7/lL/3qZI3b/wSpJr0b1smUklyKEbKfz4ZHJmYmuobmCWSPPpLlE0K7Ja0/EWUVD99sz96Wh4ToYzFG1ee31icMGJw5xybVccZLZkpkTyE0CxRbNECHgzx4WiVjrwP4fjLWZH9lGJaHNyMLFbBhJOYpBdEoTPlyQXpxRnFkcKA4WZ1UMvzxcnpYRyAwEmuObE5oTm5Oa85oHN+c3F0SyNTRntGeESLaG5rL2smDpl62BEd68wBDL2ZBMwIjbI96XM9CDSPd5ENn/xhkdHeN+W4dG367oTViz5Z6txsNpN//6wLvl1VfXXHoP3IT0q9tWL7iHJC9t6mi+f+ni8dWVMyO5HrCivFz8g3hVfumVphUvHxk3vrz8uV8df7F4+QNT7/wyLm5c76QPlt19d219ZGzEOpwXhMbmNWnNx2jAUUx7MvZnSP2rv1D/1e3r4WMD6stj9/8lUq8n8drofvViiRfvBzFs++/71X8VqedRvdhXDx+L1P9/xV0PdFTFuZ+59+7dXbLJbvZP/m6y7G52lxibkIQkpUCIklfRYB6UiGsMKuqLmEAC2hiu2zQi5djog6IVonkSDUakktZzPBwKNhBAwD/1H+dJacU/TYt9ICGnT3lIa3b2fTP3z94sG9v3es57J2ezycx3Z76Z+e7MNzPf9/vsjL5eox/diOI2vmIeykffQi01VfnuLJfTIWZbfXZkycv29Vhm9IhrLNkPFduLnI6AOT8P8bzV5eaLsrID5qJqfk6g2lxWzOyAmYRkzrarF/DU7oRCToxTV0H5JnHmnpqSO0qoKaq8JlDcVWaGWoxDhlAAflfl48xAJtadroME8N3Db5Ij5E/kAvkVnn/xqmVXu64pIYfLcOasp+92/+vnt+IbSsiBkrrp7bfd1t7elG2YvZWsPgPUb+LAxT/hYotlftusrXdvCFZntqVfX9V3T/SYwz7y2ecHh8daR7T+NOxg7+obbFx2oVM6DHY6Xm8q4zuUNP1C8nQYX336Mi1916T0eq2cUZoO7/zvUMRwWuhRMYlr7C4rb7bmPGLOWu/OtotZFuTWQY2+DfPuu/SmbQogTOpJxB0Lz6sOh6vnhdVv4mQojheVlGijks15zzAeymN9Bj/wYIT9fAj0iurcGRmhgA82BUaMRCE7w21LEYK+nJSeDKHH15+xZgZsu4I2R5o7x2PCKOBIy/agUNp8xxw031M2gwmJqljMTlAsJlTFQpEUu+IZUlN4RyGn6hWiy6E4EdG1geoUQapTwIogu9xVZeJRvCG98ca25Q5r042rm/C0axeQw+Q/2l9dPNQweM211OL8+wcW7lqGn8PrG8Mj58nHt9wyPLYJmxaOPECNzUvLhpY9X3e4gxqgl5XuWhaP28DG9D1FBl5Lmn4heTrIgD69XqMfldNluzBG/+/yu9ygs3lnvn+azbswbdApDOZQm/fUHdaHctZM3+rs/1s272NjZ/5Rm3ec6HX5P7R55/oS/C6Z1bvW9nqt7aMNKB4rwrjYFrKcxU5ca1djwshrZ44taDl7bZqdRSLR0XfZQngQ2/DCBPoKWxAPdiI9PWlnsShC+EV8GqE4PeztKIY/TV+MlCdiSuwZputtV3RGiemGzF+Ujd0BRQae0tPbQqBFAqVdjVmj0EP52yilXY2VItNvAPqHktDXA/0LSejj/HQl5wf3KvwwnEVG36/Qr1DpxROiE9IPsvROU25sCNKVvaBNTDVr60QXk8VCtKKmVPa/CE7fMSNf9kb17SjQvFGN/lXePBtPPVJDAdkn9Sr68tO4Xplzz8iAAapfKr1jUt1c5hd1F71c9LedU6l1A1V+y13+b3BSJcO4FoRyaGhqV9XQuuXrTq6L792ZvIHeQOXtWd26nMPSf4KoxI3o9/owXt10d55AX0HlkK7gCfTy+F5JL4/vJHqQw1dk+eSOs/RnNT3kVUU+F15R/lrtzKDLUIQjSfSN3rh8iuWKfG5i/Awo5c82rFTkcycr/7CeHsoZYOV3G1pk+WH0FZB+mJU/iN7R0cvtvbJ8ub2TyicuFpsphEcNz8TGEuiNkP6OsBNnafQM60/h/y1WPovhFPs1XcfldL6WpR9RMb0YNqCfWgmVKx61ygZK+Z4c/IwHIYNtlB6lUcVphP+jv5D4wZ69krSXfnommhS4Rr75l2iS32lgcm30Km1KP9D+fg7he8jTCQ5aQnnPPes+7SGfXeGlpZ3ltEN7H6SnOHYldhXyQKPPi8tg3tu1EXqZan3xGD2ynMd+z+RcpjcyPTOXpV+LrPIT8TMkKueTyi8B+tPyvDq5fNJOsSqVsyURv3iPol+Rdu4LNs+8JqeLen7iZ1EPsbMoxU9RCGl+ii/+w36KfIUkx4wxzoH3itWXbrQM8oeAEVMN7/Pl2MZKFV5nG24RnTbGK9Ac5d1AY6zhKgO2t0vl9YPhZSpydoH1C4sRxnxj98nvT2w+lW9sVPqljMVCovL9W2S2qzHEvkvKWMwqmm5m6ceQ5rcqFKBshP5X7p98mURMuFuSLkaPSBJ+MEw+0eaJ+42rgG9JqMQP2NXYZbS/P5PT+YMs/bjKN4txBvwJlxl/O1W+WWwtSOf7WfrxePmUPrVTPBBrl+kRjjYK42Qvu7dE2Mv7o8/izH3yTSQ3sUk4F7tfTGO67g++2e5omnbBmWhkhHTgOw6ZIsE8CVOMLoZDOiXFFIZKE5vCc+csu2nuJEulyNyb4W9mrcS+kdrOWMhwCdr5be1+9ijDBp9Zk2pFVkwdOSlUqrhcNaNKdlVLbDiTnBo0XCKXWbkTfcJYrNnwVzQdna3xebKzkOB2UWdmwSJgt8suuCxuwZttNmV5rOke5GXGmgpYMvvbrnoD0M/MmqYUPkVIMZjFFGOKSe+DZrVabdZ0q92cZc425zisvFWwGlJFNdmSZcq2ZptyrDnWXKvbmufhPYLH4LF6bJ50j92T63F78nJge68fDXu8w72sqV740YbE3jBlphxjkR0EMaW/XL0BVeARJvpW3T1vsVlY6C6wF5a2tf6Lb0HF7NxyR2GpMG6JbAwJnDfVXHa1YH1wgz3XnZpWXiSwvvwdyOJOZYxwkjHiYYx4GCP+G8bI4cfRP+8dJKfoEGFm0z7xCIy9BOWK6IYas2DgkFHgYOn64KgMDl8G/e6gImAVqBB4BIaYK5i1SoysEiP8yJW8YqDHY16HP2T0R5vxrE8HT55kIjEwkFDf4hozDw0x8gas1Tf3KNSXDbVxdAihPo4OFdTIlQglBsvUtU6jChhfnllVzkebWZ2fCuPYtGOHKotDUG8D1GuBudtfjOnxDFvThiIZ7bvWOiPu3Zu27BLGq74zp3LDxocnP5OKamqmMRstI2wR05hsMm5lA4YU1fnCrDhfJPG7wPJpoHJWNEFrbWhQqzVcUqvF0dXCOfJTNq907qX38rfTi/kxndGOOpdY2FxiQZYp5xIL48FCKVXBnYxu7ExakH5Cia6+WZ4q4lMH4qImYRx5mSzCOsHDm08/l9jLv02bArAJup77GoaBXFZpqQSCaOCJS1QKubvisijLo7rmCiGbehbE1lzd2pqOkLZUqpjffmXJpMvKU0/BsombJbxMIqUKBtawsI2bw7AfkN62QQOO0PAiEBf7Gfk2nw/1uJAPVgXRKPqnV8yqglea1ZVBbSgDwSLscznpcFZWcDe7/+n+H5JBYiougur3tFlmkift01JfWWsO5uddrC9rGD3G8/z70tdL7933z3VPcF3f493uLayt6bDufqy11YjP811KH9TRtmrpn/CbZXsgMpth5/pU/UxDr7UZdUY8VZWhBDDbm+78UAGeuCs4HScA25JP6m92OkYXX1dR/KUKcst88fAWvIWO2lxcjTOcoq9zR+cDgx0vdOAHXuigfOLrxWuEEtMNsG6uE4ZxGHaSZ9GwHLcP8hZD3lq2BxnG7AZCGJZjxuH14jX8V/Q5mZ5qUPR5XZkd8TJhzT/LdU+RFxEeVvLWi02CleUxepkXzGLC4VvFJqiP5jH6SXlhcb5QMImXB4WDeCnLWwD1VUyqrwvaoPIyX26f3K6E5+6E5zZCHtDj78vt4zq1+n7CymT0bFe+UilzgXiX4XoT1Ysl0cdJ9DYHnu9Q84SvWF5EXJIkr8K0WS6Te3JSXlishvbp87ohbzHLWwl5Nn2fJc2LCM8kyzMXUv2apoGEHhVeleM5sja0mS5QHZPyQPPENo7pnxN3G26LrRV3gVxLN6yBnCMwQzTCzLBCwfvxo2L0HdA/bQXeskwQ6wzmsB2CLXX59HSn4Keh5avYJ6T5/5dVYu3M1euLYDe2Pr4aHx27iZwh/9lY53ude4JUvkE6h/fd+lJFIVe7qGl5Xd2rdeS7phX7jw+Qp1+E7csP3siTlv/04Bsphb6F5Id9tw7UtzXUS81LM9w4v7+zs397R0f0xz5/1Y/q53yPvYewT4zBewj7lYAG+479Kkq511XlKsIyAjw3ziDg66PGIbYpO4U3YTxykYLBh87fFn7yXc474WVYlIf4/RhLE40UFh7qeBRmn/0Mtw/J4a5l5G0vNuz/64kI95foR3hzdHvEUBJdiXdu4e7Av3kNL4pmyuce5DcMA8OE8oHDskpb0Cfa9JgWRmr4J4MmM3SLPySAWzx35+bAOgqXfL7hEEchLoREiIttTf6c0B+U8/gtNCAdzJk8jfFYiGGKN2MD+noLfgm7U8mX5CI1eeOei94h3wsp+BxO2n+Y7V/l2YxXORXinHIdra2rWlsrZCbxo9F341ziMy24uqWFHGkha6ZgU76LuhchoQj4MzIbL4SV3TJWkGwNeh5ekSaqJe54tFbifyGRG1tbX2ptxTNbSDPua8Gvt+A+0vwztVo6TvDGCwuYPycyMxdKeaAqvPwt5AD+ZcuEG58jVfz7LeTn3PvkiRYyiwtx6GSLwpdhJzybifJA9hF9zlUm2AS6rYeiKnwFtgLYgjvSaafgdNo9eIR7vPcYnkE+fL0Xlrxj5Lc4+Hpv73W1tfgl+CWEpMbd5OTuRgm+cdHuxug6fDpMTobxaRII46IwUng25MEYgKAFZBtVZqIqm7G5WAq9sETlZSjTKfLbsSgRlLei662u2/MJkrD48vu45evLuJU7MbDki3ccb2/ff+K9Xw0cyn3niyU1n28exdPI5T9u/lz254Nf3QwrPR0FQZXk7zNHLFN685Vc/Huc+Qylic58HGqK/VEoUuI4JdibrTFH/m/szeJ8JbU3U3m0G1Nuh2HoQDKGxJhYADIQgn+Y7a3Dq4P/qSz3unh2payDIxN6ByPFH5LY9iaq9Xwwzld+dejfDpKBeY/PWydUhWsXYcuPmzrxdT9/nuSCLvTln38tkcdsu5c+83xO/me1K1ei/z9sZm44QrGZI/jY34fNzNMzXWMBix/jpu9IeVzxK8jMcFDdzyh6Q+UZVZUObyAYooGIVivmOI9/sDd7Q7f5rQ9I+8hj51Y1i9E93PXWxlXnHlNscvChQfL7HvLyvkMS3rYJF/dc7toavcTmjNh/KRiGeShIz40C6nluKBiC+kHzUxEHqf7pzcjMoHpXVQXzhIXpVTghH+yOPnxf2ooVafc9PCojEPb2Rq2G0LdW3zuzBOOSmfe2XR0UJXrAu+1HH0ofbdjKoAgn5kp7FoWXLtkj7VmyNLxoDx0vJ4zXCLMFR6q5Cj2YYxXros7I7AUVe5V0MZXFnsF55LyrbqU+As36j56/6uP3cGIUGoej5937+rU4NO/1jfc4HPFINNAvylo9A5XStZrX+kKJ0+JPBp0HXF3ZRSlqt+C/gOaeiKFHOw4/mthV+JTcSY9IZIdEqvR4etCBkzrtvwE4EJFneJxjYGRgYGCKnLne8bJwPL/NVyZ5DgYQuHto2iYY/TPgz2O+OE5NBkYGkCRQBwCRTg4yAHicY2BkYODU/POYgYGv/2fAnwK+OAagCDLg3QwAk1AGkgAAAHic5VsJdJVFlv7e+9e8ICpEAVEQEUEFYlibhggGCcgikYQQw2JAhIDsmDG2dgu4oGwBUQZRMINMtBE3OjAOQisNSKMizXFFYMBGFFoMUYONCv7z3frrf3m8JALHPvac6Zzz5dZyq+rWre1W/feFj+B68C+8Uv4BJtCDKCVGEKOJLsRdxFDiDqIvkWFEkG4VI0/RF3CekQTXyUCutRPp8dQ9H8Ps78nHsH0c2VY2suJpwmRku50YL0Ge2RGd46m1FTPN6cipkVagnrEaKfFUt5t8ptQ94ZXZB7wya61XZpZ4B4VaH7LPs9ErnhqT0dVajCvtTV7E/gB5DCeTghT2MGQLzH3s04/IscsreVS/GyBP9X0L017wMozJXqr9PstchaZuDroaf6Ru/4jedgXzZyNd6flJ3ODeKXr1ege6JAayvoEJSzDQmYOBtulFlBwlGBLVzbPIDJd492i9XB7oh33uy3raOo0xhFiu+voc+xz08zr0JO7WyLcW4GHb5XjM5hzpjdbWOiSHh+BPRjmxCnUkXGsr8hLvRl6kKcd0DPLcByj/UaQnNkBupD1y3bWUu71XbiUjS/UxgnOic+EMx8iqR15dR0DddG+jsx1ZzlWsa7F3THRJPWT5+vN2xM836Rv70dOIePmxMgflEjgudl/kBXM4vh3Wcz3raRsvh4yrkk9T9tFgG0/pvjavMv/j53t8X+Pn94N42NyD25wi1r/T2yl8dib78xQGmF9iVDB2VeSpYd1F9aHnu7mI82s40s37kRI+6OW73djnbhjA+j61h3nHzX3eca773laFt0XkUvOkF2UfTn1tQh/K01najvZ/mzfWqO/l29v0eJSgt1rPwfqijJKukSzrhein4h8S9Xw4aZhg7sWt5u9UOMv6L9bNeqNlG7LcO2hgWQyL3nb6+42sG6K3oj2QZl6CNAnbQ7kv3cn17oO83hhV5g+YJvpwf4tpzjxk2nms9xF0jqKjD2Mp6ztI/nk+RBdcY/lcx/nmAGSp9VZOHhkzkWci5ZpL3ibU73WkFxB/wTTRn4bMx3wzn+0FGIJ31PgUkZf9te4jdrPOOt7vrSPML6esiyv53aOctxN96kxju68gxVmAFDcDXe1jfp+tvsg1ZiPXPORlWhu8TLMlw1cgNzyD6f01PmJaR877Pgx/wryxKDavRnF4G+ZGUYYyhRl+WROhRB9YrTFTEE7DJtItzCMPy+l4uAL7FHQ9RlNMFDBvJXnHkx4gTSVdQnxiDAIMG+eFsylTC2J70K7UXQWrzfGYq2VY7deFJcCJOcDJm0kfJB4nNhM8+E78nunjdH5n0r8S+32+k8WknxJNfD7FO4sY78MbwLS5DOcSIwiepz+OZvq5DE8hXMKopCduI2b6ZRWtS1xL2EQqwZP4xBZisZ+vsFLjUZ0HH9/XIX83Urbz/bvAdxmML9Q8n/h1nDyHGOvzS5vy54UYLyIm2Z25dp/k3BjH86Aj0mSsBU4px/8zzmuEluk1qcAxax+MpaxzzoUSZ6G33/3a22/18fY79Yliore339iH89VesEnOOO4P7dFF7Qvco2T/krkt+6Ls0cLn7ka22m//A5Mlj+svzzbJz/NL9j/ZM9SZ1x4R50bUlnNLyqv0FpSP+4Na8/s4z7nWJM3KwHTuT21kTav9Y4O/L0hc8Xn+ucp11UnKqPxsf51ZAzBd+kw9ZFkj/DqdVLbXHQ2chyjfMtzEOi5S6zrbX9+Sps4c2VvfpAwXI9V53duv6ENcl8vIm4qR0f1X2wiiH/NXXpr5Cm63euI1pt/N/CHCG8gh+7GU02MxyK6tbQ7WIbqz/4oF1izaANr2UBA7g3A6eMt5duRxD8iWM0XbF3myPycsRatIffKUesudnqQyNr9DG0XvR5LYLWoMWd65xK8vci+SxHYRHgUpVxet1BjqsQ3GT+RQ9obU+e96/F4l/43oGmmG7EgOeZ9BLcqRZy/xZYzI2VubNoacD9noIXug+Tl1N5DgeeAmca9vyPBRja3EClxuf0O6O2YMgzPlGNKsxhy3jsg0uTqswz6f+zjxLMepKRq5Fm2pCRgounXbYRx52gTnj/U6Gkn7qi7u9fpcqSNj4nyOy91Gal61UHKIPGxL6ncS0YjnZVLCfPZnDcaJ3kT2cxKpw+EY525BffcjNFDz4VecH5nU60nKqam9meVvZV3Ui/kV632Q4/8519FXHI9XkR7Up+xI6sNZSFpB2pNn9FZ0dbNQy16KRqJv6XPCIMpRwnJ/om1WyH4H84/jo3QUY/cKtcsQsVIAtxXHrwAZznjavKzH6UW607dTAxkCW1XZJtJ3jq86r+S85TxS9oimUTsq1j6JofH9Cuw1VfdR3cbRmu8TMofUGuGck7GIp4FsMqdlXGXuqfH32xsgc1nmU8IJtHLmc14Vsd7GlLsT95pdXpkzi20/Qzl4djo90MJeyPgCLLK+89MTQn4e99WRHIeRCTMw0mmAYns958hB7x37EBY5N7PcDtrfYl+uZH5/b7P9GlayD+n2bCxy05m/Bc85a1U/053+jN/JvePfGH+ZenyBaSvYfhNvrFpva5ARLuB5ejEahnNgG5fCDD+Gi4z7EeF+netOYttFlKkDCu0xlOs96qIcheab3HP/h/WkM+9yFFpvootxDflXUz9FjG8k30HyFDJ8iOWKUUyeFuF9XjbzphnHvc8l3RiHZu5dbONm3GV9Qz7yCNwBiqZbpSg0vsZIFd/H+uZggvOfSLWfQ5vwK3jfuIhpC6jrRBQ496CAc6+Ad6cCuxsK3KeIS3jPKcUsqxn3uNmMjyHy8ah9CwoSkjDLeZ13oI4Y6O5nmWyiFvOfYPoO0odYRupcSTyCWWyzwLkel7pLWb450xYybRr5DhA/MD6W+U1JbyelPO50PGpuxAQLRDOugwa0R7/gfnAAGZxvjZybGD9EvI027rfkaaQwx3GZdpLhuuyrRZrpHbFT0dQ2OJbfMH4x0/uQ5zvW05pjyjLW+0xvQiRSHwnEUJZxOAYhpl2nZWDY/JF0KMs/QDqZuBAzrOFM94hSLA2/h6bK3ryMeAAXqj1U1voojgVhHqUtW8d7K1zkvWv+lvsM9y7alJepPfQzfw8l/72WzTK22ofbOYc5l7ahi9pfJf9lzsV8TBWo/aM1bd3+uM+5FZOsa/Eg95Ddcp/WNm6WuYZ3hLHoIuVENlmDqo4P0EfWm3HY+9bq4H1kppEnjXv3MM7FD32Y/dDB3IQu4cHECG857xxdaMt2sR5l+hPoZH5M3IoOxiy0MziHzWuY/zQGGq+jtnkbWhrraG8ITnAtp5Ge9MPGPI0+GkwLj+L+cQ353mOcdxdjA3G7phv8suG/k+dKhnNonwhfGeMRXMH4TUYmLjWG0FYqogwZOC/0N7ZP21rxl6kyPk8ubgp4uFcnW429T6SPwb1FvReITid6exgPK3lFjrFaDpH3fMrygy+32cqXPXyHpoJvia+IBeSZxD7d4feLcyTbXM20rX5dZmvStkSDmL5tJ7qjkXFYy92X6R19aizzy9GOfIO4uJL+sF8QvYNu0nZKPA3eR8pV/PQ07m5dExVbSt5mgru8f1dG11OptzM+Xd/Rz9e0TnCexdPou9epNE3TC8QGkjtlPK3pfSz6xnCaO7qyhUVvAa3hreyM38xO83Z21m9o7b0Ktd41Dd7STkfFHhSbLKBRG6SGdzc1VquRoPYV8vFcyJLxJkyhtIHU3lXlbeYfTc9wPtZE9TxLD+hpx79mqt4AT0urjpt6/zsdjbcJ46nLeW894d+3fhJyFyScd2ERJu0kw34LTpCu7mfVwBkEhzaWlTBYwXRfg+EegxO88dQEdzscdyOsyF7iAMxIZxiRO+EkLISdMBeO3P98eAeITxluSHqS9NdEiuXC4XloOTZRi/KOpLwlbPfPsK21pPoMjIfTjvL+hrJ+QXxGeXtS3ofIP9e/Q9YEJ4/898BMOI9yX8E6eJf8SUwlzxr2rRmRwnYmsp01LJsM272betV6D/QYfRPbh4vV3TeQOWhf1/tzx/Hnjss/qt8/Jbv9W8oczDuEBql3DkXVe9Pc6uR2PBjy1pEwk+197e2Xc4O8NxMFUo467abnlC1vH8QVak7puzbnjCFvJOTNIQZKmSrzgHd9hSC+1v8WwflgqHeVXrBYrlBkFFSnH3cueet7+90dpL1ZpjGG+G82ocEsAxfqO4+i4afVZx+EeIrT9kZ4G8OPM+FtVPtnDMBEAXknsI4Jrg/WF3KlTv0+OIJIFWouoZxLFE1VNJk2GmFdEmoukPcjayRKWEdJde2JLIlJSKldhBTea1oYC3l3iPDuERO29mIH7ZZlxEau2QfMlwjpXzJahbJ/vM/YFgJtuAW853e3d+EBAfffhXqsl1CeVupdKxnjzamoQ1lG2tPRIrS1eh3U9GdMR6qy86YjhRhLDCBGEd2JdLMTHg4QHoHfEGlmc9wi5YgiIpvIPZvyyp6dp23B7SzLsHrTpe0qb6XKzpM2xNZtgVyx6zh2La0F3vGEVN5BbkKeE5Y4x2EB6hFDieZEXsIi3Oh+hhuj63Y1+lM3Zfp70ZDg3Y72VkO7LdqZBahjNUCOfQFCTidcam5AfbcXCgWJ23xKZMfQXCJFx8dqmqvDo8wjvC/KuvmUd/MI8ZpqryLB9CoSr/IqzsnwKjjX5V0xwjMoEnkDEbHB1LsXbUaxu9S5msT7eCOu35eoQ9olzkve7sg6b/c5mxnewTTaHKSI7OIYRvQdiXaj2GwRtit1ca/Ji9qrw5TsqXYp+tqloVdICzTV8VBrAhqt/XThwQRiUPXlOOeqpEfzCuJoX3t76BbmryTejaGJRCvmP0msY/hcXeYL4gMi3Uf4SGU7gmhc6s6NtlHqfevnK6rLBnmBLDX1n+tM4ZT+963at1PKF1Rfr8LDMdBxxbuUeCSmfG61+qomzPtngplOm/IY5gtsG1cKrCPYFQt7PW0lgY0kltsVIHyEe+ZM7DKv8ME7ZS+NNCsP2+2VRCm+FoQXk2cPXja7sOw1eNm+N9ReoRQfCczlXAchpCQ2ob0d08aZgnubwlmU+SgGZ8JTE04p49TVeMGH+aWPaDrhPl01boUxw0hmHc/jkWC/DqjUa/aH7YzD8yq8PLSD+mrFvWhV4hzuGefhIu7j005FeGjVtMp0G+GpNvCsT2PDeFbq59m+TmQxd3pHfITrmztDfzZ3oouPmuJCg7AgKB9bz9nkxyOe//8a4vUhaaFCHS/0Ed/fs0k/E0jZU8LPxCDQcX4lnxq3/Bh5o9Ru7h35eTDqVk2zJtecd2q6zMMzgTXORxA3R/uwm8OOhWn6qCl+tnwKP2CSUeFTYoqmPwmzo8I6O4vybqqE0YC2cwyiZeLleyXUtjo9xPK4FZhUJT9elth6VzCfsPb4kDSnJZ4jniZWxsI8jBetXT4YJ0KZxOsMHyc1iSNEd8b/mzSH9FPSNNK1Qdx4A6ushljFeCHj6xlfE96DVbwzyD5XYDyLCQrULemHxAqmz9FQZ7x7PQoSC9GXCGhNYaHylg67W6hlzTDu//+d/6+Of7b+/9n5/+I4xcaujkbt7SwfVfjknjIhxoYfWQ0K4mh8G61jME0j9s6EauLVQO5Soas1eO8J9eNdpgfpd8wbQ/TXYDjUmGD/Q3V9RO8C1ehB9Uvfd6L91PemIC3QY2inj2g8hv+U/PRq8st1ufLK9qqgIIanPCYeK7MKu2mVcdreum+hDKIDwx8L5CypfR1SzE/QVsA8N8Z+l3tUcgwN6ghkriY//t6mfHtqPJPVmSr2SrHyyXNtE73le0XwDSb6jSXwY9ymfVvkrU58CFd5uxM2e2XOfq9M+S694/vkiG+e+h55FNcqX7bD3nH5viH12Mm42UpiHRMwwuqOWXY/jHBW855YC7nOi8g1y3G7dTWynT+gn1ULs3U4196MwfaXGOy8hFzrSrZ9JXKc51lmPu6zD7HO5ky7WqVnW21wpzWNdsI9uN/ZjWXWVORYY7DQ/gsGu4cwzDqX/C1wh9WSvD9ikJOBx8yXMET0Hn/fkfer4NuM/jbQO7IStdz1aBTpi7vcdsgV/xi3P8bV4P92RjDq8s5FhDtgRQA1DqvR1XVQz+mBFGsBepn7MNSqQ91uQ5ZVRpQwvAGdRb5IvlfuHEBW5EKv3HWRlZDjbeR9LMu9lOM1vZI6FaRvVPo7Bf4pTibHrgTpbpL3rd3C+zZxEcf7bvKxf+JfbM3DePUtqxitqAf5JjFevUfpdNZ3Oeu7zLgvZIenYpP4dUS/qxV5EfmWarVGe3ee8lNvyPnWlvNJvcdGbvDKrRUYbb1Km7UxRjsnMYXh0daLGG23R2u3n4orRApJ9xF78Rj7OVWl78UUdxTLDqdN9TbpSPza+TvT92CK8xnpx8Tf0FrK2Kkss1fFH7M2kPdagHNlDPs4xX6Saesr2+J8neJexDo6Y4aa077f/RJ7ge9zI3CPoZt7lOvlONKcLcg5u5fK0/9xzrYJfPeC9zT13Ur8+N73fbwC/zG1Zov99zbRvfLRM30fMFnbah36/ubiR12hvvu1RyTwrdc+wMnBu5v6Nub71mepb30RpIufVeAH7/vr6u8X8n1cfGA7+vMx8LeN+h1sAZRfs/aJ/rm+iOqb20/4I6o3pF/A71C9W+3zfQzFR1B8C6Wc8i/UvoRcuz2IUmIEMZroQtyl33jvIPoSGeZ2jJIxl9+AyPs/15JpXo1N3JtmM3+tswQpTicMkPXF/WkjkS9v5rJ3kb+hfA+Qd3x5DwtXYL28pce+Ccl+5gIzf6n5JPuoyKLfjnbItwD1TecXmmdWM6wKHw65pOu0jpROqctiYiHbFb03Fx7qsavI5iLU0DiIVAtYps4E6lTSAn9mlaa/D5gI5ap5Uw8LRe+M2/L9gHxSfqObgyKNXHXGBN+84iA+eLE+ogGivqEa8vuV6DjEQ+yH47hejUUM1NqozbJJDIveq4H4/6mxqHcqxPdC+7/UkrDSfzAOcRC9yO8wtM9/FOr79GKf1vj9PuY9v1oa+J2w/2fjfxL97UkNVPufvBXnd9JYU0fT5Hj/AOdh6jPMONeI8gUObKUafFJ8n/TAN/2E+L/vivEpX+VD+bFzef6wT+tcsF5+Y6B8YSK+f0poPmAVhm7QmB4XHkzkEN11WveYePeYeH4MurP9kdTHcDW3amGWGtMmmK/2zEcxxtyKTPtcnpETkan2JM5lNZ8H+D4pzjUyLt4xZziShP4vzHXo2gB4nK3XZ3RXZdY28HPyd2acGRBUVEQsKCgzQuhNQFERGMUyFEFFTAfHho5YUVGCtABphBZKIEAgCUkgQGgiNZQEld7LSFNQAVFxZPT58b7Pp2et98O71sNa98r/3Pfe13Xta+9zOCcI/s+/3v9j7QiCsLV1JgiiVgRB5AnrUhBcURAEv6tuHQmC30+wiq2Nlus/DAqCK2tbza2uVoJ1eS/TknfluiD443DrQhD8qYpV12pn9bBetJKD4M/9g6CK+Criq4ivcsASX1V8VfFVxVcVX1V8VfFVs61Sq8I6ZtF4VQ2rgdXRgnWV/Gryq8mvJr+a/Gryq8mvJr+a/Gryq8mvJr+6/Oryq8uv3sd63Uqxci1eVOdNdb5cfYWl3qthXX0qCK5R6zXirpV/7eW/sGrAv66xpZbr5F0P8/pPg+CGLhaMmjyuycMb37LUWmtAENzE35tg1a5p0Vo7NQhu1pKb7d1cFgS38PcWOm5Vz61quPViENwm57b6Fuw6vK+D73Ze3o7jDjF16ayrprqfB0E9HtSzV4++O/X6Tpx36stdOO6Sc5d+1u9g4a2vr3+h+S95QfBXHH9V61/t3W3vbj1qQGMD+Q3U24A/DfA1VH9DXA3FNORfQ/41dN7QeUO6G/Khobho/kXTFa2eaJqjzUu0GqP1LBp2tBqieRKtf430r5F6G9HeiCeN6GgktpHYRmIbiW0ktpHYxmIb42vC2ybmtomamgy2zGsTXjdRXxM1NOFbUzU15VtT9TblRVO1NOVF0+kWr5vBaIajGY5mOJqrpwXNLWhuQXMLmlvQ0UJMCzEtxLSgowUdLeloSXNLmlvS3JLmlnxvaSZamrmWZq6lmWupD6141opnrXjWCkcrnrVSQyueteJZK5614llrnrXG35q+Nv62oaMNHW1w30PLPXuCoK3rtmptC7st7Haw28FuB7sd7Haw28FuB7sd7Haw28FuD7s9zPYw28O/l+57eXAvn+7T/w4xFt/ul38/3Ad49oC4B9X/IK6OZrojzIdwPXT5rxo78a+Ts86wOvOgM54u8rvw52/8/pt5fRjOw3ge4dUjZq4rDV3xPSrnUR49RvNjeva4++hx/E/w+O/2uulbN3V2g9ldPT343UP/epwNgp760dM9+STNT9LfS5970deL1l4weuPsrRdPmfmn7D0l5mm1PGOen5H7DB/7iO+D91l/n6Wjr7O+Zqmvep5T13NqfA53DL9i6I2lO1Y9ceqPM2fxt1m0JuBOoCPBvZeoB4liE2lLgpFEfxI9/dTaT05/vepPR381PC/2eefP0/YP8/sP3rxA7wvm8wX7L4h/8UoLzot0vsSPl/jwMh0vm8FXzMQAszBA/qu0vsaz1/D+k95/0vlPPXwd1kDXA+G9Qe8bON4Q8yY9b+rJW3r0Fr1v8/ZtuG+LfZtfb1/eMzfv2H+HP+/Q8i5/3uXruzx6F8678gfZG6Tfg1wPUtcgcYNwD6JvkBrfg/ke/e/R+R6P3qP/Pdjv8+x9PB84/8DfwTgGq2ewufnQffShHn2k3o+cfaQfQ8zuENdD4AwxA0PwDVHzEP3R5iCZr8nOk9WV7JmQ7F5J9sxNxpdMV7JZTeZhMl3JdA1Vx1DzOlQtQ3EM5c9QMUNxfQzvY7P4MT8/lvuxvWH2huEYhmMYDcNoHAZ7mJ4P59Fw8cPhDdfH4e7/4eZrhPgR4kfQNILIEbwZYV5GXD5T50jejeTdSD0aKWek85FmZaSzUfo+ijej4I6yP8p8jtK3FPspMFPUlyIvhebRvBxtlkbTOtr9PrrivxesMfo5hg9jxI4RO4ZfY+WPFT9WP8bycCxPUuGm0pOKL1UvUs1FqrNUeKnmIJUHaTxIoylNP9N4nMaDNHWl0Z6md2li03ibLibdPZKu7nRepdOSjiMdd4ZnQAZNGfgz4GfQlMGTDByZ6sg0o5k0ZNrLtDdOf7JcZ9GURW+WWrL0PssMZZmzLF6OtzeB/gn0TNSLifgn0jUR7yQaJvF4kj5Npnuy3Mk0ZpuhbL2aIm+K31PgTMUz1e+peKfxa7rr6fZzzEeOecxRYw5dOWrJ0aMZPJqhpplyZoqbaS8Xf67YWeqbzc/ZdMzWtzn8mkMv2UGe+DxYeXLmipurv/PUmW/G881MPo/yYeTzJ58/+TgL9KyA/gIzV6CWQr4Wms9CtRXaKxRbyP/5fJrPpyI6ivhQpA9FOIrMZpEeFuMuVl8x3SX4SsSUwCihcwGOBTgWmKOFcBaqb6GcUj4usreIb4utJbQtwbeEtiW0lcEuM49lcMrgLJW3DM4yGMvUuFx/VrjfVuJa6fdKPfiEN5/4vUrup+r91Ex86v5cLW81L1arcbX5XeP3GhrW2l/Lw7UMXEf3OhzreLhOzes859ardz389fDW07JBLRvkbNDjDeotd11OW7nebeTdRjO7SS828WMTrk16tNn1ZjVs5udmdW5xvcVMbpG7BdYW/aswTxU0VFz+rbYKcZX8rXS91bxspeczdX+G83N9+IKuLzwnt8HYxrdtfNtG73Yx211vV8N2Hu7Qpx14d5ihnfzYaZZ3motdfNklZjeO3fh249tjZvfQvQfHXr7udb6Pzn2077O3n4795nc//w6IOwDzIB0H4R6EexDuQXoP2Tvk+hD+w+o7rMeH/V9yhD9HxByFeZSXR+Ee5d1Rnh3V83/R8i8z8aUavnR9TC+P6eUxtR1T/zEajpmv4/p03Dwfx3ucb8f15ji84/COq/W4+OPij4s/Lv6E+BPiT4g/If6E+BP0ncB9AvcJXCdoPSH+hPiT4k/q+UkenaT5JOyT7tWTfD3Jk5NiT+r3SfWf4skpWKdgnYJ1yvlXOL5S59f4vtaj0+o5ba5Om7nT6jnNwzNizvDqG/vf8P9bPf1W/76D9Z2ZOWsWzunBObWco+m83O/hfa++7/FeMFs/wP3B2Y9yfzIHP+G/KOciv3+m62cY/xb/i378AvcXuJfg/Ud9/5H/K7xf+f1bahAayTAoszZaF4IwrGH1sQZZZ4MwqrqVYvkdecs6FoRXdLQ+tcT/rncQ/r6KlWydCsI/yP9DbhBe2dqaYF0Mwj/C/lMDS+6fB1v4qrwYhFVxV42x5F3luhrcanCr17RwXX2l1T8IrxF3TX1rRRBe28WSX4OmGvCu62rhvr65dSAIb4B3w+dBWHO4hfdGOm7cE4S1XrcqgvAm+Tc5r50dhDfjuQX2LbBuxXVrZhD67yK8jS916LldXbeLu8PeHXDZFtZNCMJ6tNTbEYR3wrzL77vE1+9h4ftLXetIEP61nWX/bvrdimEDZw3hR08PwkY0N5bXBH+TM0HYFKbvhrA5v1rAaWm/1RWWnNbqaKO+e9TXFl87GO3XBeG9/LmPlx34ej/O+9X+AO8efCIIO4p5iKed9KGLs781DsKHBwSh9+Wwqzof1dNHefcYnY/z9An8fxfzd9fdcHR33t0MdOdTD970dN2THz3FPlnbUlMvNfVSRy819lJTL3X0uhSEvfWwtxp6FwfhU2p4im9POXta3NPOn1HHM7Q8Q2sfHH3Mx7M0PWuOns0Lwr509NXfvmrvq2991fEcvOfgxdDv3TmMwRFjL4buGNgxcGPtxYqJoy+uwDKb8XoQz794GAl+J9Cd4CyR9kQ8ic4SzUSSmU2iMwlnP973s9+f9v5y+qv/efHP8/t5HnunDv8B+wV6XygNwhd586K+vXSbxYeXcL0s72U9eoXWV+S9guMVGgfo1QC9GQDnVb9fdY+9huc18a+p3Xt2+E/nr5uN19U+0PlAfAP1cSBPBsIZqEcD8b+h/jfU84aYN2l4k4Y3YbyJ/y21vYX/bX/fxvUOrnfgvKPn7+qvR1ro/Toc5Pq9DhZs78/h+87e58/7OLxHhx/o0WC9GaxPg/nwoXvnQzPxEe6P6BsiZojZTOZZsuuhejCU1o9df0yP99xwmL1hNA7j1XDxw9U33LNkBIwRvBnh/hqBZ4TYkfowUvxIfN5jw5E4R8Ibae5Gut9G6vUofnmPDUfxapT5G2UGRsEfBXcU7aPUPUrNo3iU4v5NMTMp/E3Bl2KGU+hNwek9N0zhZwreFL0ZjXs0n7z3hqPxj8Y/Gv9o/N6Bw9H4R+Mfg38Mfu/B4Rj8Y/CPwT8G/xj8Y/CPwT8G/1j8Y/GPxT8W/1j8Y/GPxT8W/1j8Y/GPxZ+KPxV/Kv5U/Kn4U/F7Zw69M4femcNU/Gn4vTOHafjT8KfhT8Ofht87c5iGPw1/Gv50/On4vTeH6fjT8afjT8efjt97dJiOPx1/Bv4M/N6jwwz8Gfgz8HunDjPwe58OM/Bn4s/EnwkzE2YmzEyYmTAzYWbCzISZCXMczHEwx8EcB3MczHEwx8EcB3MczHEws2BmwcxSU5aastSUpaYsNWWpKUtNWWrKUtN4NY1X03j84/GPxz8e/3j84/GPxz8e/3j8E/BPwD8B/wT8E/BPwD8B/wT8E/BPwD/RM3Oi3EnuhUl+T3JfTfJsnWSGJ3mmTPJcmOSemORZNdl9Mtn9OVnsZM+AyZ5lvgHCyeImi5ssbrK4bHHZ4rLFZYvzfRBmi8sWly0uW1y2uCnipoibIm6KON8O4RTPnymeJVPcl1Pcb1Pc01Pds1M9Y6aKmyrOd0U4VdxUcVPFTRU3Vdw0cdPcf9Pc+9Pcr9M816a5z6bhnub5MM29Ng23V4VwujjfJOF0cdPFTRc3Xdx0cdPF+VYJp7tXczwDcnDn+D8qhz85/MnhTw5/ctSTo54cmDnqmaGeGeqZQafvmXAGnTPonEHnDDpn0DmDzpn4Z4qZCWMmjJkwZsKYCSMXRi6MXOe5MHJh5MLIhZELIxdGLoxZMGapYZYaZqlhlhpmqWGWGmapYZa5mQVzFszZMGfDnA1zNszZMGfDnA1zNszZMH1XhXNgzjGLc9TqGyuco9Y5ap1D5xwzMkfcHHFescI83Hm483Dn4c7DnYfbt1iYp5483Hm45+Kei9u3WThX3Fxxc8XNpXEun+fyeS6f5/F5ntmeZ7bnme15Znue2Z5ntufhnme255nteWbbd12Yb7bzYebDzIeZDzMft++7MN/9ku9+KXC/FMAsgFkAswBmAcwCdReo27dfWKCeQvUUqrtQ3YXqLoRZCLOQR4ViC/WoUE2FtBbSOl/8fPXPV9d8ns6XM59X83k1n1fzxc8XP58H83lQxIMisUVii/hfxP8i2EWwi+gooqOIDq/PYTHcYr4W87WYjmI6itVWzK9ifhXTUExDCb9KzGUJzSX4S/CX4C/BX4K/BH8J/hL8C/D7Hg0X4F+AfwH+Bfh9m4YL8C/AvwD/QvwL8S/E75s1XIh/If6F+BfiX4h/odiFl2PhltJQ6plV6vlS6vlS6vlS6vlS6vlS6vlS6vmySMwimIs83xbp1yKxi2AugrkI5iKYi9TkezhcjH+x2MX4F+NfjH+xZ+FiuIvFLha7WKzv5nAJ3CXqXyJ2idglYpfAXQJ3idglYpeYgyU0lIktE1smtowHZTwo40EZD8p4UMaDMnrLzNdSGpbyaym/lvJ26aD/hUXPUhxL9WMZLcvoWEbDMhqW0bCMp8vVvVwNy9W6QswKc7qSlpVqWyn3E/5+ovZPzPUqtazS71WX/t9rNa/X4FjDkzU8WWMm1uBZo3dr4a91/6x1P6x1z6x1z6zjyzr3yDrx63i3jsfr8aznwXrztR7fer1dz6MN7qkN9jeorRxWOaxyustL///XRnVvVPdGdW3CsQnvZvfiZhq2qH0Lji1mesvlazNXgatCPRW0VPClwnOhgq8V8itpqZRbyd9K9Veqv1KNle6LSv+fVupDpdms5EOlOirhbfWM2KrOreZzK76t5nOrvmzl/1a8W/mzFfdn5vxz/zd/gf8LnNvUux3XdhzbzdkOHu0Qt0OPdqhhJy934tkFa7e6dvN1t77swbdH3h5Ye+DsMZ97zdte/u+Vt4+OfXL36fc+z7599O6Dv0/ufnn7Pcv207ifL/ud73e+3/l+5wecH5B/QO0HnB/Q14OwD6rvIB0H8R1yfoh3h3h/WB8P+3348m+xh90Dh/lymJdH6Dyi1iOwjtBzhI9H1HxE7BE4R3AeEXfUs/gonKNwj4o9KvYorH/x60t6vqTjS54co/sY3cdgHKP5mLqPOz/Oh+M8Pq6HJ2Cd0IMTck54fp10fVLfTvl7yoyc0r9TOL/i1Vfum6/o/Vp9X+P62vXXeE/DPM3v03Se8fuM3n8j5ht+foP3G/nfqutbvN/y71sY36n1OznfyT9rhs6q5yydZ8WeM5/n8J1zfs7cnTNz52g9L+48nPP0nod1Hs95eOedn4d5Xi+/h/u958j3sC6Iv8DDC2q4wOMf9OQHfvxA54/ifuTbj/J/dPaTnJ/E/uSevegZcNFsXZT3s3fFn8X9rGc/0/Zvfv/bnP6b7l/g/8KHX2j8Bf8l/bjEk0t8/o/9/8D6Fe6vvP1V/G84f8Px26UgKqhppVg7gqiwtvWW5XdUY2u6dSCIioiJvG4VBFFX9Leyg6jfXWENsvKCqN/7/fsJ1tkg6g/JQdSVrq/sYsn945WW33/MtHKtC0HUn1pbCdY6S8yf7P35xSCqiv0qvS24VeBV+dy6GERV7WgNsPBWPRZEXdXAkneVvGo1rCcs2qrjqV4RRF1d3ephlQVR19wWRF0r/lr518Kroa4aqRat18m7bk8QdX0VS13X03OD3BtouEFsTXg1eVATz40xlvNasGrBrkVjrWKLnpvUeBPcm2DVdlbb35u7WhuDqFv6WGq4lX+3Hgmibmtn8fg2+HX4Wsd1HV7U0YM68Orw/nb+3d7csn87/tvVeoc67hhsqa+us7rO6jqri6su/Hqw6vGvHu314NcTd6f675R7l/i74N9FfwO6G+BpcCaIakh3ww6W+Ib8bkhTQ7VG8yBaTjSsaGfRfI+mq5HaG+FtREcj2I3FNeZRY3uNedr48p64xrxtwtMm9S31N9H7JvQ0xdcUX1P5TXnTTO+a0dxMTDN7zcxHs8v7tDWH3ZyG5vxsTkNzGpp/avGwRWDxo4W5aGFuWsBv4ayFvJYwW9pvqd8t1dTSfstTQVQr+61wt9LnVvZb8aKV+Nb2W9tvDac1nNYrLPFt7LfRmzb63oZ3bdTWBvc9ariHrnvs3zPcsn8PnLb0tKW1rb22MNryoJ3624lrh68db9vra3v1tsfVXu/a86q93t1b1zKL9+rNvTy4l1f32r/P/n16cJ976j49u8+sdeBLB7o6qK8DTzrwq4P7+H69uR/X/fLvh/sAnQ/ozQMwH3BvPEDjgzQ+iOdBvXrQ3HR0v3fkbUf3cEfXD8l5iL6HcD5kXh8qteh+SG4nZ53o6cSrTvrVSV4nfnVSfye+dFZbZxo6O+/svLPzzs47091ZPZ152kVMFxq60N8FRxccXWjpQl8XdXRRXxd1/831w2p7RB8fEfcIvx7h6yNqe0Q/HxHX1Xx1dc915XlXXnTlcVe+d1XHo3gelfeo/UfhPqYPj5vRx9XxBM5u+teND914001eN7PQTQ3dYXZXQ3c+dnfWHV93fN1p7wGzB74e7useauuhth7Oeri/evKmJ296wuxJa0+YPXnXE2ZPvXkS/5N68STMJ+X0EtcLdm98T8F9iodP0/U0r56B9Qz+Z9TSxz3dx33RRw/68OVZ3j3L22f1ty/MvvD66l1f18+5J56j7zk4z8F77vKeGYyBFyMvxtzH0ByDP0Y9seYoVi2xtMaqP5Y3cTyLcx3Hw3jc8a7j/U7wN8HfRH8T6UnEmUhTotqSxCXpUxLNSXrUj+7naXtBvS/x4mU6Bsh9jR+vm42Brt/g35t68xY9b8MYxPP3zN175uR9+j4wl4PV86FaPuThR66T1Z3sbCjvPsY5jG/D1DdcLSNxjvR3lLNRah/lGZYiJ4WuFPWkqG20+keLGeN8jL9jYYyleaw5G0tfKu9S6U1VWyrcNHrScv97yUmjLU1eGr3pctPNUDo/0uWkqztdXLpZSzebGTzPUFOG8wznGc4znGc4z3Ce6TzTeabzTDVm0piphkz448zEONzjzOs4++PcC+PkjZOXJS/LnGXxNgtulvMsvmbRn0XXeL6P19Px/B2Pb7z98byYQO8E99wEHkzwLJugngnwJtqfaH+i/Yl6MRHPRPGT4Ezi9yT4k/BPsj9J/GT8k/FPxj8Z/2Tnk/FPxjMZf7a8bPzZ+LPxZ9vPhjcFzxQ8U/BMwT8F/xR4U+1PtT/V/lT8U/FMFT8NzjT80+BPgz8NzjT40+1Phz8d/nT40+1Pt59jP8dzIIfPOeJz+DhD/2fwd4Z7ZIaezjB3M+mfqW8z8c3U95nyc81RLr9z1ZMrLtf9PIuuWfBm4Z+l/ll0zaJ3tvzZ6p+t/tniZzufjW82nNl0zKFjDn1z6JtD3xz7c9STBy9PnXl489Sfp/48eHPtz7U/1/5c9c/FM1f8PDjz1D8P/jz48+DMg59vPx9+Pvx8+Pn28+0X2C+gt0D9BeIL1F+o/kL1F6q/UF2F6p9P/3z1z8c3X/3z5Repv0j9ReopElek/mK6iuEV4y+GVyyuGE8JnhL8JfhL8JfYL7G/wP4C8QvwLxC/AP9C/AvxL8S/EO5C/KX4S/GX4i/FXyp/Ef5F+BfhXyRuEf7F+BfDW4x/sftiMbwl/j/2rR+1xP3iGz/K931Umbgy93gZPWX6VCZuKd6leJfycyn8ZfCXwV8Gf5m8ZfJ8b0cth78c/nL3tW/uqBVwVtC/wrNwpeuV6lzpfKXn7idyP7Hv2ztqlb1Vng+fwvzUs/BTPVvtnl0Nb7Wz1epc49nq+ztqjf/j19KzVr/XwlknZ52Y9fDXw/Q9HbXBfb7B3gbP03Kx5bwpp7NcLRt5tRHHRho30bxJzibPwM282Cxus/0tnltb1Or7OKrCLFV4V6jwvPP9G1XJk63q3yp2K12f8e8z/99+5vfn8D73/Ptcv76g5wvz9oX/f7bRvg3nNjHb9XU7LTv83aGPO2jcaf53enbvpGMXvbv83c273fqy20zslrcH5x7afedG7aFtD+/20LfXM28vzr329vJtr9nZR/8+cfvs7RO3z/zvx7Gfn/vVsp++/Xw64P8D37hRB3h4wNkBdRygxzdu1EHP/YNiD/L5oNoP6dMhXhziwSG4h/wfcljth9V3RN2+Y6OO0nhU3lFzeJSOf6nvX2bjS7V+qZYv1XVMX4/RfAyfb9ao4/p5HIZv1agTenbC3kk8J2k5SeMpPpySe0rcKdq+wvEVvV/p21f2vqLja9q+putrOV/z4LS6TuM4be+0Gk7r2Wk6zuA+A/uM3G9o/obnvmGjvuXNt/R/R8N35v47M35W3Fn6z6r/HN/P4TpH23l9900a9T3O72F/j+8C3Av2fING/WDvBzp/oP1H1z/S95O5vyjmov2fzde/cf2iZ5f8332JT//B96tZ+U1tv50NIkFxEAmfCCJRda0DQcQ3YuSKQUHkd1WsdUHk93lB5A/WlW8FEd+CkT9ODyJ/amd9HkT+3DuIVGkeRKqKrSr3quFBpFqPIFIdXvUjQeTq/kHkmurWp0HkWtc1YiyYNY4FkeuusHBe19Eqtexft8O6fHYhiPimi1yfHER8z0VugHvDpSBSM9sSV/NMELmxhkWH77rIjc5vVMeNe4JIrcCCWwtuLfy1UixnteitBeOm+laClWuVBZHaYmtnBpGba1uub+lgrQgit8K/Vf6tF4PIbfB970XqqLcOjtt5dAfuO2iti78eTt9tkXpqvFP9d/L1Lhz1b7MaWzDr86S+2Pr8qw/jL87/oo6/Dg4id/P1bnl3q+/uU0GkAewGAyzXDWhu6Mz3XaQh/Ghn0amWmqJ5Hg2jEfxGcBvDaaxPvt0iTehpYq8JL5t2tew3xdsMbnOaWohtKa6lWlvxojW8Njh8G0XaOmvXJ4i05829Yu5zfR+uDvp4v78PiH1Q7Q/pYSd+dqKhs5q70Ps3Xj3M+0dwes+PdK0IIo/he4yOJ2j4u/NuG4NId33p8XoQ6amWJ2nqxZve/O6t3qfgPCX3aesZPenj/Flxfe17R454H/7fX7yKUZf360iMXsfwOkZNsXrrXTsSKyYWdyyvY/Uylt5YumL1L5a2WPmx8mPlx8qPlR8rP05+nPw4+XHy4+THyY+THyc/Tn6c/Dj5cfLj5MfJj5MfJz9efrz8ePnx8uPlx8uPlx8vP15+vPx4+fHy4+XHy4+XHy8/QX6C/AT5CfIT5CfIT5CfID9BfoL8BPkJ8hPkJ8hPkJ8gP1F+ovxE+YnyE+Unyk+Unyjf90QkUX6i/ET5ifJ9W0QS5SfKT5KfJD9JfpL8JPlJ8n1vRJLkJ8lPkp8kP0l+kvwk+Unyk+T3k99Pfj/5/eT3k99Pfj/5/eT3k99Pfj/5/eT3k99Pfj/5/eT3l99ffn/5/eX3l98/+X8sM/e8/X+Y9RdqBpEX/X3J3L1k/l42yy/DfqWLZf5ecX8O8GwYYJYHeA68Kv5V/K+6t17zDHmNrn+6L153/w1sYNHwhufLm/jfpO0t9/Lb7qe34b8j/h06B7lXBrl+j+73xX7gnvrAc24wbR+6T4bgG+I+TfbMGArz4xeDyDDPpRE0j4A/0j070t5I9Y90n42CO8q9lMKf0e7h0Z6vY5yPbW05T7XS4KerKd3vTHoz3e/jaM/iURau8Wr2vRGZyItJ6vbNEMkWl+1sivt9Gt+n05tD3wx5M/ydSd/Ms/935cKbRessvsxWY56e5altHh/mqTWftwWe94VqKORloWdQkWdbEdwi/SiG5Z01UkLnAv1bANP7aGQhjIU0l+IshbHI3iL5izy7FsFdjHex58piehbD9P4ZWYynjIdL1bBU3lLxS/Vsqf/XluqJ98zIUvjL9GUZfcvEL1PjcvUu5+Vy/i7Xo+U0LRe7Qqx3zMhKsSt5ulJtK3n1iVlYpXer1LSKrlX8X+V5t4qXq2hbrT7vmZHVerFab1fzdbXerPaMXK2W1epdQ6d3zshanGtxrsW51v/Ha9W91ryt05/1ONfjXI9zPb/Wq3293m8Qs0HMBp5t8JzewKdy/Ss3A+W4y3GX4y7HXY67HHc57nLc5bg34t6oZxvFbqJhEw2baNhEwyYaNsHfBH8T/E3wN8HfDH8z/M1yNsPfDH8z/M3wN8P3jhvZDH8z/C3OtvB2C28reFuBowJHBY4KHBU4KnBU4Kh0XsnLSmeVziqdVTrzThzxThzZKner3K3Otzrf6nwrHz7z+zM9904c+UKvvzCj2/R9m/Nt+rYdxnY93+73DjE73N879GmHenaoZ6d6dpqPnfTv1LOd9O4Uu8v+Lnp2id8Fdxe8Xfh2qXEXjl1q2g1vNy926/9uc7gbzm58u/VmNx9288H7dMS7dGQv7XvN5165+2DuMyP7aPDeHNlP3wFcB+QccO8cNEuHPMcOwTuM47DZPdLuvwC9EfEHAAAAAQAADbMCCQArAKgACAACABAAQAAHAAAEKwGDAAgABHicxVnbbtvIGR57s4us9tANigLbAt0d6KJIUK68SLo3BlqAlmibiCx5KdrZXBWUOJKYiAeQlBXvK7R3fYre9QmKoi9Q9L4v0Lfo9/8zPEhRnGC3RS1bHM78h+8/zpAWQvzi4HfiQOif34u/mfGB+Pjg2IwPxb2Db834PfHg4HszvofxX8z4fdD/y4w/ED85/NCM74sHh78144/ELw//YMaffPinn/3TjD8Vv/nyH2b8mfhYfmHGD8Q9+Q00Htz7EHd/Ze00PhCfH0gzPhT3D87M+D3RPbg243sY/9GM3wf93834A/HFwb/N+L7oHv7cjD8Sx4djM/7kp786/LMZfyqWXyoz/kx8Lu+Z8QNxX/5a9EUqMnErchGJhViKUkjxUMzEI1wfi6/xeYLRFBRSnICmFAX+cqFEIGJhYdYVCeh7GNlihY8UXi2r4DuFqwLPDb5DUHbEAKMXkHAt1qCYgTaAlAVTSoxJvoSUBN8ZaKaQG4FOgj+F3oDXOkL00+w2jxbLUj6cPZKPv/76iZzeypOoLMpcBbEl3WTWk/ZqJT2iKqSnCpXfqLDXGagXwfVazpZBslCFDHIlo0Rm6+kqmskwjYMogYJtpBO2IxJzLGj2icoj3J0A1grgxEm6Ct/MJRvCNr/8MVzXTFeAMmV/PYaHn4hvsKDyIkoT+bj35Jtt4Y3oHcEsdx+YOQvXAS1N8Csw8zSBY0u4W3DQS4TsWBzhExoZN5DRA2+Ka44wKpaXc8B7kKvAI5ZlmR0fHYUQerPuFek6n6l5mi9UL1FYPm0hqBKkStTXE5PWKOkUJ6+CjanYgJbS9L+TfJTGnb2adUACjNqYXy+0jvjqR3xI+/+jePd7u7E5Ml6UvB5wDsTs1ZeYS00634WFLLtkeTFLa1Jby17ymjJ2LVhLwlkZspw5r6pam46wzjaLcaWMMGH+zJSP1pBCamkiHHFWaFtmxtOVzJJRbNdFAKoZZ0hmpFcSiFpj15mkMF+YDO62sqTLkSPekK8F45qBJzD26RycIStjllLySuWfOUYrk8cPa4yNBmoqhL9ELeg8J42NT2gmw3cKLWvG2aAJ2YKSc22K1ZJXKx1v1mCZWpoB2ZqlaJ9sOAeW3BNK45mY59oWVfLzrazUaNfsQ6sVHRrHHM8q1k39FuC23mCHVdt5xH1JsmRdD1p2ZLy6Hf27ra48p9FmdUaXO1nXWLRhf8TvpKGqhjn31MRYqFoaQ/4mHRZfyRMvQDFjeZqmnccr0yWrCM1Yd8iII4P0mKvTN1wBJKbcGZoYtHtR44HXO0EC+tJUQ7FFW9VK47F2D2jzSbY5MJGa1n27yjXtDd3JgzvimfIeJE3sY742/eNdYlHC8oz3tcBY1Nvy1F285JPbGn/M1RdxLVcdjbCXpuvpGY2UfBq2Yt7Oumr/Ii3aX2tICZivsihkpBSvpOWNBejImqWZy1s9NODs0blb6dj1T/FWm9o9LtzKsIBjtA/B3Ui29e36ZR9Gy8R9xXzRHV09Nx1IMb54S241U9SZWdXN7i6iTL9TWxHYsFUh83f37Ivd2u5dDqKvdt1uK9t07Qx39pkp133awro29VBF4gar0R6PKfGK/ZyYis7w0btYwJ1V1Rzt+GvMd1fMkju95GthMCrOqDfni7ZuXw+n1TVTbXt4n1dly3PtGP7Qmi3MKVoaS6qqqyqKThCr+gySG45tiRln9Et8L0zE9L6YsG93zx//i471ZqumpkZKsy/Oa0+dC4f1jMUId6RnjDtfPMN50uM1F3MS5zkPK9e4G2B2wHGxeYXWu1yNzzAmiWNxxbK0DA/fJPs5Zki25Hu6ewr6EWQRryO+Yx0OpE2Y0mPZF5gd4uoYOuLoY+YK9zQ+E3Qa1fpG4PK5doiPsGikPuYbrduoXNZYIbvAnQf552bVhmyX5RF+iz1F41GN89QgtdlHJJlk9oFoyHc0e4XrJegm7E+bbdZoR2zDKda1LQ4j0JHQiPq4XkI3UZwBl88oSJNvKC22kOwZMD9pfcqzGtnYRJnGjZSe8aXGQf6/rjVP2P4hPpLt9zHjc2xsyK/kVrlzxhIu6jy6Yvts9sOYNZzwGnmR/DmsKb1WVPrsL4obIR+wJps9MtlrSSVtOzr7sqPScMb2OeypIVNP4EcH9G49o/PRZVv7xrdaps57nRPDlnf7bCNF9ltodUxO2ey7bSt0hRD+xgodAdt891s+a6I/MtHt17Eec5a97pVnXIsOU9kc60nthVOu3wuD/KqVYVUcr0x+jmtk2/6t6qiie5feoWVVurcjOOB8GhqEk9obb5ere5eDfW3Gzztl3be3d+726bE5lbbPn1ar17ZPAroLnzFtvEPXzOr+rPes5pmnfYbbt3NVT8n6TN+cfqvTh+7d+tmoffoN+Zyuz4JFfSrR+0dan0w2vNrs6fppMGaK9vNewXq1ZWvDsStLny8DPi2QtmKPN+/aoXafEDPe77WWDY9LczIh+9aGlua/33kqzneeqt4Wg8qWt/k/53hn5pkqYg/TebJn5Oaiej5rfEIe0G+/4p2oN9lH0o7F7jmUfLBoIQ9NxPWbNNLZEeKUX8bRy0x6IVq/CJUPC6XkVK3SzaOefIdXn71Op2G+VnkgteT6hWvnqzt/Op0f/mpW7miOAFGWeRCqOMhfynS+K6XTuVR5HBX8uhPUS5Ur6FrkQVKq0JLzHMaDDQbnC2XJMpVBciszlRdgSKclDI6SBbTMAJooy6Uy7zWD2SyNM5ATQbmEdDhJJQUc3GWXdB9BWCiDokhnUQB98OBsHaukDErCM49W8PFDksgMcpLOyw183n3ESHKV5Wm4nikWE0YwLJquS8UYthgsRGm2WoeEZBOVy3RdAkwcGUVEn2tXQuy6AD2ZY8lYsdUc32JptXRYpPMozWWhEAdQR4BqzN9RTeAgNiNHl8Z1rGizTOPXGSgM83WeQKFixjCVRWrJYj19oWYlzWgfr5CSZNAsTcKI7CiOOx0fS8E0vVFsgc4iBlAnQZKWCEOhZykqWZMBek0WywBGTZXxGmAgyYMtO9MEeZHLOM3VXrNleZupeQBFPQ1qezUObkl+nIbRPKJEC1YlUg8DCA3CkC3XrqP6CnLgWq+CnBWFqogWCcNYrG6zZUFMlKHBDEIK4qjwFLuadMaF2mHBqiVgR4jhq7A0EgExWd3KaCvVYVKukiDWtDQoyJkUm6pEFPJOaQM2aR4WslvXYpd0VwuyS6XbZbchOkNTM1OFaiKpa8SBjLhJoxqYelWiamSQZSixYLpStKDth+SdwCyDUi6DAhJVsu0XqGsyPJTrJDSAu9t9pastvCuyRbqiyubQUaACuaIOgnqpCLNg9jJYwDDUYpLW/ePdE2tLFZoWIKrVnECdO/J0PPLlZHzqP7M9R7oTeemNr92BM5Bde4L7riWfuf75+MqXoPDskf9cjk+lPXoun7qjgSWd7y49ZzKRY0+6F5dD18GcO+oPrwbu6EyegG809uXQvXB9CPXHzGpEuc6EhF04Xv8ct/aJO3T955Y8df0RyTyFUFte2p7v9q+Gticvr7zL8cSBjAHEjtzRqQctzoUDIyCoP7587rln574FJh+TlvQ9e+Bc2N5TixCOYbInmaQHlJAhnWtinpzbw6E8cf2J7zn2BdGSd85G4wvy0dVoYPvueCRPHJhinwwdjQ2m9Ie2e2HJgX1hnzmTRgmRGXMadxDDmTNyPHtoycml03dpAD+6ntP3mRK+hyeGDLc/Hk2cb68wAbpKBQJy7rAKGGDjt8/I2PwRzCU5/tjzayjP3IljSdtzJwTh1BsDLsUTHGTjFfxJwRsZvBQjmns9O0BF3MbAgWMPIXBCMF6jRXY5r2YqKym3TXHr9sitVPdPi7NWNwGk8FmCwtVzPEQ+o7J459Edriku2pIt036pfSC7sRvp9hveKHTBgloJ6iOlZrKJCq50bINxava9IlhBGbhqKvTLYAW2ooa5XVDVhpjlEVg2eVSimchgjdk8+t5sxbnZqnYtIC27+HNVZNipohu1uu2BNqf9jJFEyTzNY2M6u29WHlc9tJQLFh7C8DRf9GTnx/xX9IhPwS/xd8Qnx5Dfx/X43WiGue33fHf/D/VoE72MjiK0w1e9bJkdmZ78A//H/R9SFTfwAAB4nG29BXTjVte2HTG7zMzcjo8k+6gc2zplZm5mJp1Jm0mmgTIzMzMzMzMzMzMzw9Pfia7Yeb/1d63Olm1Z15Zk3ffeZ3Q0HXrH6H//7dexdcf/z3/Rzc0/tA69w+iYpWPWjtk6Zu+Yo2POjrk65u6Yp2NeTdcMzez4qONjzdJszdFczdN8LdBCLdJK2gzajNpM2szaLB03dNyozarNps2uzaHNqc2lza3No82rzdfxd8c/HZ90fKrNry2gLagtpC2sLaItqi2mLa4toS2pLaUtrS2jLastpy2vraBN0Mqa0OKOu7VES7WKVu34rONzTWqZtqK2kraytoq2qraatrrWqdW0utbQck1pa2hramtpa3dcpq2jrautp62vbaBtqG2kbaxtom2qbaZtrm2hbaltpW2tbaNtq22nba/toO2odWkTtUnaZK1b20mbok3VerSdtV20Xm2a1qf1a9O1XbUBbVAb0oa13bTdtT20PbW9tL21fbR9tf20/bUDtAO1g7SDtUO0Q7XDtMO1I7QjtaO0o7VjtGO147TjtRO0E7WTtJO1U7RTtdO007UztDO1s7SztXO0c7XztPO1C7QLtYu0i7VLtEu1y7TLtSu0K7WrtKu1a7Rrteu067UbtBu1m7SbtVu0W7XbtNu1O7Q7tbu0u7V7tHu1+7T7tQe0B7WHtIe1R7RHtce0x7UntCe1p7SntWe0Z7XntOe1F7QXtZe0l7VXtFe117TXtTe0N7W3tLe1d7R3tfe097UPtA+1j7SPtU+0T7XPtM+1L7Qvta+0r7VvtG+177TvtR+0H7WftJ+1X7Rftd+037U/tD+1v7S/tX+0f7X/af/pHbqm67qhm7ql27qju7qn+3qgh3qkl/QZ9Bn1mfSZ9Vn0WfXZ9Nn1OfQ59bn0ufV59Hn1+fT59QX0BfWF9IX1RfRF9cX0xfUl9CX1pfSl9WX0ZfXl9OX1FfQJelkXeqwneqpX9Kou9UxfUV9JX1lfRV9VX01fXe/Ua3pdb+i5rvQ19DX1tfS19XX0dfX19PX1DfQN9Y30jfVN9E31zfTN9S30LfWt9K31bfRt9e307fUd9B31Ln2iPkmfrHfrO+lT9Kl6j76zvoveq0/T+/R+fbq+qz6gD+pD+rC+m767voe+p76Xvre+j75vxxsdH+r76fvrB+gH6gfpB+uH6Ifqh+mH60foR3a83fFOx7sdH3S82fG+fpR+tH6Mfqx+nH68foJ+on6SfrJ+in6qfpp+un6GfqZ+ln62fo5+rn6efr5+gX6hfpF+sX6Jfql+mX65foV+pX6VfrV+jX6tfp1+vX6DfqN+k36zfot+q36bfrt+h36nfpd+t36Pfq9+n36//oD+oP6Q/rD+iP6o/pj+uP6E/qT+lP60/oz+rP6c/rz+gv6i/pL+sv6K/qr+mv66/ob+pv6W/rb+jv6u/p7+vv6B/qH+kf6x/on+qf6Z/rn+hf6l/pX+tf6N/q3+nf69/oP+o/6T/rP+i/6r/pv+u/6H/qf+l/63/o/+r/4//T+jw9AM3TAM07AM23AM1/AM3wiM0IiMUsf5xgzGjMZMxszGLMasxmzG7MYcxpzGXMbcxjzGvMZ8xvzGAsaCxkLGwsYixqIdZxuLGYsbSxhLGksZSxvLGMsayxnLGysYE4yyIYzYSIzUqBhVQxqZsaKxkrGysYqxqrGasbrRadSMutEwckMZaxhrGmsZaxvrGOsa6xnrGxsYGxobGRsbmxibGpsZmxtbGFsaWxlbG9sY2xrbGdsbOxg7Gl3GRGOSMdnoNnYyphhTjR5jZ2MXo9eYZvQZ/cZ0Y1djwBg0hoxhYzdjd2MPY09jL2NvYx9jX2M/Y3/jAONA4yDjYOMQ41DjMONw4wjjSOMo42jjGONY4zjjeOME40TjJONk4xTjVOM043TjDONM4yzjbOMc41zjPON84wLjQuMi42LjEuNS4zLjcuMK40rjKuNq4xrjWuM643rjBuNG4ybjZuMW41bjNuN24w7jTuMu427jHuNe4z7jfuMB40HjIeNh4xHjUeMx43HjCeNJ4ynjaeMZ41njOeN54wXjReMl42XjFeNV4zXjdeMN403jLeNt4x3jXeM9433jA+ND4yPjY+MT41PjM+Nz4wvjS+Mr42vjG+Nb4zvje+MH40fjJ+Nn4xfjV+M343fjD+NP4y/jb+Mf41/jf8Z/ZoepmbppmKZpmbbpmK7pmb4ZmKEZmSVzBnNGcyZzZnMWc1ZzNnN2cw5zTnMuc25zHnNecz5zfnMBc0FzIXNhcxFzUXMxc3FzCXNJcylzaXMZc1lzOXN5cwVzglk2hRmbiZmaFbNqSjMzVzRXMlc2VzFXNVczVzc7zZpZNxtmbipzDXNNcy1zbXMdc11zPXN9cwNzQ3Mjc2NzE3NTczNzc3MLc0tzK3NrcxtzW3M7c3tzB3NHs8ucaE4yJ5vd5k7mFHOq2WPubO5i9prTzD6z35xu7moOmIPmkDls7mbubu5h7mnuZe5t7mPua+5n7m8eYB5oHmQebB5iHmoeZh5uHmEeaR5lHm0eYx5rHmceb55gnmieZJ5snmKeap5mnm6eYZ5pnmWebZ5jnmueZ55vXmBeaF5kXmxeYl5qXmZebl5hXmleZV5tXmNea15nXm/eYN5o3mTebN5i3mreZt5u3mHead5l3m3eY95r3mfebz5gPmg+ZD5sPmI+aj5mPm4+YT5pPmU+bT5jPms+Zz5vvmC+aL5kvmy+Yr5qvma+br5hvmm+Zb5tvmO+a75nvm9+YH5ofmR+bH5ifmp+Zn5ufmF+aX5lfm1+Y35rfmd+b/5g/mj+ZP5s/mL+av5m/m7+Yf5p/mX+bf5j/mv+z/zP6rA0S7cMy7Qsy7Ycy7U8y7cCK7Qiq2TNYM1ozWTNbM1izWrNZs1uzWHNac1lzW3NY81rzWfNby1gLWgtZC1sLWItai1mLW4tYS1pLWUtbS1jLWstZy1vrWBNsMqWsGIrsVKrYlUtaWXWitZK1srWKtaq1mrW6lanVbPqVsPKLWWtYa1prWWtba1jrWutZ61vbWBtaG1kbWxtYm1qbWZtbm1hbWltZW1tbWNta21nbW/tYO1odVkTrUnWZKvb2smaYk21eqydrV2sXmua1Wf1W9OtXa0Ba9Aasoat3azdrT2sPa29rL2tfax9rf2s/a0DrAOtg6yDrUOsQ63DrMOtI6wjraOso61jrGOt46zjrROsE62TrJOtU6xTrdOs060zrDOts6yzrXOsc63zrPOtC6wLrYusi61LrEuty6zLrSusK62rrKuta6xrreus660brButm6ybrVusW63brNutO6w7rbusu617rHut+6z7rQesB62HrIetR6xHrcesx60nrCetp6ynrWesZ63nrOetF6wXrZesl61XrFet16zXrTesN623rLetd6x3rfes960PrA+tj6yPrU+sT63PrM+tL6wvra+sr61vrG+t76zvrR+sH62frJ+tX6xfrd+s360/rD+tv6y/rX+sf63/Wf/ZHbZm67Zhm7Zl27Zju7Zn+3Zgh3Zkl+wZ7BntmeyZ7VnsWe3Z7NntOew57bnsue157Hnt+ez57QXsBe2F7IXtRexF7cXsxe0l7CXtpeyl7WXsZe3l7OXtFewJdtkWdmwndmpX7Kot7cxe0V7JXtlexV7VXs1e3e60a3bdbti5rew17DXttey17XXsde317PXtDewN7Y3sje1N7E3tzezN7S3sLe2t7K3tbext7e3s7e0d7B3tLnuiPcmebHfbO9lT7Kl2j72zvYvda0+z++x+e7q9qz1gD9pD9rC9m727vYe9p72Xvbe9j72vvZ+9v32AfaB9kH2wfYh9qH2Yfbh9hH2kfZR9tH2Mfax9nH28fYJ9on2SfbJ9in2qfZp9un2GfaZ9ln22fY59rn2efb59gX2hfZF9sX2Jfal9mX25fYV9pX2VfbV9jX2tfZ19vX2DfaN9k32zfYt9q32bfbt9h32nfZd9t32Pfa99n32//YD9oP2Q/bD9iP2o/Zj9uP2E/aT9lP20/Yz9rP2c/bz9gv2i/ZL9sv2K/ar9mv26/Yb9pv2W/bb9jv2u/Z79vv2B/aH9kf2x/Yn9qf2Z/bn9hf2l/ZX9tf2N/a39nf29/YP9o/2T/bP9i/2r/Zv9u/2H/af9l/23/Y/9r/0/+z+nw9Ec3TEc07Ec23Ec1/Ec3wmc0ImckjODM6MzkzOzM4szqzObM7szhzOnM5cztzOPM68znzO/s4CzoLOQs7CziLOos5izuLOEs6SzlLO0s4yzrLOcs7yzgjPBKTvCiZ3ESZ2KU3WkkzkrOis5KzurOKs6qzmrO51Ozak7DSd3lLOGs6azlrO2s46zrrOes76zgbOhs5GzsbOJs6mzmbO5s4WzpbOVs7WzjbOts52zvbODs6PT5Ux0JjmTnW5nJ2eKM9XpcXZ2dnF6O27quNmZ5vQ5/R23ddze8YgzveOWjls7HnV27Tio46GOw50BZ9AZ6rjaGXZ2c3Z39nD2dPbqeMzZ29nH2dfZz9nfOcA50Dmo476O+52DnUOcQ53DOu5xDneOcI50jnKOdo5xjnWOc453TnBOdE5yTnZOcU51TnNOd85wznTOcs52znHOdc5zzncucC50LnIudi5xLnUucy53rnCudK5yrnauca51rnOud25wbnRucm52bnFudW5zbnfucO507nLudu5x7nXuc+53HnAedB5yHnYecR51HnMed55wnnSecp52nnGedZ5znndecF50XnJedl5xXnVec1533nDe7DjGect523nHedd5z3nf+cD50PnI+dj5xPnU+cz53PnC+dL5yvna+cb51vnO+d75wfnR+cn52fnF+dX5zfnd+cP50/nL+dv5x/nX+Z/zn9vhaq7uGq7pWq7tOq7req7vBm7oRm7JncGd0Z3JndmdxZ3Vnc2d3Z3DndOdy53bnced153Pnd9dwF3QXchd2F3EXdRdzF3cXcJd0l3KXdpdxl3WXc5d3l3BneCWXeHGbuKmbsWtutLN3BXdldyV3VXcVd3V3NXdTrfm1t2Gm7vKXcNd013LXdtdx13XXc9d393A3dDdyN3Y3cTd1N3M3dzdwt3S3crd2t3G3dbdzt3e3cHd0e1yJ7qT3Mlut7uTO8Wd6va4O7u7uL3uNLfP7Xenu7u6A+6gO+QOu7u5u7t7uHu6e7l7u/u4+7r7ufu7B7gHuge5B7uHuIe6h7mHu0e4R7pHuUe7x3Sc4R7rHtdxhXu8e4J7onuSe3LHWe4pHWd2fO+e6p7mnu6e4Z7pntVxqXu2e457bsdJ7nnu+e4F7oXuRe7F7iXupe5l7uUd57hXuFe6V7lXu9e417rXude7N7g3dlzu3uTe7N7i3ure5t7ecbx7R8cpHae6d7p3uXe797j3uve597sPuA+6D7kPu4+4j7qPuY+7T7hPuk+5T7vPuM+6z7nPuy+4L7ovuS+7r7ivuq+5r7tvuG+6b7lvu++477rvue+7H7gfuh+5H7ufuJ+6n7mfu1+4X7pfuV+737jfut+537s/uD+6P7k/u7+4v7q/ub+7f7h/un+5f7v/uP+6/3P/8zo8zdM9wzM9y7M9x3M9z/O9wAu9yCt5M3gzejN5M3uzeLN6s3mze3N4c3pzeXN783jzevN583sLeAt6C3kLe4t4i3qLeYt7S3hLekt5S3vLeMt6y3nLeyt4E7yyJ7zYS7zUq3hVT3qZt6K3kreyt4q3qreat7rX6dW8utfwck95a3hremt5a3vreOt663nrext4G3obeRt7m3ibept5m3tbeFt6W3lbe9t423rbedt7O3g7el3eRG+SN9nr9nbypnhTvR5vZ28Xr9eb5vV5/d50b1dvwBv0hrxhbzdvd28Pb09vL29vbx9vX28/b3/vAO9A7yDvYO8Q71DvMO9w7wjvSO8o72jvGO9Y7zjveO8E70TvJO9k7xTvVO8073TvDO9M7yzvbO8c71zvPO987wLvQu8i72LvEu9S7zLvcu8K70rvKu9q7xrvWu8673rvBu9G7ybvZu8W71bvNu927w7vTu8u727vHu9e7z7vfu8B70HvIe9h7xHvUe8x73HvCe9J7ynvae8Z71nvOe957wXvRe+ljju9l71XvFe917zXvTe8N723vLe9d7x3vfe8970PvA+9j7yPvU+8T73PvM+9L7wvva+8r71vvG+977zvvR+8H72fvJ+9X7xfvd+8370/vD+9v7y/vX+8f73/ef/5Hb7m677hm77l277ju77n+37gh37kl/wZ/Bn9mfyZ/Vn8Wf3Z/Nn9Ofw5/bn8uf15/Hn9+fz5/QX8Bf2F/IX9RfxF/cX8xf0l/CX9pfyl/WX8Zf3l/OX9FfwJftkXfuwnfupX/Kov/cxf0V/JX9lfxV/VX81f3e/0a37db/i5r/w1/DX9tfy1/XX8df31/PX9DfwN/Y38jf1N/E39zfzN/S38Lf2t/K39bfxt/e387f0d/B39Ln+iP8mf7Hf7O/lT/Kl+j7+zv4vf60/z+/x+f7q/qz/gD/pD/rC/m7+7v4e/p7+Xv7e/j7+vv5+/v3+Af6B/kH+wf4h/qH+Yf7h/hH+kf5R/tH+Mf6x/nH+8f4J/on+Sf7J/in+qf5p/un+Gf6Z/ln+2f45/rn+ef75/gX+hf5F/sX+Jf6l/mX+5f4V/pX+Vf7V/jX+tf51/vX+Df6N/k3+zf4t/q3+bf7t/h3+nf5d/t3+Pf69/n3+//4D/oP+Q/7D/iP+o/5j/uP+E/6T/lP+0/4z/rP+c/7z/gv+i/5L/sv+K/6r/mv+6/4b/pv+W/7b/jv+u/57/vv+B/6H/kf+x/4n/qf+Z/7n/hf+l/5X/tf+N/63/nf+9/4P/o/+T/7P/i/+r/5v/u/+H/6f/l/+3/4//r/8//7+gI9ACPTACM7ACO3ACN/ACPwiCMIiCUjBDMGMwUzBzMEswazBbMHswRzBnMFcwdzBPMG8wXzB/sECwYLBQsHCwSLBosFiweLBEsGSwVLB0sEywbLBcsHywQjAhKAciiIMkSINKUA1kkAUrBisFKwerBKsGqwWrB51BLagHjSAPVLBGsGawVrB2sE6wbrBesH6wQbBhsFGwcbBJsGmwWbB5sEWwZbBVsHWwTbBtsF2wfbBDsGPQFUwMJgWTg+5gp2BKMDXoCXYOdgl6g2lBX9AfTA92DQaCwWAoGA52C3YP9gj2DPYK9g72CfYN9gv2Dw4IDgwOCg4ODgkODQ4LDg+OCI4MjgqODo4Jjg2OC44PTghODE4KTg5OCU4NTgtOD84IzgzOCs4OzgnODc4Lzg8uCC4MLgouDi4JLg0uCy4PrgiuDK4Krg6uCa4NrguuD24IbgxuCm4ObgluDW4Lbg/uCO4M7gruDu4J7g3uC+4PHggeDB4KHg4eCR4NHgseD54IngyeCp4OngmeDZ4Lng9eCF4MXgpeDl4JXg1eC14P3gjeDN4K3g7eCd4N3gveDz4IPgw+Cj4OPgk+DT4LPg++CL4Mvgq+Dr4Jvg2+C74Pfgh+DH4Kfg5+CX4Nfgt+D/4I/gz+Cv4O/gn+Df4X/Bd2hFqoh0ZohlZoh07ohl7oh0EYhlFYCmcIZwxnCmcOZwlnDWcLZw/nCOcM5wrnDucJ5w3nC+cPFwgXDBcKFw4XCRcNFwsXD5cIlwyXCpcOlwmXDZcLlw9XCCeE5VCEcZiEaVgJq6EMs3DFcKVw5XCVcNVwtXD1sDOshfWwEeahCtcI1wzXCtcO1wnXDdcL1w83CDcMNwo3DjcJNw03CzcPtwi3DLcKtw63CbcNtwu3D3cIdwy7wonhpHBy2B3uFE4Jp4Y94c7hLmFvOC3sC/vD6eGu4UA4GA6Fw+Fu4e7hHuGe4V7h3uE+4b7hfuH+4QHhgeFB4cHhIeGh4WHh4eER4ZHhUeHR4THhseFx4fHhCeGJ4UnhyeEp4anhaeHp4RnhmeFZ4dnhOeG54Xnh+eEF4YXhReHF4SXhpeFl4eXhFeGV4VXh1R0PdDwYXhNeG14XXh/eEN4Y3hTeHN4S3hreFt4e3hHeGd4V3h3eE94b3hfeHz4QPhg+FD4cPhI+Gj4WPh4+ET4ZPhU+HT4TPhs+Fz4fvhC+GL4Uvhy+Er4avha+Hr4Rvhm+Fb4dvhO+G74Xvh9+EH4YfhR+HH4Sfhp+Fn4efhF+GX4Vfh1+E34bfhd+H/4Q/hj+FP4c/hL+Gv4W/h7+Ef4Z/hX+Hf4T/hv+L/wv6oi0SI+MyIysyI6cyI28yI+CKIyiqBTNEM0YzRTNHM0SzRrNFs0ezRHNGc0VzR3NE80bzRfNHy0QLRgtFC0cLRItGi0WLR4tES0ZLRUtHS0TLRstFy0frRBNiMqRiOIoidKoElUjGWXRitFK0crRKtGq0WrR6lFnVIvqUSPKIxWtEa0ZrRWtHa0TrRutF60fbRBtGG0UbRxtEm0abRZtHm0RbRltFW0dbRNtG20XbR/tEO0YdUUTo0nR5Kg72imaEk2NeqKdo12i3mha1Bf1R9OjXaOBaDAaioaj3aLdoz2iPaO9or2jfaJ9o/2i/aMDogOjg6KDo0OiQ6PDosOjI6Ijo6Oio6NjomOj46LjoxOiE6OTopOjU6JTo9Oi06MzojOjs6Kzo3Oic6PzovOjC6ILo4uii6NLokujy6LLoyuiK6Oroquja6Jro+ui66Mbohujm6Kbo1uiW6PbotujO6I7o7uiu6N7onuj+6L7oweiB6OHooejR6JHo8eix6Mnoiejp6Kno2eiZ6PnouejF6IXo5eil6NXolej16LXozeiN6O3orejd6J3o/ei96MPog+jj6KPo0+iT6PPos+jL6Ivo6+ir6Nvom+j76Lvox+iH6Ofop+jX6Jfo9+i36M/oj+jv6K/o3+if6P/Rf+VOkpaSS8ZJbNkleySU3JLXskvBaWwFJVKpRlKM5ZmKs1cmqU0a2m20uylOUpzluYqzV2apzRvab7S/KUFSguWFiotXFqktGhpsdLipSVKS5aWKi1dWqa0bGm50vKlFUoTSuWSKMWlpJSWKqVqSZay0oqllUorl1YprVparbR6qbNUK9VLjVJeUqU1SmuW1iqtXVqntG5pvdL6pQ1KG5Y2Km1c2qS0aWmz0ualLUpblrYqbV3aprRtabvS9qUdSjuWukoTS5NKk0vdpZ1KU0pTSz2lnUu7lHpL00p9pf7SdLt3UtdAf5+57uT+IbO3+Ye9ftek4aFuu280hOtP6p82ratr0qTuvqGwb9wLe/3RL9p9oyHo65rePzg00D99areR900xuvumOBtM65rU/MzpL6K9wcSB7t267f7REG0wdbhvStfA8LTeruGhqH/8K3vjIoeBIoeNx+cwMD6HjYscBoqwSfGtwdEQbDKpZ2DS8LSderv3CAbby+Gm47c2NH5rmxabGSqOyKYTuwbMoeYf9mZDPb2Tu+3h0eBsxl4Ns1ebFXs1PBqszQZ6+qZYwyN/Rpv9nz0cHv/K2ax/Sn9f9y7OcBGDLcZlu/u45a3GLe/ZXra3LvZ1r9Hgb908ccVO+Hu1Fq3e/r4pg85wX8+EspxALBMFMSYmxJRYIVaJkpgRO4k1Yp3YIOZEVcQMfgY/g5vBzeBmcDO4GdwMbgY3g5vBzeBmcDNlbTC1f6DP6h/5s3ivk33uhN0JuxN2J+xO2J2wO2F3wu6E3Qm7E3Znbm02yhxuM2vsbw12DXYNdg12DXYNdg12DXYNdg12DXYNdo39rnG86xzvOvw6/Dr8Ovw6/Dr8Ovw6/Dr8Ovw6/Dr8Ovw6/Dr8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8Bvwcfg4/h5/Dz+Hnqb1GcdVPGQ28Cz2HnkPPoefQc+g59By6gq6gK+gKuoKu2HvF3iv2XsFXmd85oiTFRd7VWnQ68yJ2dRdat8Fgb9fg1GK5v708uhUxYQKxTBTEmJgQU2KFWCVKYkbsJNaIdWKDmBOLoyHK8Mvwy/DL8Mvwy/DL8MvVcJPxWj047gVrkEmZTMpkUiaTMpmUyUSQiSATQSaCTASZCDIRZCI4EoIjITgSAr6AL+AL+AK+gB/Dj+HH8GP4MfwYflxxm2re2z04uDNvkEBMAjEJxCQQk0BMAjEJxCSQkEBCAgkJJCSQkEBCAgkHIOEAJPAT+An8BH4CP4GfwE/gp/BT+Cn8FH4KP4Wfwk/hp/BT+Cn8FH4KP4Wfwk/hV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4VfhV+FX4VfhV+FX4VfhV+FX4VfhV+FX4VfhV+FX4VMGCMoAQRkgKAMEZYCgDBCUAYIyQFAGCMoAQRkgKAMEZYCgDBCUAYIyQFAGCMoAkcGnHBCUA4JyQFAOCMoBQTkgKAcE5YCgHBCUA4JyQFAOiAx+J/xO+JQEgpJAUBIISgJBSSAoCQQlgaAkEJQEgpJAUBIISgLRCb8Tfg0+ZYGgLBCUBYKyQFAWCMoCQVkgKAsEZYGgLBCUBYKyQFAWCMoCQVkgKAsEZYGgLBCUBYKyQFAWCMoAQRkgKAMEZYCgDBCUAQLbF9i+wPYFti+weYHNC2xbYNcCuxbYtcCuBXYtcvLK2U7OdjBsgWELDFrkY9tn/zFmgRELVfWmDHTt1t10loneqGWOLI1+Fk8Q3mjBP+6dhJgSK8QqUUZT+/t36ZrYv9v4b3USa8Q6sUHMiUWOMXYZY5cxdhljlzF2GWOXMXYZl8miLIkZET4mGWOSMSYZY5IxJhljkjEmGQsRNk1oYndv/+7tncIpY5wyxiljnDLGKWOcMsYpY5wyxiljnDLGKWOcMsYpY5wyxiljnDLGKWOcMo7hx/AxyhijjDHKGKOMMcoYo4wxyhijjDHEGOOKMZ4YA4kxkBhBj6tjr8kTQY8R9BhBjxH0GEGPEfAYAY8R8BgBj6u5NdTf1z8YTe7pHuge7BkcfeV39k6f2jW66HX19Q9193b3dIX59MGeZss3+rabD/H5Wv0shRtM6xlpWIsXm41b2d9gWveUYqWZepqr/x+WNcoya91DXdYaXc0CrEisqdTwzK2bHxlNnrXp1OaSOQK01umaPr3LXrdr2sTJXfp6w/r6w/qWPQ4Z6Bv2GBtP7bc26ZkyrcvYtGvYIRtjw6k9Rr35/4aDPeFa4zKZgRXGXvtdrQMQdo/f7e6x3e4Z2+1Zh//vV4udGv2+OXFkp6aM7JQ1ubt3qMthW+ZeI7s08uHQ6C6NbMzaZXSXekd3qTgGtbreN6zv0eP0F/tlDEzttwdHdqpsjQZjqLlv8I3pzf2a1Py/+dLqHzng4fhjPcP/k2bYP/5sDY8/W/2ts1WkQc8VNybYo+mWXY4Wv0nEN24kZjOHsj36/bHP+B3Sb8X0WzH9Vky/FdNvxfRbMcId02/FCHiMgMcIbazGXnNdILwxHVBMBxTTAcV0QDEdUKzIR5GPIh9FPop8FPmoIp+Enieh50noeRJ6ngQpT5DyBClPkPKEnieh50kQ8QQRTxDxBBFPEPEEEU8Q8QQRTxDxBBFPEPEEEU8Q8QQRTxDxBBFPEPEEEU8Q8QQRTxDxBBFPEPEEEU/odBI6nQT9TtDvBP1O0O8E/U7Q7wT9TtDvBP1O0O8E/U7Q7wT9TtDvBP1O0O8E/U7Q7wT9TtDvBP1O0O8E/U7Q7wT9TtDvBP1O0O+ERieh0UlodBJ0PaHRSWh0EhqdhEYnodFJaHQSGp2ERieh0UlodBIanQS/SGh0EhqdhEYnodFJaHQSGp2ERieh0Unwm4RGJ6HRSWh0EhqdhEYnodFJaHQSGpuExiahsUlobBIal4TGJaFxSWhcEnwtwdcSfC3B1xJ8LcHXEnwtwdcSGoGERiCh8E8o/BMK/4TCP6HwTyj8Ewr/hMI/ofBPKPwTCv+Ewj+h0E8o9BMK/YRCP6HQTyj0Ewr9hEI/odBPKPQTCvuEwj6hsE8o7BMK+4TCPqGwTyjsEwr7hMI+obBPKOwTCvuEwj6hkE8o5BMK9YRCPaFQTyjUEwr1hPG6hEI9qY99n3zxhoTCPKEwTyjME7whYTwuYTwuoVBP8IcEf0jwhwR/SPCHBH9I8IcEf0jwhwR/SPCHhAI/ocBPKPATCvyEAj+hwE8o8BMK/IQRuYQRuYSCP2FELqHwTyj8E/wowY8S/CjBjxL8KMGPEvwowY8S/CjBj1L0PUXfU/Q9Rd9T9D1F31P0O0W/U/Q7Rb9TdDJFJ1N0MkUnU3QyRSdTdDJFJ1N0MkUnU3QyRSfTeIyTE4vjkqKTKTqZopMpOpmikyk6maKTKTqZopMpOpmikyk6maKTKTqZopMpOpmikyk6maKTKTqZopMpOpmikym6mKKLKbqYoospupiiiym6mFK3p+hjij6m6GOKPqYM/KQM/KQM/KQM/KToZ4p+puhnin6mDPykDPyk6GmKnqboaYqepuhpip6m6GmKnqYM/KQM/KT0DSl9Q0rfkNI3pAz8pAz8pAz8pAz8pAz8pAz8pAz8pAz8pAz8pAz8pAz4pAz45MXvpzyh0NlmLBMFMSYmxJRYIVaJkpgRO4k1Yp3YIOZE+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4dfh1+HX4dfh1+HX4DdZvsH6D9Rus32D9xtj65Nsg3wb5Nsi3Qb4N8m2Qb4N8G+TbIN8cfg4/h5/Dz+Hn8HP4Ofwcfg4/h5/Dz+Hn8HP4OXwFX8FX8BV8BV/BV/AVfAVfwVfwFfyiLyg3ivq/GctEQYyJCTElVohVoiRmxE5ijTjGaRBzYrGfjTL8Mvwy/DL8Mvwy/DL8Mvwy/DL8Mvwy/DL8Mvwy/DJ8AV/AF/AFfAFfwBfwBXwBX8AX8AV8AV/AF/AF/Bh+DD+GH8OP4cfwY/gx/Bh+DD+GH8OP4cfwY/joUiOBn8BP4CfwE/gJ/AR+Aj+Bn8BP4CfwE/gJ/AR+Aj+Fn8JP4afwU/gp/BR+Cj+Fn8JP4afwU/gp/BR+Cr8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar/KelXWq469T15V8qqSV5W8JLyM9TPWz1g/Y/2M9fGXBv7SwF8a+EsDf2ngLw38pYG/NPCXBv7SwF8a+EsDf2ngLw38pYG/NPCXBv7SwF8a+EsDf2ngLw38pYG/NPCXBv7SwF8a+EsDf2ngLw38pYG/NPCPBv7RqLP9Otuvs/1igL6co3s5upejezm6l6N7ObqXo3s5upeje/mEse11EmvEOrFBzIlFvjm6l6N7ObqXo3s5upejezm6l6N7ObqXo3s5upejezm6l6N7ObqXo3s5upejezm6l6N7ObqXo3s5upejezm6l6N7ObqXo3s5upejezm6l6N7ObqXo3s5upejezm6l6N7ObqXo3s5upejezm6l6N7ObqXo3s5ujdWj+XoXo7u5eheju7l6F6O7uXoXo7u5eheju7l6F6O7uXoXo7u5eheju7l6F6O7uXoXo7u5eheju7l6F6O7uXoXo7u5eheju7l6F6O7uXoXo7u5eheju7l6F6O7uXoXo7u5eheju7l6F6O7uXoXo7u5RX4FfgV+BX4VfhV+FX4VfhV+FX4VfjoaY6e5lX4Vfjoa46+5uhrjr7mVWVvMfo3WfbuRdiiuD9s99HgbTE2rOztPrZUfE/Cl/AlfAlfwpfwJXwJX8KX7H/G/mfsf8b+Z+x/xv5n7H8GP4Ofwc/gZ/Dxixy/yPGLHL/I8Yscv8jxixy/yPGLHL/I8Yscv8jxixy/yPGLHL/I8Yscv8jxixy/yPGLHL/I8Yscv8jxixy/yPGLHL/I8Yscv8jxixy/yPGLHL/I8Yscv8jxi5x+JKcfyelHcvqRHD/J8ZMcP8nxkxw/ycf8pA6/Dr8Ovw6/Dr8On/4mp7/J6W9y+puc/ianv8npb3L6m5z+Jqe/yelvcvqbnP4mp7/J6W9y+puc/ianv8npb3L6m5z+Jqe/yelvcvqbnP4mp7/J6W9y+puc/ianv8npb3L6m5z+Jldle6viQtxzNPAudLqbnO4mp7vJ6W5yupuc7ianu1G4u8LdFe6ucHeFuyvcXeHuCndXuLvC3RXuriaMbb9ObBBzYrF3CndXuLvC3RXurnB3hbsr3Fzh5go3V7i5ws0Vbq5wb4V7K9xb4d4K91a4t8K9Fe6tcG+FeyvcW+HeCvdWYozH/uHeCvdWuLfCvRXurXBvhXsr3Fvh3gr3Vri3wr0V7q1wb4V7K9xb4d4K91a4t8K9Fe6tcG+FeyvcWuHWCrdWuLXCrRVurXBnhTsr3Fnhzgp3Vrizwp0V7qxwZYUbq3Rsu+SP+yrcV+G+CvdVuK/CfRXuq3Bfhfsq3Ffhvgr3Vbivwn0V7qtwX4X7KtxX4b4K91W4r8J9Fe6rcF+F+yrcV+G+CvdVuK/CfZWEJ+FJeBKehEfXo3Bbhdsq3Fbhtgq3Vbitwm2VHOOxv7itwm0VbqtwW4XbKtxW4bYKt1W4rcJtFW6rcFuF2yrcVuG2CrdVuK3CbRVuq3Bbhdsq3Fbhtgq3Vbitwm0VbqtwW4XbKtxW4bYKt1W4rcJtFW6rcFuF2yrcVuGyCpdVuKzCZRUuq3BZhcsqXFbhsgqXVbiswmUVLqtwWYXLKtxV4a4Kd1W4q8JdFe6qcFeFuyrcVeGuCndVuKvCXRXuqnBThZsq3FThpgo3VbipwkUVLqpwUYWLKlxU4aIKF1W4qMJFFS6qcFGFiypcVOGiChdVuKjCRRUuqnBRxaigYlRQ4ZsKv1T4pcIvFX6p8Es15peMBioFp7hLQEwofLQZy0RBjIkJMSVWiFWiJGbETmKNWCc2iGNcVcQy/HLZ36lnyvBA9+Suwam8BbJciYb7JncPDE7qb348sTfadbh/qHtkisnAYPdk1mFzIi7193VPbn7e19vd1fxSaWj3/nEvWYskBUkKkhQkKUhSsNW4bE/r6RudUNM9qb8PZsyhickz5tDEHJpYet17TOrtmtbMmXfYfsz2Ew52whYStpCwhYSDm3BwE/JNyDdhe8nY9sg35WSmbD/lZKZsN2W9Cge/wvoV1q+wfoU9rHC8KvAr8CvwK/ArbLfKdqtst8p2quxnlf2skk+V/ayyn1V4VXhVeFV4VXhVeBKehCfZD8l+SPgSvoQv4Uv4Er6EL+FL+BK+hJ/BzeBmcDO4GdwMbgY3g5vBzeBmcDO4GdzOipkPD/Tzgp2uAa0BqQGpsdEaG62x0ULBRZkru8wVW+aKLHNFlotxKFEWY7FK7CQWyZWLilCUiwqtGcdes/2iQmtG1udHWi4qr2bke6lwm5fs0NSegcle82IdXRjko5RIKvx+y8XQSDOyC2mn19xEd8+UqUNTw6GpA90sDwY79ew2thwONhWjjxd8j13mOihzHZS5DspcB2Wug3KFfCrkUyGfCvlUyIfrpcz1UuZ6KXO9lLleylwvZa6XMtdLuQq/Cp/rp8z1U+b6KXP9lLl+ylw/Za6fMtdPmeunzPVT5vopc/0wJU4wJU4wJU4wJU4wJU4wJa4ZM69rYKB/997unYac0aXh6f5oHBg5vMWHk/t37yuWJjZPqsdqk/uKTXApMLtNMLtNMLtNMLtNMLtNMLtNMLtNMLutGdmFTnahk13oZBc62YVOdqGTXeiE31kNW5lNHOzmTZLoJIlOkugkiU6S6CQJLslyjSS4NJnqJpjq1oxJaVKT1tM1pWlfQ8MDHIsaudQ4FlzBzHgTzHgTzHgTzHgT5bErukYaNdKok0adNOqkUSeNOseizrGow6/Dr8Ovw6/Dr8Ovw6/Dr8Ovq+JYNv1u5Jfhj70Ynh6NLY7+PlprjfxEWi9GfiXFdhrk1SCvBnk1yKtBXg3yapBXg7wa5NUgrwbHJee45ByXnOOSc1xyjksOP4efw8/h5/Bz+Dn8HH4OP4efw1fwFXwFX8FX8BV8BV/BV/AVfAVfwVfwFXxqvGax5zXjSLnU1Rt079Ez2CyHhnq6iqKkWTW4UwZGbr7tG3K6e7unjcycLW6kHll0B4cnNQWza4iVCwQT2QQT1wQT15oxDbuamx/oGdxlWhfnUxRjH82YEWvEejh9oH96/8BQT39fV6/fXJg6Mge4q9fq6pvSW1yMzEgTzEgTzEhrxorf2z+lZ1JXb1ffZI/F/oGwp29opDCcNLJRq7lmMZNRMCNNMCNNMIFMMIFMMIFMjEwgG+yZ1tPbNcBr1sffmCAmmMAlmMAlmMAlmMAlmMDVjGnQvetwz25dvd19k7pH97iZ33BTbIZKYy9G/uge8pqHvfig+KZMw4HukSnOrD32olibddgrShOmGQmmGQmmGQmmGQmmGQmmGTVj4o9Mpe7tnt47PMhblVLx1rTh3qGe6b178jbHC4VmwpFgwpFgwpFgwpFgwpFgwpFgwpFgwpFgwpFgwlEzJlFzx6Z3903umTTcOvroNNOOBNOOBNOOBNOOBNOOBNOOBNOOBNOOBNOOxMi0nmY7MPLbtKb2DyP4MV1MTE3ERJVmrEXNPoPfVvPsFO8WY36C6SXNmPkjP7rmVdQ7NL21OJG1+b0yD0Qwn6H5s6sR68Sx93NikXHMcYs5bjHHLea4xThbjLPFHLGYIxZzxGKOWMwRizliMUcs5ojFHDHupW/+7GN3E1WeMGGsVUwnlEfeKI97IyYmxJRYIVaJkpgRO4m15gYnjN9gg5gT1cgKcXsFzgD3GjbjSI4j03tbK5ACxWxaro6skIxbgRzK5FAezUGOW4EcyuRAh5kKPhekIEhh9DA1O4LWBjjvKXV0Sh2d8jtIBRlQV6diNIPKuA2QAd1oSjeaxnwekwGFeBqPZlBtb4DGlDslBXdKCu6UFNwpKbhTshlHM0jHbYAM6Fe5VVJwq6TgVknBrZKCWyUFt0oKbpUU3CopuFVScKuk4FZJwa2SglslBbdKCm6VFNwq2Ywjv4Nk9HfQXBAJC2l5bEGwEGdj64y9I8bWEenYyhNYSMZWjuXYOq2F6thCZWyd1sLYR8kYotyCjm1ZjKWatFYe23Iylk8ylk8ytuVk7Otpawdb2xn3C6aZ4P5Kwf2VgvsrBfdXCu6vFNxfKbi/UnB/peD+SsH9lYL7KwX3VwrurxTcXym4v1Jwf6Xg/koxen/l9Im9/ZN2KV7TTHB/pRi5v7JZYo/7HD7NeCqr1vhPodOKp81WvHen8Z9Dx+/Spt8NDBWf9w4NTu2a3G2N/ulM3qWIo2vRkKc05CldSEoXkuJxKR6X4nEpWp2i1SlanaLVaaa8nXqaRe/kif172Gs2f3RjBxuxTjvHXpMAYp0i1ilinSLWaWdmr9lst5J4NKQjg2Mjmx9oljWsQAaodYq/pbQgabMFGRppNIan85oEGC1IGS1I6T1Seo+U3iNt9h6j3x+A1+w9Rl/Tv6X0Him9R0rvkdJ7pPQeKb1H2uw9Rr/fuxOv4dN7pPQeKb1HWs/sogjhJQeeliOt56MHJmavGlAbUBtQG2Ofs9d0FimdRdqoej19u00cbh7boZGl8Ui6i5TuIqW7SOkuUrqLlO4ipbtI6S5SuouU7iKlu0jz1G8WfX0FlLfYeRqMlAYjpcFIaTBSGoyUBiOlwUhpMFIajJQGI6XBSGkwUhqMlAYjpcFIaTBSGoyUBiOlwUhpMFIajJQGI6XBSIupZiMaWUQMphJn3mCzku7eqatZ+DYPb+uFMTjcxyrK3ql7WhcHvZKUzXEvYmJCTIkVYtUanD52bVcYvKlUhDmpd3giLxJrandX80c8uadr2tjIbYVxm0olC6YND1LbdZfGLY8N2VYYuqmgthXUtoLaVqnKqvyeq/yeq/waqpzSKqe0yimqcoqqnKIqp6jKKapyiqqcoiqnqMopqqqx7XUSa8Q6sUHMiUW+klMkGe+XjPdLajhJDSep4SQ1nKSGk9RwkhpOUsNJxvslDaKkhJOUcJLRRUnjKKngJBWcpJGUNJKSAk5SwMkyfGpuSf0mqd8kPaUsw6d8k5RvkvJNUr5JyjdJ+SbpMiVdpqR6k1RvkupNUr1JqjdJ9SYZFZV0mZLiTVK8SYo3SfEmKd4kxZtEySR/qSCp3SS1m6R2k1xaktpNUrvJGH4Mn9JNUrpJSjdJ6SYp3SSlm+Rak1xrkmtNcq1JSjdJ6SYp3SSlm6R0k5RuktJNUrpJ/mpC0jVLumZJ1yzpmiVds2ToVzL0Kxn6lQz9SoZ+ZQo/hZ/CT+Gn8BnqlQz1StRCMtQrGeqVDPVKhnolQ70SyZAM9UqGeiVDvZKhXoleSPRCohcSvZBUZ5LqTFKdSQoGSXUmqc4k1ZmkOpNUZ5LqTFKdSaozSXUmqc4k1ZlkqFcy1CupziTVmWSoVzLUK6nOJNWZ5K9KJH9VIqnPJPWZ5K9KJOMRkvpMUp9JxiMk4xGS8QjJeIRkPEJSoUkqNEmFJqnQJBWapEKTVGiSCk1SoUkqNEmFJummJd20RLclBZqkQJMUaJICTVKgSQo0SYEm6aYl3bSkm5Z005L6TFKfSeozSX0mGSKWDBFL6jNJfSapzyT1maQ+k9RnkrFhydiwZGxYMjYsqc8k9ZmkPpPUZ5L6TFKfScaGJWPDEj+T+JmkPpPUZ5KxYcnYsGRsWFKoSQo1ydiwZDRBUqlJKjVJpSap1CSVmqRSk1RqkjFgyRiwZAxYUqVJqjRJlSap0iRVmqRKk/iypEqTVGmSKk1SpUnGgCVjwJISTeLnEj+XlGiSEk1SoklKNEmJJinRJP4v8X+J/0v8X+L/Ev+X+L/E/yX+L/F/if9L/F/i/xL/l/i/xP8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zP8P8P/M/w/w/8z/D/D/zN0qpPrtJPrtJPrtJPfaSf71cl+1dCNGrpRQzdq6EYN3aihGzV0o4Zu1NCNGrpRQzdqE8a2Xyc2iDmxyKeGbtTQjRq6UUM3auhGDd2ooRs1dKOGbtTQjRq6Uef3UOf3UOd3UOd3UOe81znvdc57vTL2/RqxTmwQc2KRf53zXue81znvdc57nfNd53zXOd91znOd81znPNc5z3XOc53zXOc8M+tTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMOtTMNtKMHtKMFtKMFtKMFtK5GPrF7reydhEJ2MTnYxNNGO1iIXeNWOZyPop66esX+hbZ7U47s2YETuJNWKd2CDmRFXE4rg3Y5koiDExIabECpHtl9l+me2X2X6Z7QvWF+QryFeQryBfwfYE2xNsj+NWFWwvJt+YfGPyjck3Jt+YfGP4MfwYfgw/hh/Dj+HH8GP4MfwEfgKf81fl/FUTtpewvYTvJ3y/Ar8Cv8p6VbiS7Uu2L9k/yf5J9k+yfxK+hC/ZnhzbHvuRsd2M7XaSpyIfRT5q7H22o9iOYjuK/SnqQ8XTohRPi1I8LUrxtCjF06IUT4tSPC1K8bQoxdOiFE+LUjwtSvG0KMXTohRPi1I8LUrxtCjF06IUT4tSPC1K8bQoxdOiFE+LUjwtSvG0KMXTohRPi1I8LUrxtCjF06IUT4tSPC1K8bQoxdOiFE+LUjwtSvG0KMXTohRPi1I8LUrxlChVqafupD0HaiN3p44sjD4JffQTHFThmArHVDimwjEV81YV81YV81YV81YV81YV81ZV3vpelSiJGbGTWCPWiQ1iTiyOAHcQK+4gVtxBrLiDuBkb9vDIrPIJRSgXQRQhLkJShLQIlSJUiyCLkBWhswi1ItSLACEvghoN5YJXLnjlglcueOWCVy545YJXLnjlglcueOWCVy545YJXLnjlglcueKLgiYInCp4oeKLgiYInCp4oeKLgiYInCp4oeKLgiYInCp4oeHHBiwteXPDiUV6lUxYhK0JnEWpFqBehUYS8CKPbrNQmFKFcBFGEYpu1pAhpESpFqBah4NUKXq3g1QpereDVCl6t4NUKXr3g1QteveDVC1694NULXr3g1QteveDVC1694NULXr3g1QteveDVC16j4DUKXqPgNQpeo+A1Cl6j4DUKXqPgNQpeo+A1Cl6j4DUKXqPgNQpeXvDyUV61yLNa5FktMqsWmVWLzKpFZtUis2qRWbXIrFpkVi0yqzaq7vpd07rX615+wthCeWxBjC3EYwvJ2EI6tlAZW2htR44tZN7YBie0lsqtJdFailtLSWspbS1VWkvV1pIcWxItRtxixC1G3GLELUbcYsQtRtxixC1G3GLELUbSYiQtRtJiJC1G0mIkLUbSYiQtRtJiJC1G2mKkLUbaYqQtRtpipC1G2mKkLUbaYqQtRqXFqLQYlRaj0mJUWoxKi1FpMSotRqXFqLQY1Raj2mJUW4xqi1FtMaotRrXFqLYY1Raj2mLIFkO2GLLFkC2GbDFkiyFbDNliyBZDthhZi5G1GFmLkbUYWYuRtRhZi5G1GFmLkWV+6/qY0F4stxdFezFuLybtxbS9WGkvVtuLsr3YppXbtHKbVm7Tym1auU0rt2nlNq3cppXbtHKbJto00aaJNk20aaJNE22aaNNEmybaNNGmxW1a3KbFbVrcpsVtWtymxW1a3KbFbVrcpiVtWtKmJW1a0qYlbVrSpiVtWtKmJW1a0qalbVrapqVtWtqmpW1a2qalbVrapqVtWtqmVdq0SptWadMqbVqlTau0aZU2rdKmVdq0SptWbdOqbVq1Tau2adU2rdqmVdu0aptWbdOqbZps02SbJts02abJNk22abJNk22abNNkm5a1aVmblrVpWZuWtWlZm5a1aVmblrVpbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RbS0RzVpjcu+6xb/O5TZ4jInVOfKAE2vTkSf1W2uMPGrBr7f+lSyrPrJu2OzgRh6nv/ykrsFua7RL9Rpj/0hWuOa4f5UraPQPT+ztHn1iwww9xb/MtTz/AssMI1sRFTn2Omj9O1vL9xSfZY3x6448I+j/vq7Xxl47ed+U5bt6h/yJA12jt7j1DwWjSU6QI//KAMvJyGuWq+PeH1mnPG55wrj1y+OWx96P/5/v1se9P7b9+ghj3Ptj2xH/z/KEccsxy5X/Z7k8bnnCuOVs3HfHlssjXGv0YLgcFDH6UblWHXlh77r84LRJ0/3Rx7MXi6PPOB9ddPboKd4afdj66KI7fSrvjT7lfHRxBiak9u/eN/oTmGnX4e7BkYkSrXdGfiEjo6GjL2aY0j0wra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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)}};
pdf2htmlEX.Viewer=Viewer;})();
</script>
<script>
try{
pdf2htmlEX.defaultViewer = new pdf2htmlEX.Viewer({});
}catch(e){}
</script>
<title></title>
</head>
<body>
<div id="sidebar">
<div id="outline">
</div>
</div>
<div id="page-container">
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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="ff2">-</span>BRASIL N°178, DE <span class="ls1">20</span> DE OUTUBRO DE 2020<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>Critérios <span class="_ _2"> </span>e <span class="_ _3"> </span>Procedimen<span class="_ _0"></span>tos <span class="_ _2"> </span>para </div><div class="t m0 x3 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0">Credenciamen<span class="_ _0"></span>to <span class="_ _4"> </span>das <span class="_ _4"> </span>Entidades <span class="_ _4"> </span>Integr<span class="_ _0"></span>antes <span class="_ _4"> </span>da <span class="_ _4"> </span>ICP<span class="ff2">-</span></div><div class="t m0 x3 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0">Brasil – DOC<span class="_ _0"></span><span class="ff2">-<span class="ff1">ICP</span>-<span class="ff1">03.</span> </span></div><div class="t m0 x0 h2 y8 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y9 ff3 fs0 fc0 sc0 ls0 ws0">O <span class="_ _5"></span>COORDENADOR <span class="_ _5"></span>DO <span class="_ _5"></span>COMITÊ <span class="_ _5"></span>GE<span class="_ _0"></span>ST<span class="_ _0"></span>OR <span class="_ _5"></span>D<span class="_ _0"></span>A <span class="_ _5"></span>INFRAE<span class="_ _0"></span>STRUTURA <span class="_ _5"></span>DE <span class="_ _5"></span>CHA<span class="_ _6"></span>VES <span class="_ _5"></span>PÚBLICAS <span class="_ _5"></span>BRASILEIRA, <span class="_ _5"></span><span class="ff1">no </span></div><div class="t m0 x0 h2 ya ff1 fs0 fc0 sc0 ls0 ws0">uso <span class="_ _5"></span>das <span class="_ _5"></span>a<span class="_ _0"></span>tribuições <span class="_ _5"></span>que <span class="_ _7"></span>lhe <span class="_ _7"></span>conf<span class="_ _0"></span>ere <span class="_ _7"></span>o <span class="_ _5"></span>art. <span class="_ _5"></span>6°, <span class="_ _5"></span>§1°, <span class="_ _5"></span>inc. <span class="_ _7"></span>IV<span class="_ _6"></span>, <span class="_ _7"></span>do <span class="_ _5"></span>Regimen<span class="_ _0"></span>to <span class="_ _7"></span>Interno<span class="_ _0"></span>, <span class="_ _7"></span>torna <span class="_ _5"></span>público <span class="_ _7"></span>que <span class="_ _5"></span>o </div><div class="t m0 x0 h2 yb ff1 fs0 fc0 sc0 ls0 ws0">COMITÊ GEST<span class="_ _0"></span>OR DA INF<span class="_ _8"></span>RAESTRUTURA DE <span class="_ _8"></span>CHA<span class="_ _0"></span>VE<span class="_ _0"></span>S <span class="_ _8"></span>PÚBLICAS BR<span class="_ _8"></span>ASILEIRA, no <span class="_ _8"></span>ex<span class="_ _0"></span>ercício <span class="_ _8"></span>das <span class="_ _8"></span>compet<span class="_ _0"></span>ências </div><div class="t m0 x0 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">previs<span class="_ _0"></span>tas  no <span class="_ _9"> </span>art. <span class="_ _9"> </span>4°  d<span class="_ _8"></span>a <span class="_ _9"> </span>Medida  Provisória <span class="_ _9"> </span>n°  2.200<span class="ff2">-</span>2, <span class="_ _9"> </span>de <span class="_ _9"> </span>24  de <span class="_ _9"> </span>agosto  de <span class="_ _9"> </span>2001, <span class="_ _9"> </span>em <span class="_ _9"> </span>plenária  por </div><div class="t m0 x0 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">videoconf<span class="_ _6"></span>erência realiz<span class="_ _0"></span>ada em 20 de outubro <span class="_ _0"></span>de 2020,<span class="ff2"> </span></div><div class="t m0 x0 h2 ye ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 yf 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="_ _0"></span>a </span></div><div class="t m0 x0 h2 y10 ff1 fs0 fc0 sc0 ls0 ws0">revisão <span class="_ _5"></span>e <span class="_ _5"></span>consolidação <span class="_ _5"> </span>dos <span class="_ _4"> </span>atos <span class="_ _5"></span>normativos <span class="_ _5"></span>inf<span class="_ _0"></span>eriores <span class="_ _5"></span>a <span class="_ _4"> </span>decret<span class="_ _0"></span>o, <span class="_ _5"></span>editados <span class="_ _5"></span>por <span class="_ _4"> </span>órg<span class="_ _0"></span>ãos <span class="_ _5"></span>e <span class="_ _4"> </span>entidades <span class="_ _5"> </span>da<span class="_ _8"></span> </div><div class="t m0 x0 h2 y11 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 y12 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2 y13 ff1 fs0 fc0 sc0 ls0 ws0">RESOL<span class="_ _6"></span>VEU:<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x0 h2 y14 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y15 ff3 fs0 fc0 sc0 ls0 ws0">Art. <span class="_ _8"></span>1° <span class="_ _a"></span> <span class="_ _8"></span><span class="ff1">Esta <span class="_ _8"></span>Resoluç<span class="_ _0"></span>ão <span class="_ _8"></span>aprova a <span class="_ _a"></span>ver<span class="_ _0"></span>são <span class="_ _8"></span>revisada <span class="_ _8"></span>e <span class="_ _a"></span>consolidada <span class="_ _8"></span>do <span class="_ _8"></span>documento <span class="_ _8"></span>Critérios <span class="_ _8"></span>e <span class="_ _a"></span>Procedimen<span class="_ _0"></span>tos </span></div><div class="t m0 x0 h2 y16 ff1 fs0 fc0 sc0 ls0 ws0">para Cr<span class="_ _0"></span>edenciament<span class="_ _0"></span>o das Entidades In<span class="_ _0"></span>tegr<span class="_ _0"></span>antes d<span class="_ _0"></span>a ICP<span class="ff2">-</span>Brasil.<span class="ff2"> </span></div><div class="t m0 x0 h3 y17 ff3 fs0 fc0 sc0 ls0 ws0">Art. <span class="_ _9"> </span>2°<span class="ls2">  </span><span class="ff1">Fica <span class="_ _9"> </span>aprov<span class="_ _0"></span>ada <span class="_ _9"> </span>a <span class="_ _9"> </span>versão <span class="_ _9"> </span>7.0 <span class="_ _9"> </span>do <span class="_ _9"> </span>documento <span class="_ _9"> </span>DOC<span class="ff2">-</span>ICP<span class="ff2">-</span><span class="ls1">03</span> <span class="_ _9"> </span>–<span class="_ _8"></span> <span class="_ _9"> </span>Critérios <span class="_ _9"> </span>e <span class="_ _9"> </span>Procedimentos <span class="_ _9"> </span>par<span class="_ _0"></span>a </span></div><div class="t m0 x0 h2 y18 ff1 fs0 fc0 sc0 ls0 ws0">Credenciamen<span class="_ _0"></span>to das Entidades In<span class="_ _0"></span>tegr<span class="_ _0"></span>antes da ICP<span class="ff2">-</span>Br<span class="_ _0"></span>asil, ane<span class="_ _0"></span>xa a es<span class="_ _0"></span>ta R<span class="_ _0"></span>esolução.<span class="ff2"> </span></div><div class="t m0 x0 h3 y19 ff3 fs0 fc0 sc0 ls0 ws0">Art. <span class="_ _9"> </span>2° <span class="_ _9"> </span> <span class="_ _b"> </span><span class="ff1">Fica <span class="_ _9"> </span>aprov<span class="_ _0"></span>ada <span class="_ _9"> </span>a <span class="_ _9"> </span>versão <span class="_ _9"> </span>7.1 <span class="_ _9"> </span>do <span class="_ _9"> </span>documento <span class="_ _9"> </span>DOC<span class="ff2">-</span>ICP<span class="ff2">-</span><span class="ls1">03 <span class="_ _9"> </span></span>–<span class="_ _8"></span> <span class="_ _9"> </span>Critérios <span class="_ _9"> </span>e <span class="_ _b"> </span>Pr<span class="_ _0"></span>ocedimentos<span class="_ _0"></span> <span class="_ _9"> </span>para </span></div><div class="t m0 x0 h2 y1a ff1 fs0 fc0 sc0 ls0 ws0">Credenciamen<span class="_ _0"></span>to <span class="_ _5"></span>das <span class="_ _5"></span>Entidades <span class="_ _5"></span>Int<span class="_ _0"></span>egran<span class="_ _0"></span>tes <span class="_ _5"></span>da <span class="_ _5"></span>ICP<span class="ff2">-</span>Brasil, <span class="_ _7"></span>anex<span class="_ _0"></span>a <span class="_ _5"></span>a <span class="_ _5"> </span>esta <span class="_ _5"></span>Resoluç<span class="_ _0"></span>ão. <span class="_ _5"></span><span class="fc1">(Redação <span class="_ _7"></span>dada <span class="_ _5"> </span>pela </span></div><div class="t m0 x0 h2 y1b ff1 fs0 fc1 sc0 ls0 ws0">Resoluç<span class="_ _0"></span>ão CG ICP<span class="ff2">-</span>Br<span class="_ _0"></span>asil n° 197, de 2021)<span class="ff2 fc0"> </span></div><div class="t m0 x0 h3 y1c ff3 fs0 fc0 sc0 ls0 ws0">Art. 3°<span class="ls3">  </span><span class="ff1">Ficam rev<span class="_ _0"></span>og<span class="_ _0"></span>ada<span class="ls3">s:</span><span class="ff2"> </span></span></div><div class="t m0 x0 h2 y1d ff2 fs0 fc0 sc0 ls1 ws0">I <span class="ls0">- <span class="ff1"> <span class="ls4">a </span><span class="fc1">Resoluç<span class="_ _0"></span>ão n° 168, de 17 de abril de 2020<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">II <span class="ls0">- <span class="ff1 ls4">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 166, de 17 de abril de 2020<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x0 h2 y1f ff2 fs0 fc0 sc0 ls1 ws0">III <span class="ls0">- <span class="ff1 ls4">a <span class="fc1 ls0">Resolução n° 148, <span class="_ _0"></span>de 07 de novembro <span class="_ _0"></span>de 2018<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x0 h2 y20 ff2 fs0 fc0 sc0 ls0 ws0">IV - <span class="ff1 ls4">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 144, de 07 de novembr<span class="_ _0"></span>o de 2018<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y21 ff2 fs0 fc0 sc0 ls5 ws0">V <span class="ls0">- <span class="ff1"> <span class="ls4">a </span><span class="fc1">R<span class="_ _0"></span>esolução n° 134, de 07 de dez<span class="_ _0"></span>embr<span class="_ _0"></span>o de 2017<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x0 h2 y22 ff2 fs0 fc0 sc0 ls0 ws0">VI - <span class="ff1 ls4">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 133, de 07 de dez<span class="_ _0"></span>embro de 20<span class="_ _0"></span>17<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y23 ff2 fs0 fc0 sc0 ls0 ws0">VII - <span class="ff1 ls4">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 125, de 13 de set<span class="_ _0"></span>embro de 2017<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y24 ff2 fs0 fc0 sc0 ls0 ws0">VIII - <span class="ff1 ls4">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 108, de 25 de agos<span class="_ _0"></span>to de 2015<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y25 ff2 fs0 fc0 sc0 ls0 ws0">IX - <span class="ff1 ls4">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 102, de 29 de abril de 2014<span class="fc0">;<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" 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class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 ha y39 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa hb y3a ff6 fs4 fc0 sc0 ls0 ws0">ANEXO  </div><div class="t m0 x0 hb y3b ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y3c ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y3d ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y3e ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y3f ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hb y40 ff6 fs4 fc0 sc0 ls0 ws0">CRITÉRIOS E PROCEDIMENTOS PARA<span class="_ _8"></span> CREDENCIAMENTO DAS </div><div class="t m0 xb hb y41 ff6 fs4 fc0 sc0 ls0 ws0">ENTIDADES INTEGRANTES DA ICP<span class="_ _8"></span>-BRASIL </div><div class="t m0 xc hb y42 ff6 fs4 fc0 sc0 ls6 ws0">DOC<span class="ls0">-ICP-<span class="ls7">03</span><span class="ff8"> </span></span></div><div class="t m0 xd hb y43 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hb y44 ff6 fs4 fc0 sc0 ls0 ws0">Versão 7<span class="ls8">.0</span>  </div><div class="t m0 xe hb y45 ff6 fs4 fc0 sc0 ls0 ws0">Versão 7.1 </div><div class="t m0 xf hb y46 ff6 fs4 fc1 sc0 ls0 ws0">(Redação dada pela Resolução CG ICP<span class="_ _8"></span>-Brasil nº 197, de 2021)<span class="_ _8"></span><span class="fc0"> </span></div><div class="t m0 xd hb y47 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb y48 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb y49 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb y4a ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 hb y4b ff6 fs4 fc0 sc0 ls7 ws0">20 <span class="ls0">de outubro de </span>2020<span class="ls0"> </span></div><div class="t m0 x11 hb y4c ff6 fs4 fc0 sc0 ls0 ws0">16 de novembro de 2021 </div><div class="t m0 xf hb y4d ff6 fs4 fc1 sc0 ls0 ws0">(Redação dada pela Resolução CG ICP<span class="_ _8"></span>-Brasil nº 197, de 2021)<span class="_ _8"></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:333.000000px;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:121.970000px;width:376.240000px;height:30.140000px;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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">2</span> </div><div class="t m0 xd hb y3a ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x12 hb y3b ff6 fs4 fc0 sc0 ls0 ws0">SUMÁRIO  </div><div class="t m0 xd hb y3c ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 he y4f ff8 fs1 fc0 sc0 ls0 ws0">CONTROLE DE ALTERAÇÕES <span class="_ _6"></span><span class="lsa">.....................................................................................................................................<span class="ls0"> <span class="_ _e"></span>5<span class="ff2 fs5"> </span></span></span></div><div class="t m0 x0 he y50 ff8 fs1 fc0 sc0 ls0 ws0">LISTA DE SIGLAS E ACRÔNI<span class="_ _0"></span>MOS <span class="_ _8"></span><span class="lsa">...............................................................................................................................</span> <span class="_ _e"></span>9<span class="ff2 fs5"> </span></div><div class="t m0 x0 he y51 ff8 fs1 fc0 sc0 ls0 ws0">1<span class="ff2 fs5"> <span class="_ _f"> </span></span>INTRODUÇÃO <span class="lsa">...............................................................................................................................................</span> <span class="_ _e"></span><span class="lsb">11<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y52 ff8 fs1 fc0 sc0 ls0 ws0">2<span class="ff2 fs5"> <span class="_ _f"> </span></span>CREDENCIAMENTO <span class="_ _6"></span><span class="lsa">.......................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">12<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y53 ff2 fs1 fc0 sc0 ls0 ws0">2.1<span class="fs5"> <span class="_ _10"> </span></span>C<span class="fs3">RITÉRIOS</span> <span class="_ _e"></span><span class="lsc">..............................................................................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">12<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y54 ffb fs1 fc0 sc0 ls0 ws0">2.1.1<span class="fs5"> <span class="_ _11"> </span></span>Critérios para credenciamento<span class="_ _0"></span> de AC <span class="lsc">.......................................................................................................</span> <span class="_ _e"></span><span class="lsb">12<span class="fs5 ls0"> </span></span></div><div class="t m0 x4 hf y55 ffb fs1 fc0 sc0 ls0 ws0">2.1.2<span class="fs5"> <span class="_ _11"> </span></span>Critérios para credenciamento<span class="_ _0"></span> de AR <span class="lsc">.......................................................................................................</span> <span class="_ _e"></span><span class="lsb">12<span class="fs5 ls0"> </span></span></div><div class="t m0 x4 hf y56 ffb fs1 fc0 sc0 ls0 ws0">2.1.3<span class="fs5"> <span class="_ _11"> </span></span>Critérios para credenciamento<span class="_ _0"></span> de ACT <span class="_ _12"></span><span class="lsc">......................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">13<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y57 ffb fs1 fc0 sc0 ls0 ws0">2.1.4<span class="fs5"> <span class="_ _11"> </span></span>Critérios para credenciamento<span class="_ _0"></span> de PSS <span class="_ _6"></span><span class="lsc">................................................................<span class="_ _8"></span>......................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">13<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y58 ffb fs1 fc0 sc0 ls0 ws0">2.1.5<span class="fs5"> <span class="_ _11"> </span></span>Critérios para credenciamento<span class="_ _0"></span> de PSBio <span class="_ _13"></span><span class="lsc">...................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">13<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y59 ffb fs1 fc0 sc0 ls0 ws0">2.1.6<span class="fs5"> <span class="_ _11"> </span></span>Critérios para credenciamento<span class="_ _0"></span> de PSC de Assinatura Digital e Arm<span class="_ _0"></span>azenamento de Chaves Criptográfi<span class="_ _0"></span>cas</div><div class="t m0 x4 hf y5a ffb fs1 fc0 sc0 ls0 ws0"> <span class="_ _14"> </span><span class="lsb">13</span><span class="fs5"> </span></div><div class="t m0 x13 he y5b ff2 fs1 fc0 sc0 ls0 ws0">2.2<span class="fs5"> <span class="_ _10"> </span></span>P<span class="fs3">ROCEDIMENTOS</span> <span class="lsc">....................................................................................................................................................</span> <span class="_ _e"></span><span class="lsb">14<span class="fs5 ls0"> </span></span></div><div class="t m0 x4 hf y5c ffb fs1 fc0 sc0 ls0 ws0">2.2.1<span class="fs5"> <span class="_ _11"> </span></span>Diretrizes gerais <span class="_ _0"></span><span class="lsc">........................................................................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">14<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y5d ffb fs1 fc0 sc0 ls0 ws0">2.2.2<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para creden<span class="_ _0"></span>ciamento de AC <span class="_ _13"></span><span class="lsc">.............................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">14<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y5e ffb fs1 fc0 sc0 ls0 ws0">2.2.3<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para creden<span class="_ _0"></span>ciamento de AR <span class="_ _13"></span><span class="lsc">.............................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">17<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y5f ffb fs1 fc0 sc0 ls0 ws0">2.2.4<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para creden<span class="_ _0"></span>ciamento de ACT <span class="_ _e"></span><span class="lsc">...........................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">18<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y60 ffb fs1 fc0 sc0 ls0 ws0">2.2.5<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para creden<span class="_ _0"></span>ciamento de PSS <span class="_ _15"></span><span class="lsc">............................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">20<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y61 ffb fs1 fc0 sc0 ls0 ws0">2.2.6<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para creden<span class="_ _0"></span>ciamento de PSBio <span class="lsc">........................................................................................</span> <span class="_ _13"></span><span class="lsb">21<span class="fs5 ls0"> </span></span></div><div class="t m0 x4 hf y62 ffb fs1 fc0 sc0 ls0 ws0">2.2.7<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para creden<span class="_ _0"></span>ciamento de PSC de Assinatura <span class="_ _0"></span>Digital e Armazenamento de Chaves </div><div class="t m0 x4 hf y63 ffb fs1 fc0 sc0 ls0 ws0">Criptográficas <span class="_ _13"></span><span class="lsc">..........................................................................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">23<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y64 ff8 fs1 fc0 sc0 ls0 ws0">3<span class="ff2 fs5"> <span class="_ _f"> </span></span>MANUTENÇÃO DO CREDEN<span class="_ _0"></span>CIAMENTO <span class="_ _12"></span><span class="lsa">..........................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">24<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y65 ff2 fs1 fc0 sc0 ls0 ws0">3.1<span class="fs5"> <span class="_ _10"> </span></span>M<span class="fs3">ANUTENÇÃO DE CREDENCIAMENTO DE <span class="_ _8"></span></span><span class="lsd">AC</span> <span class="_ _12"></span><span class="lsc">.................................................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">25<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y66 ff2 fs1 fc0 sc0 ls0 ws0">3.2<span class="fs5"> <span class="_ _10"> </span></span>M<span class="fs3">ANUTENÇÃO DE CREDENCIAMENTO DE <span class="_ _8"></span></span><span class="lsd">AR</span> <span class="lsc">................................................................................................................</span> <span class="_ _e"></span><span class="lsb">25<span class="fs5 ls0"> </span></span></div><div class="t m0 x13 he y67 ff2 fs1 fc0 sc0 ls0 ws0">3.3<span class="fs5"> <span class="_ _10"> </span></span>M<span class="fs3">ANUTENÇÃO DE CREDENCIAMENTO DE <span class="_ _8"></span></span>ACT <span class="_ _12"></span><span class="lsc">...............................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">26<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y68 ff2 fs1 fc0 sc0 ls0 ws0">3.4<span class="fs5"> <span class="_ _10"> </span></span>M<span class="fs3">ANUTENÇÃO DE CREDENCIAMENTO DE <span class="_ _8"></span></span>PSS <span class="_ _0"></span><span class="lsc">...............................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">26<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y69 ff2 fs1 fc0 sc0 ls0 ws0">3.5<span class="fs5"> <span class="_ _10"> </span></span>M<span class="fs3">ANUTENÇÃO DE CREDENCIAMENTO DE <span class="_ _8"></span></span>PSB<span class="fs3 lse">IO</span> <span class="_ _e"></span><span class="lsc">............................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">26<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y6a ff2 fs1 fc0 sc0 ls0 ws0">3.6<span class="fs5"> <span class="_ _10"> </span></span>M<span class="fs3">ANUTENÇÃO DE CREDENCIAMENTO DE <span class="_ _8"></span></span>PSC<span class="fs3"> <span class="lsf">DE </span></span>A<span class="fs3">SSINATURA </span>D<span class="fs3">IGITAL E </span>A<span class="fs3">RMAZENAMEN<span class="_ _8"></span>TO DE </span>C<span class="fs3">HAVES </span>C<span class="fs3">RIPTOGRÁFICAS<span class="_ _8"></span></span> <span class="_ _13"></span><span class="lsc">..........<span class="ls0"> <span class="_ _e"></span><span class="lsb">27<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y6b ff8 fs1 fc0 sc0 ls0 ws0">4<span class="ff2 fs5"> <span class="_ _f"> </span></span>DESCREDENCIAMENTO <span class="_ _0"></span><span class="lsa">................................................................................................................................<span class="ls0">. <span class="_ _e"></span><span class="lsb">27<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y6c ff2 fs1 fc0 sc0 ls0 ws0">4.1<span class="fs5"> <span class="_ _10"> </span></span>D<span class="fs3">ESCREDENCIAMENTO DE </span><span class="lsd">AC</span> <span class="_ _6"></span><span class="lsc">....................................................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">27<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y6d ffb fs1 fc0 sc0 ls0 ws0">4.1.1<span class="fs5"> <span class="_ _11"> </span></span>Requisitos Gerais para o descr<span class="_ _0"></span>edenciamento de AC <span class="_ _13"></span><span class="lsc">.................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">27<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y6e ffb fs1 fc0 sc0 ls0 ws0">4.1.2<span class="fs5"> <span class="_ _11"> </span></span>Hipóteses para o descreden<span class="_ _0"></span>ciamento de AC <span class="_ _13"></span><span class="lsc">.............................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">27<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y6f ffb fs1 fc0 sc0 ls0 ws0">4.1.3<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para descre<span class="_ _0"></span>denciamento de AC <span class="lsc">.......................................................................................</span> <span class="_ _e"></span><span class="lsb">28<span class="fs5 ls0"> </span></span></div><div class="t m0 x13 he y70 ff2 fs1 fc0 sc0 ls0 ws0">4.2<span class="fs5"> <span class="_ _10"> </span></span>D<span class="fs3">ESCREDENCIAMENTO DE </span><span class="lsd">AR</span> <span class="_ _6"></span><span class="lsc">....................................................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">29<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y71 ffb fs1 fc0 sc0 ls0 ws0">4.2.1<span class="fs5"> <span class="_ _11"> </span></span>Hipóteses para o descreden<span class="_ _0"></span>ciamento de AR <span class="_ _15"></span><span class="lsc">.............................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">29<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y72 ffb fs1 fc0 sc0 ls0 ws0">4.2.2<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para descre<span class="_ _0"></span>denciamento de AR <span class="lsc">.......................................................................................</span> <span class="_ _13"></span><span class="lsb">29<span class="fs5 ls0"> </span></span></div><div class="t m0 x13 he y73 ff2 fs1 fc0 sc0 ls0 ws0">4.3<span class="fs5"> <span class="_ _10"> </span></span>D<span class="fs3">ESCREDENCIAMENTO DE </span>ACT <span class="_ _0"></span><span class="lsc">..................................................................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">30<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y74 ffb fs1 fc0 sc0 ls0 ws0">4.3.1<span class="fs5"> <span class="_ _11"> </span></span>Requisitos Gerais para o descr<span class="_ _0"></span>edenciamento de ACT <span class="_ _13"></span><span class="lsc">...............................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">30<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y75 ffb fs1 fc0 sc0 ls0 ws0">4.3.2<span class="fs5"> <span class="_ _11"> </span></span>Hipóteses para o descreden<span class="_ _0"></span>ciamento de ACT <span class="_ _13"></span><span class="lsc">...........................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">31<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y76 ffb fs1 fc0 sc0 ls0 ws0">4.3.3<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para descre<span class="_ _0"></span>denciamento de ACT <span class="_ _12"></span><span class="lsc">......................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">31<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y77 ff2 fs1 fc0 sc0 ls0 ws0">4.4<span class="fs5"> <span class="_ _10"> </span></span>D<span class="fs3">ESCREDENCIAMENTO DE </span>PSS <span class="_ _13"></span><span class="lsc">...................................................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">32<span class="fs5 ls0"> </span></span></span></span></div></div><a class="l" href="#pf7" data-dest-detail='[7,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:610.270000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:592.070000px;width:485.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:573.860000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,625,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:555.650000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,594,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:543.450000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,422,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:531.240000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,221,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:519.030000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pff" data-dest-detail='[15,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:506.820000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pff" data-dest-detail='[15,"XYZ",54,571,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:494.620000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pff" data-dest-detail='[15,"XYZ",54,419,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:482.410000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pff" data-dest-detail='[15,"XYZ",54,254,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:470.200000px;width:462.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pff" data-dest-detail='[15,"XYZ",54,254,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:458.000000px;width:74.640000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf10" data-dest-detail='[16,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:445.790000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf10" data-dest-detail='[16,"XYZ",54,699,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:433.580000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf10" data-dest-detail='[16,"XYZ",54,259,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:421.370000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf13" data-dest-detail='[19,"XYZ",54,671,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:409.170000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf14" data-dest-detail='[20,"XYZ",54,364,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:396.960000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf16" data-dest-detail='[22,"XYZ",54,369,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:384.750000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf17" data-dest-detail='[23,"XYZ",54,199,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:372.550000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",54,454,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:360.340000px;width:462.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",54,454,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:348.130000px;width:485.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1a" data-dest-detail='[26,"XYZ",54,94,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:323.930000px;width:485.900000px;height:24.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,699,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:311.720000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1b" data-dest-detail='[27,"XYZ",54,264,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:299.510000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1c" data-dest-detail='[28,"XYZ",54,671,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:287.300000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf1c" data-dest-detail='[28,"XYZ",54,410,null]'><div class="d m1" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">3</span> </div><div class="t m0 x4 hf y78 ffb fs1 fc0 sc0 ls0 ws0">4.4.1<span class="fs5"> <span class="_ _11"> </span></span>Hipóteses para o descreden<span class="_ _0"></span>ciamento de PSS <span class="_ _12"></span><span class="lsc">............................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">32<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y79 ffb fs1 fc0 sc0 ls0 ws0">4.4.2<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para descre<span class="_ _0"></span>denciamento de PSS <span class="_ _6"></span><span class="lsc">......................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">32<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y7a ff2 fs1 fc0 sc0 ls0 ws0">4.5<span class="fs5"> <span class="_ _10"> </span></span>D<span class="fs3">ESCREDENCIAMENTO DE </span>PSB<span class="fs3 lse">IO</span> <span class="_ _12"></span><span class="lsc">................................................................................................<span class="_ _8"></span>................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">33<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y7b ffb fs1 fc0 sc0 ls0 ws0">4.5.1<span class="fs5"> <span class="_ _11"> </span></span>Hipóteses para o descreden<span class="_ _0"></span>ciamento de PSBio <span class="_ _6"></span><span class="lsc">................................................................<span class="_ _8"></span>........................<span class="ls0"> <span class="_ _e"></span><span class="lsb">33<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y7c ffb fs1 fc0 sc0 ls0 ws0">4.5.2<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para descre<span class="_ _0"></span>denciamento de PSBio <span class="_ _13"></span><span class="lsc">...................................................................................<span class="ls0"> <span class="_ _13"></span><span class="lsb">33<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y7d ff2 fs1 fc0 sc0 ls0 ws0">4.6<span class="fs5"> <span class="_ _10"> </span></span>D<span class="fs3">ESCREDENCIAMENTO DE </span>PSC<span class="fs3"> <span class="lsf">DE </span></span>A<span class="fs3">SSINATURA </span>D<span class="fs3">IGI<span class="_ _8"></span>TAL E </span>A<span class="fs3">RMAZENAMENTO DE </span>C<span class="fs3">HAVE<span class="_ _8"></span>S </span>C<span class="fs3">RIPTOGRÁFICAS</span><span class="lsc">..............................</span> <span class="_ _e"></span><span class="lsb">34<span class="fs5 ls0"> </span></span></div><div class="t m0 x4 hf y7e ffb fs1 fc0 sc0 ls0 ws0">4.6.1<span class="fs5"> <span class="_ _11"> </span></span>Hipóteses para o descreden<span class="_ _0"></span>ciamento de PSC de Assinatura Digital<span class="_ _0"></span> e Armazenamento de Chaves </div><div class="t m0 x4 hf y7f ffb fs1 fc0 sc0 ls0 ws0">Criptográficas <span class="_ _13"></span><span class="lsc">..........................................................................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">34<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x4 hf y80 ffb fs1 fc0 sc0 ls0 ws0">4.6.2<span class="fs5"> <span class="_ _11"> </span></span>Procedimentos para descre<span class="_ _0"></span>denciamento de PSC de Assinatura Digit<span class="_ _0"></span>al e Armazenamento de Ch<span class="_ _0"></span>aves </div><div class="t m0 x4 hf y81 ffb fs1 fc0 sc0 ls0 ws0">Criptográficas <span class="_ _13"></span><span class="lsc">..........................................................................................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">34<span class="fs5 ls0"> </span></span></span></span></div><div class="t m0 x13 he y82 ff2 fs1 fc0 sc0 ls0 ws0">4.7<span class="fs5"> <span class="_ _10"> </span></span>O<span class="fs3">BRIGAÇÕES </span>S<span class="fs3">UBSISTENTES<span class="_ _8"></span></span> <span class="lsc">......................................................................................................................................</span> <span class="_ _e"></span><span class="lsb">35<span class="fs5 ls0"> </span></span></div><div class="t m0 x0 he y83 ff8 fs1 fc0 sc0 ls0 ws0">5<span class="ff2 fs5"> <span class="_ _f"> </span></span>DOCUMENTOS REFERENCIADOS <span class="lsa">...................................................................................................................</span> <span class="_ _6"></span><span class="lsb">36<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y84 ff8 fs1 fc0 sc0 ls0 ws0">ANEXO <span class="ls10">I </span>- DOCUMENTOS PARA CREDENCIAMEN<span class="_ _0"></span>TO DE AC <span class="lsa">.....................................................................................</span> <span class="_ _e"></span><span class="lsb">38<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y85 ff8 fs1 fc0 sc0 ls0 ws0">1<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA HABILITAÇ<span class="_ _0"></span>ÃO JURÍDICA: <span class="lsa">...................................................................................................</span> <span class="_ _6"></span><span class="lsb">38<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y86 ff8 fs1 fc0 sc0 ls0 ws0">2<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA REGULARI<span class="_ _0"></span>DADE FISCAL: <span class="_ _6"></span><span class="lsa">....................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">38<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y87 ff8 fs1 fc0 sc0 ls0 ws0">3<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO ECONÔMICO-FINANCEIRA (EXCETO ENTIDAD<span class="_ _0"></span>ES DA ADMINISTRAÇÃO </div><div class="t m0 x0 he y88 ff8 fs1 fc0 sc0 ls0 ws0">PÚBLICA DIRETA E INDIR<span class="_ _0"></span>ETA, NAS ESFERAS FEDERAL, ES<span class="_ _0"></span>TADUAL E MUNICIPAL) <span class="_ _13"></span><span class="lsa">.....................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">38<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y89 ff8 fs1 fc0 sc0 ls0 ws0">4<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO TÉCNICA: <span class="_ _e"></span><span class="lsa">..................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">39<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8a ff8 fs1 fc0 sc0 ls0 ws0">ANEXO II - DOCUMENTOS PARA C<span class="_ _0"></span>REDENCIAMENTO DE AR <span class="_ _0"></span><span class="lsa">....................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">41<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8b ff8 fs1 fc0 sc0 ls0 ws0">1<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA HABILITAÇ<span class="_ _0"></span>ÃO JURÍDICA: <span class="lsa">...................................................................................................</span> <span class="_ _6"></span><span class="lsb">41<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y8c ff8 fs1 fc0 sc0 ls0 ws0">2<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA REGULARI<span class="_ _0"></span>DADE FISCAL: <span class="_ _6"></span><span class="lsa">....................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">41<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8d ff8 fs1 fc0 sc0 ls0 ws0">3<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO ECONÔMICO-FINANCEIRA (EXCETO ENTIDAD<span class="_ _0"></span>ES DA ADMINISTRAÇÃO </div><div class="t m0 x0 he y8e ff8 fs1 fc0 sc0 ls0 ws0">PÚBLICA DIRETA E INDIR<span class="_ _0"></span>ETA, NAS ESFERAS FEDERAL, ESTADUA<span class="_ _0"></span>L E MUNICIPAL): <span class="_ _13"></span><span class="lsa">....................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">41<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y8f ff8 fs1 fc0 sc0 ls0 ws0">4<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS AOS CONTRATOS<span class="_ _0"></span>: <span class="lsa">.......................................................................................................................</span> <span class="_ _e"></span><span class="lsb">43<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y90 ff8 fs1 fc0 sc0 ls0 ws0">ANEXO III - DOCUMENTOS PARA CRED<span class="_ _0"></span>ENCIAMENTO DE PSS <span class="_ _6"></span><span class="lsa">..................................................................................<span class="ls0"> <span class="_ _e"></span><span class="lsb">44<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y91 ff8 fs1 fc0 sc0 ls0 ws0">1<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA HABILITAÇÃO JURÍD<span class="_ _0"></span>ICA: <span class="lsa">...................................................................................................</span> <span class="_ _6"></span><span class="lsb">44<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y92 ff8 fs1 fc0 sc0 ls0 ws0">2<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA REGULARI<span class="_ _0"></span>DADE FISCAL: <span class="_ _6"></span><span class="lsa">....................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">44<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y93 ff8 fs1 fc0 sc0 ls0 ws0">3<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO ECONÔMICO-FINANCEIRA (EXCETO ENTIDAD<span class="_ _0"></span>ES DA ADMINISTRAÇÃO </div><div class="t m0 x0 he y94 ff8 fs1 fc0 sc0 ls0 ws0">PÚBLICA DIRETA E INDIR<span class="_ _0"></span>ETA, NAS ESFERAS FEDERAL, ES<span class="_ _0"></span>TADUAL E MUNICIPAL): <span class="_ _13"></span><span class="lsa">....................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">44<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y95 ff8 fs1 fc0 sc0 ls0 ws0">ANEXO IV - DOCUMENTOS PARA C<span class="_ _0"></span>REDENCIAMENTO DE ACT <span class="lsa">.................................................................................</span> <span class="_ _e"></span><span class="lsb">47<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y96 ff8 fs1 fc0 sc0 ls0 ws0">1<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA HABILITAÇ<span class="_ _0"></span>ÃO JURÍDICA: <span class="lsa">...................................................................................................</span> <span class="_ _6"></span><span class="lsb">47<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y97 ff8 fs1 fc0 sc0 ls0 ws0">2<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA REGULARI<span class="_ _0"></span>DADE FISCAL: <span class="_ _6"></span><span class="lsa">....................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">47<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y98 ff8 fs1 fc0 sc0 ls0 ws0">3<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO ECONÔMICO-FINANCEIRA (EXCETO ENTIDAD<span class="_ _0"></span>ES DA ADMINISTRAÇÃO </div><div class="t m0 x0 he y99 ff8 fs1 fc0 sc0 ls0 ws0">PÚBLICA DIRETA E INDIR<span class="_ _0"></span>ETA, NAS ESFERAS FEDERAL, ES<span class="_ _0"></span>TADUAL E MUNICIPAL): <span class="_ _13"></span><span class="lsa">....................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">47<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9a ff8 fs1 fc0 sc0 ls0 ws0">4<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO TÉCNICA: <span class="_ _e"></span><span class="lsa">..................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">48<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9b ff8 fs1 fc0 sc0 ls0 ws0">ANEXO V - DOCUMENTOS PARA CRED<span class="_ _0"></span>ENCIAMENTO DE PRESTADOR D<span class="_ _0"></span>E SERVIÇOS BIOMÉTRICOS - PSBIO <span class="_ _6"></span><span class="lsa">..............<span class="ls0"> <span class="_ _6"></span><span class="lsb">50<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9c ff8 fs1 fc0 sc0 ls0 ws0">1<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA HABILITAÇ<span class="_ _0"></span>ÃO JURÍDICA: <span class="lsa">...................................................................................................</span> <span class="_ _6"></span><span class="lsb">50<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he y9d ff8 fs1 fc0 sc0 ls0 ws0">2<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA REGULARI<span class="_ _0"></span>DADE FISCAL: <span class="_ _6"></span><span class="lsa">....................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">50<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he y9e ff8 fs1 fc0 sc0 ls0 ws0">3<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO ECONÔMICO-FINANCEIRA (EXCETO ENTIDAD<span class="_ _0"></span>ES DA ADMINISTRAÇÃO </div><div class="t m0 x0 he y9f ff8 fs1 fc0 sc0 ls0 ws0">PÚBLICA DIRETA E INDIRETA<span class="_ _0"></span>, NAS ESFERAS FEDERAL, ES<span class="_ _0"></span>TADUAL E MUNICIPAL): <span class="_ _13"></span><span class="lsa">....................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">50<span class="ff2 fs5 ls0"> </span></span></span></span></div></div><a class="l" href="#pf22" data-dest-detail='[34,"XYZ",54,576,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:706.720000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf22" data-dest-detail='[34,"XYZ",54,456,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:694.510000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf23" data-dest-detail='[35,"XYZ",54,552,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:682.300000px;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",54,527,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:670.100000px;width:461.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf23" data-dest-detail='[35,"XYZ",54,415,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:657.890000px;width:461.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf24" data-dest-detail='[36,"XYZ",54,594,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:645.680000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf24" data-dest-detail='[36,"XYZ",54,554,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:633.470000px;width:462.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf24" data-dest-detail='[36,"XYZ",54,554,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:621.270000px;width:485.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf24" data-dest-detail='[36,"XYZ",54,427,null]'><div class="d m1" style="border-style:none;position:absolute;left:78.450000px;bottom:609.060000px;width:462.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf24" data-dest-detail='[36,"XYZ",54,427,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:596.850000px;width:485.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf25" data-dest-detail='[37,"XYZ",54,404,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:584.650000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf26" data-dest-detail='[38,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:560.440000px;width:485.900000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf28" data-dest-detail='[40,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:542.230000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf28" data-dest-detail='[40,"XYZ",54,655,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:524.030000px;width:485.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf28" data-dest-detail='[40,"XYZ",54,582,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:505.820000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf28" data-dest-detail='[40,"XYZ",54,365,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:493.610000px;width:486.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf28" data-dest-detail='[40,"XYZ",54,365,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:475.400000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf29" data-dest-detail='[41,"XYZ",54,120,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:457.200000px;width:485.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2b" data-dest-detail='[43,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:438.990000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2b" data-dest-detail='[43,"XYZ",75,655,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:420.780000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2b" data-dest-detail='[43,"XYZ",54,582,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:402.580000px;width:485.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2b" data-dest-detail='[43,"XYZ",75,352,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:390.370000px;width:486.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2b" data-dest-detail='[43,"XYZ",75,352,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:372.160000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2d" data-dest-detail='[45,"XYZ",54,649,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:353.960000px;width:485.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2e" data-dest-detail='[46,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:335.750000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2e" data-dest-detail='[46,"XYZ",54,655,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:317.540000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2e" data-dest-detail='[46,"XYZ",54,582,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:299.330000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2e" data-dest-detail='[46,"XYZ",54,352,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:287.130000px;width:486.400000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf2e" data-dest-detail='[46,"XYZ",54,352,null]'><div class="d m1" 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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">4</span> </div><div class="t m0 x0 he ya0 ff8 fs1 fc0 sc0 ls0 ws0">4<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO TÉCNICA: <span class="_ _e"></span><span class="lsa">..................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">51<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 h10 ya1 ff8 fs1 fc0 sc0 ls0 ws0">ANEXO VI - DOCUMENTOS PARA C<span class="_ _0"></span>REDENCIAMENTO DE PRESTADOR<span class="_ _0"></span> DE SERVIÇO DE CONFIANÇA<span class="_ _0"></span> DE ASSINATURA </div><div class="t m0 x0 he ya2 ff8 fs1 fc0 sc0 ls0 ws0">DIGITAL E ARMAZENAMENTO D<span class="_ _0"></span>E CHAVES CRIPTOGRÁFICAS <span class="_ _6"></span><span class="lsa">..................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">53<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya3 ff8 fs1 fc0 sc0 ls0 ws0">1<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA HABILITAÇ<span class="_ _0"></span>ÃO JURÍDICA: <span class="lsa">...................................................................................................</span> <span class="_ _6"></span><span class="lsb">53<span class="ff2 fs5 ls0"> </span></span></div><div class="t m0 x0 he ya4 ff8 fs1 fc0 sc0 ls0 ws0">2<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA REGULARI<span class="_ _0"></span>DADE FISCAL: <span class="_ _6"></span><span class="lsa">....................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">53<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya5 ff8 fs1 fc0 sc0 ls0 ws0">3<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO ECONÔMICO-FINANCEIRA (EXCETO ENTIDAD<span class="_ _0"></span>ES DA ADMINISTRAÇÃO </div><div class="t m0 x0 he ya6 ff8 fs1 fc0 sc0 ls0 ws0">PÚBLICA DIRETA E INDIR<span class="_ _0"></span>ETA, NAS ESFERAS FEDERAL, ES<span class="_ _0"></span>TADUAL E MUNICIPAL): <span class="_ _13"></span><span class="lsa">....................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">53<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 x0 he ya7 ff8 fs1 fc0 sc0 ls0 ws0">4<span class="ff2 fs5"> <span class="_ _f"> </span></span>RELATIVOS A SUA QUALIFICAÇ<span class="_ _0"></span>ÃO TÉCNICA: <span class="_ _e"></span><span class="lsa">..................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="lsb">55<span class="ff2 fs5 ls0"> </span></span></span></span></div><div class="t m0 xd hb ya8 ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h11 ya9 ff8 fs1 fc0 sc0 ls0 ws0"> <span class="_ _16"> </span><span class="fs4"> </span></div></div><a class="l" 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style="border-style:none;position:absolute;left:54.450000px;bottom:652.100000px;width:485.900000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf37" data-dest-detail='[55,"XYZ",54,504,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:633.890000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf37" data-dest-detail='[55,"XYZ",54,273,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:621.680000px;width:486.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf37" data-dest-detail='[55,"XYZ",54,273,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:603.470000px;width:485.900000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf39" data-dest-detail='[57,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:585.270000px;width:485.900000px;height:18.200000px;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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3Xfdc9ukgUAwM4awRHRkWvXz7u7PTr7tWje8IvBVXOlvlI3adT4ycPHNkald8vivrvm3hkUO4UctZSvfOy27ig3fE9SRJ4xfOIeY6aliAdXzZ/TsigPeNOKnJ49Zf9hlTofXACApz6Cex5icffqI7/15sfKFVv1EKk+itENIw6YsPuJM4543rSDD9tlj2qq7Fzvdo6I1uie8dVTVkXbRj+IyPn9B7zqi8eflSPOvurcf7/xhwPv31BW73jH/+7aNN78CgCAbbF9LoxLOXLKEZFTlGmr7l7k9qgt7Fq1cP6Nl86/sb5WfOm49/39waembZ41sUP9laPnl7LIZR7QxynK1Lt3XaQ06NuYU0SYYQwAsK220zrB27YCQk79WjAiIjor5Ueu+s53b72wY2Au7gRyioERvD6Uk1nEAABPhwgecv0NfQ2J1eXa91/2pd88eNVOGIQpD3hNaWAOAwDwBHnytk1OOaplpV/q5VzkcoNh4I2LuaNS+/EtF582+3mVnaiDK5EOGT57Tdmx0dWCRY6ZDRPCGDAAwE4UwfngsbPPPemjlb7mreVyVVfrvJal37/jwssW3jzIHSJFir89emtrrX1UpWmwA/otkdZvgbbc952+9YBzjpTWr6KW8saLlvX9Nvf+L6WIDdb33eD4fvtf5N7z7Ff2qfepc2xiheDGqF761q8OOtxbCGAAgJ0rgtOwauP+E3atblyfcdCkPQ477y0d1XKwO0VndHfWuqLSVEZurXUMcrlYjhGVhiKlHLGsu/X6uXfd8NjdZY6poyc8f7dDZzVPKvo2nCsjt5adyzpb7l/0yIPLHlu+tqW1Y22Zy7pKZXjDsOH1DZNHjN91/LRdR08ZXRlWif6rs23wrCmlnlkdy7rW3Lv0kXmrF81dsWhVe2tXrVatVBsq9dNGT9h/l9m7jp0ypudxBlhT6xx0/LshKk1FnekQAAA7TQSvr971mwvnFClPHzWxLlc6YrAIzrmprGuqa4zIS9auOuG771pbX0u99+v5Z6qU6eK3fGX35klXzL/jrb/+1GNdy7uLHBEpx4QrRrx+nxP/5agzxjaNmNu2/OtX/+y391+5oGVpW7W7VsTAybcpp/pasUvjmBN3f/apex13/MxD6qMy4Cq13JHLyx65+Tf3Xv67B/62sHNld5F7Vsbo/yobapWx1RGvP/BFH37eGWMrw/rfvy26j/nu29eU7TFgj4+37P/ijx/zVqPBAAA7SwTnDXdzyxEp5ZRTxILWZd09BTxgTYRqWXnDoS8eFnURqTuXj3YtX110bvTAdbXUlrsvfPjad116zrxyaVTSuudZWK6+8KGr9pw464d3Xnzr4gfWRGekiIbBzq1n0kLKbUXt4drSb9974ffuuejoXfb/+LPfeuyMg6pR9Cx/0ZVrFz7wty9c/z/XLrmnTDmnTb1/ua2uNi9WfuG2n55754VnHfLKf3n2GxuLnkNTGfmRrqUD1gmOiFhWa/WJBAB4EjxZq0OknoUheicS5BRl5K7IS7rXnn3l9zrqauvyeN0XKccLJh788WP/rtjssrg54pIFN77+/z4xr2PpRhFdjeLYvY/84J+/+rcld61JnZuccDvw8VPUinzF4ttP+fWHv3LD+WXfFODz77n8NRd94m/L7q5Vypw2ntfR98X6ls8plpWtn77hh5+56rwuuycDAOwwnpSR4ByR0u0rHnreT9+d+iZE1MpyVceaJWtXrKyt2XiCbI5qmV6527FfPfGfRlUaN//Y3UX+5J++sbbS2bvMRL8r2cYPH/2LOy5tjc5B79gYdZOHjR1ebUoRi9tXLGtf3T1g5bK2Stenrv7+82ceetjEPdbmrs9f95OuSu7N277erS8rp84+Zr9xs8qc56xaeMuS+25f8XC5voZzmeLLN/188sgJ7zroFJe+AQA8YyI4RUS0dLddu+TuTX13/Qnl4vhJB7/9sFe8fPej61IxlAdf09XetxpE72SLnFKR85i6EfesXb5+Um9eP8Z86Mjdzn35J/ceMz1FishdkX//8LVvvvDsgcW8JnX+4aFrD5s4+8aF99258uH1Q+c5IkVRpncccMqXj39f0bsCReqI2it/9a8Xz7su9T5xyhFris5PXf7dV+x57OSm0T5zAADPjAh+PKaNnPTKA088eJc9i8GWJ9tEB6eIKHLMbph81IwDh1Ubrnz01nnLFx4xfq/WNauXtbfUoixTlKksU+SI8XUjf3r6Z3cfPqmvolNdjpft+uz9xu1+7bK7NyrsnOOh1QtyxPyWxbWN2z0VEcPqGyOiZym0FNEYlXcc8PLmStP60845Iio5rWhZKYIBAERwf72xO6dlwd9f+rmGqB437dB3HvjyF+x6eHOlfgsdnCNF/NOBrzn7mDMbi7oU0ZVrq9vWjGpq7i5r7bXOlW2tazvbVnS2rmxvWdPVNrq+ebfhE1PknCNSdJS1x1qW3Lf80Y6ya5CTili0dnkZMa5pVCU2WsMidxfxtZvOf2TVokMn7jFl+PjJw8eNbmw+ePKeL9j98IairuiL5Z5XV/i4AQA8AyO4yAMKMw2yS3CZoi26fzfvukvnXv/88Qf/8rWfG1Fp2NzjppiYmz/w7NcPK+p7krMhVScMGxWR6yuVYZX6sfXN0buhRvSsz1BGLOxYdf1jd94y//6LH/rbrcsf6KrkMg2+RG9X2Z0inj39gMmNYx/tXNZvbDpFRFvq+tlDl/3soctSjhQpRdTXislN4/YeO+OMg1760j2PHhbVJIABAJ6ZETyladzps5+/7sqwnPOa7vYla1bcMP+ued0r8mCTH7qLfNnSWy554JpX7XXsZts6HTll3/GNIzc/baKWYnltzUNL513x8I2Xz73p1oX3LylX11IuU+57GwZ/gJ40Hh51x04/9EcP/iE2sVpFTr3rwLVVaw91LX540eI//u7GZ123zxdO/IcjJu3pgjgAgGdiBM9q3uWc495d7bcoW845UqzqWvuLu//8H9f+8JG2xQP7slbk799+4al7HRO9+yEPolLGaXsfX4lBdkOuRXnt/Lsuefi6+1Y8etuyBx9ZsbAjdfcu8RsRRd9wdGxu7nHq++cnj37bqo7W38+9rjPVNn3g+mfvLPKVK+56ya8+8NEj3/K2g14ystroAwcA8MyK4BS9swXW35JSRIypG37mgS/pLLvff8WXB9s1Lm5YfPfyrjURvYv1DtSU6w6auufA77aXXf962Te/dddvOtY1a2VdoPYeXERUa8WMpglHTTvw9lVzbl52/2Zewu6jJv/qFZ/57q0XfvqK7y+ptXQX5YDdj/MGNZwiIpZ2t3zwr/9924L7vv2SD9Wlis8cAMAzKII3I0d0dW9yN4nVXWtXtbcOK+rzJu7ekKvjmscMfMzPXv2jr935f+VGM5Ejp5zGVJufP/3QZ+2y78yRu+w/YdddR0+pK6qv/e0nNx/BEVGJ9M6DXvbafU+Yt3rJHUsevH/lY4vXrpzTsuCRVQvnti5u7WqrpbJMsdHAcq3I//vApe9aeOqRk/fxmQMAEMFRRr560d3nXPPjchMXj6VIRUo5NrlxXF1ZGV638UyDNdF13h2/G1DAEZEOGr3bxa/98qT6Ef22rsjdESvaW4Zwvikij65rGj1u5n7jZq4L7lqUa8uue5bOuXvpnJ/cfsllC2+u9XvqFNFZlHcseVgEAwA8syK4TNERte6eaRERPcvnrqm1/+6+v/3zH7+2OFYP0ps5cooR1WEjG4d3dnRuaiS4kopiwP7Pj7UsWdK+KooUA2YSv3yPY3ap3+gqutSeO+esWrCpk2/tar978SMdubsWZRlld9TKnGtlLZflgRN2n9E8sZLTyKLhiIl7HjFxr1P3OvY153/00kU3rVtuIkeOKAZZgg0AgJ03gnNE3LDknt2+dVq/IM3dtVp7raszums9sbjhfNqIyClHxKET9xxTHb6oo/NxLbCweNWyruiOnAdOseiqdUfPN3JOKXXl2nUL7/3ajb94ZO2iTV0b153yh//41atW3L3Rmm4p4qBRu//qVZ+d0TwhIvfMSx5e1B85bb8/LbypTOtefkqRJw0b4wMHAPDMieAiInfl2uKu1RuWcVq3j3FOAycE9+wDl96470nVeNwrjO0yenx9VLtT18B1H75566+nj5r0otlHVVOxaO3yb173yx/e+/uuoly/wfKGyogR1cb3HPWav158dv9JDj0PfFPLA6+74BPnvPD9e42dXi0qrV3t591y0eev/0l3Jfd/IaPLxiOm7usDBwDwzIngQScyrM/NwdZYSD0DwbPrJp08+zlb8ZTTmydOGTbugfYFA7t2RbnmrMu+OOZP3yxS0drd1lZXy8W6Uxpk+kR3rTtFOnH2syY3jHmsa/lGryBHXL3s7hN+fNaU4ePqKtWVa1uWli19Bdxb1dUynb73CZOHj/WBAwDYEexoO5nldeE4sW7kJw5785/O+O9xDc1b8UCNUTnrsNPrymLQAq8VeWll7eKidW19LaccORrLyjGTDuzb72IDi9csr0U5MjV+8MjXD/qAOUVbXfeDnYvuaZu3MK3eaAx4ZNH06We//T9POKuS7ZgBALBDqO5A55IjRarkNCo3HLLLXp8/4X0Hj989bWIYeYtSxHsOeUVdqv7Lld9oiY5NHRMRlbI4atw+n3j+O2Y0Tzr4+29aW9e90WEPrJ5/+7KHDx83+z2HnDa6ceQ/X/a1pbklb2Z3jZ4Hzzkijc1N/33ih1691/OLrX0hAADs0BHclOresO+JK8u2x3Wv+lQ3oq6puaFpXOPI8U2jp42YuNvYqaPqhlVSSv1SdXi14cwDX9JWGWSrtjFlY0MM3DAuqql41yGnHDl13wsfuOrBVfMeXDlvWfuqzrIrRWqq1E8YNmbXUZNnjtjlmGkHHz39gPpULSP/13HvvXXFgwNb+c7H7j9o3G51qThj3xceO/2gKx695eFVC+5bOXfemqUt7Wtbu9e21zrLsiwqRX2qjqpvnjJiwvTmCc+ZvP8LdztiQuOoot8LqYvibfu9uC0PslLE0ZMP6PnbwBET93rnvqcM8tPKxYhqk08tAMA2SjlvnwHKnHNKKbY0Pjrwfv36cEsHpsf7vRw59VzuliPKyGXkHFHLOSLqIlVTsfGp9L6KIT51LiPKiBwbvIlFpEo8nvdigyUs0la+BwAAPOkRnPvWengcnZYHFmfuW2Zsw+LrWUEtbeGRc87R/wE3itp1T7du3nF6HLm57m1a/wR50GLe4OVttNVz3lTp9nZ6bGZLkKE9KQAAT2IED+y83nKsRV7ZuWZR67IHV8ybs3rh/NalS9pXruluX9vV0VnrypEbirrhdY3Dqo0Th42Z1jxht1GT9xg3Y+LwMc3VxtQznpoj9Vu8LOecUm9H9v96U/098NYy54goUtpS/W6yWTcXphu2e9r0ia27Y96w7zeO/40WrNji3wUAAHjSI7g34mqRl3W2Xjf/zu/fdMFf5t7Smju6i7JvdYSceq6CG3g2EZGjvlYZW9d82l7Hvf3w0/YcPbUxVTefkgAA8FRGcBn5gZXzLn7wmt/PuebahXe1dK+tpb7NMIY2PXbdiaUc9bkyefi4F8w4/GW7HnXcrENH1g1TwQAAPNUR3G9wtoz8QOvC717/62/fdkFL0bH5J+25c+9GcUNQ5DhwxKwvvegDz5m8X8MOt7YxAADPqAjuC+Ey4oIH/vru331+cV5dpkGfJrZlp4ieaRLDy7qX7vbcL7zwvVObbL0GAMBTGsFzW5d+9LJv/fKRK9dG57osHpjK1ZyGVxqnNI+fNHzciPqmEfXDGir1Eamr1tXStXZ159r5LYvntS5dW3aUm164IeXYvXnyO/Z/+Sl7Pm+P0VMKs4QBAHgqIjhqkX989x/f8YfPdRa1jZcyiKgr09T6cc+ddtCr9jvheTMOGlFtrERKG64EliNy5O7ISztWXXL/tT+87aJblty/OrWXm1j1IUWMqNX/4KWfPHX20SoYAICnIIIjojPyKed/6JIF1/VL4FQti4nFyA8d9cY3H/zS5kpDz/4RmxgmXvD9P3UAACAASURBVH9bGbkr8pyWhf95xXn/e9+lHZUy96yPlvuvoVtGFLMaJvzf6eccMHpmYd1cAACe/AiOiDuXPfK6337iztWP5IhpjRNev/cJp+/1/L0nzBpW1EUMqVL7r7abI5eRH129+LoFd//4rkv+MPf6zlT2H2NOETnnUanp345+x98fcmpdcrUcAABPegTniPkdK97084/PGjftSyf9w8hK4/Yanu2O8i/zbnv7xf/xcPuiiKJnk+HeK+1S1NXShw99478+981NvcsJAwDAkxbBOUdKLZ1r6yt1DZVqbLiD8bYX9sOrF3795l/++r6/zGlbvNFCE9UyHTVpv2+f9OG9x0z3EwUA4MmL4PUTe5/Ind2W19ae8tMPXrX8ro0WXUuRX7jL4b89/Zx6qwgDALAl2y8Z04AvngBjK8POecF7x+TGyKn/KhQ54s/zb/7JXZd2R/ZDBQBg8ypnn3320+qE89Tm8afseWzZVbt96YO1qPVGd05lUf7poetWt605evpBdUWRw5oRAAAMbvtNh3hylZHfc+kXv33Pb3vOft3SbNUy/fDEj71unxdsuKQaAACsVzxtzzudddirRnY39Px2Xch3F/kX9/259oROTH7i5C38HgCA7eLpOhIcEWXkq+bf+foLP/lYx7L+tzdG9XPHvPuwcXs8HTs4RdRXqrPHTR9TPzxy5BTp6dnzAAAi+An0Xzf89J//9q1+C0XkiEg9ywk/HX8ekVKOA0bO/M3r/mta47jot4EIAAA7YARvtEZa7jdT9wnJuJ4nWNrectov/+WqZXeVqdx5hkxz7No48dwXf/TYqQdpYACAHTmCe+Itd+eymip95ZZzpFrkyhN2kVqOmNO29Phz3zWnXBqxU00d2LVhwp/f9M0ZTePThntKAwCwjbbbhXE55/kdq35wxx/ec+E53VHm3kJNXVF7588+/dmrf7SgfeUTUvERM5rGvfPw04oydrLJs4+0L3nDzz82t315jkgpuUwOAGB7qW5j+kakMucc+fbFD//2vr/+160/mzVyl3XzElJEGXH14rt/sOiye5c9+onnnjlr1KTK9h7RLCLec/gr71v+yC/uv7y97MxpfQv3n42x0WJqG5V0/+9u6p8b3X3gQw18okHnhQx6JimijFwW/d7YFH9bdc8xP3znuSd/9PnTD+7JYKPBAADbblunQ9RyOW/tijJyJaIWcfSP3z6hacw1Z3yvIVLPwgbtUTvsa2+8Jxb827P/7k37vqiS08iGYSPqGiPH9v3/92uR561d/ljrkvbujqfpD+OPD1/3+Rv+p1bkjeZ1zKwf/+c3fXPWsAkKGADgqY/gMvJnr/7xv117bi3lnnHNnKK5ruk5u+x/8rRnvfeIV33/lt+e/9AVf3vstrXRkXKkiMhpZtOEjzznLW8+4EWVtH0mY/SsJLYuHJ+e02dzRGqrdX7n1t98+YafzWlf0n/IN+WY0TDhvYe+6t2HvqKpUu9TCwCwjbYpQ7vK2pSmcZ967jtHVYeXKXrWKWvtart07vU3L38gR9y9cu4f516/NjoiIqcoU4xpGPG+Z72uu6trTWfbdgv59ZMvIiKenheQpYhoqtS/79BXXXHGt3dtnNh/rkSO/Ejn0g9f/a2v3/TLHNncYACApzKCq0XljINPfsN+J9an6gbRlqKMXA52JVdzXdM7Dj7lzMNOaW4Y5t3fSM9Q9rTGMf9wxGsrvbOD108qrqX8lZt+8eCaxXaSAwDYRls/HeKx1qVvuODsWiV35dptyx7oLLv7f3d0/YjpwyYsaFu+tH1lv50sorGoO3j8HkWkmc2TfvDSj9XlwqVeG5VwjtRR6/rubb89+5rvL+9e05u8OSKlyDG9YfzvXvWF/cbN8k4BAGy1rV8dYknLivbO9p792Q5onpUjR0pz1y5Z0rUqIlZ2tqzsbIlYP1lhRtPE8XUjUqTu9s6ImLt2fmvZMaZoipzjaTOBYf16D0OYebyFtRxyz/yRvsUsckTqTd1orNSddchpkeMfr/xa7zyTvhkfczuX/uK+y/d7zlt8dgEAnoIIPmjy7Mvf+u0UOUekSDlyLfK3r/nVRY9ePejx7z/81SftdmReX8VR3zMZ4+kRwDki9VVtir6Zx4N1bo4N5yhvSs/qGRuGdOr/1RkHnnz+vX/+65LbNxyrz4vbV/jgAgA8NREcvROKU1/xpRTpqBkHThsz+Epe+4ydmQYfPH0aVHDOESnfvnTOZXNu6Cy7Dxy/27Om7T+6fnhsGMI5InK01Tr+/MhN9y6f251rh0yc/bzpBzdU6jZ6kbXIj6xe9IeHrl3evvqACbuduNuz+uZVrz/wrqUPP9qysBxwMuPrR/rgAgA8NRF8zaN3vPW3n+n5//T79oeLpWXL6rx2kIhMMTFGjiya1t1S3138/p3fmNY4Zofd67j/aXWlfMnD173ton9fmlsjolKm3Romnv/q/zxw7KxI6xdlSxFdKX/o8m98667f1FLuOfITh7/5Y0e/pf8rbCu7//Oan3zl+p+uSm05RbUsXjrtyM+f9A+zh09aN768qtb+7ku+MKdj6brx4p43ub5WecluR/vgAgBsi8rZZ5+9dffszLVL5l3fNGzYnI7FC7pXLs9rVuQ1HdG1bmC4LlciRe6b57omOpbnNWtSx67jpw0fNmzG2Mln7H9yNa1bA2GH07e7W/7b/DvP/N1nv3TTT1fn9t75uymWl2suvv+qWlnuMmL86MbmiNRRdv787j9/6PL/Pv/hK2qpd9e8nOK6hXetblsze9z00Q3Dy4j7Vjx21qVf/O5dF7QV3T2PVqZ87+rH/ve239dX6g/eZa9KKh5YOf/0X3/0hhX398y8WDcXY1yl+WvP/8eTdzuySC4nBADYhtLbxs0yyogX/uwfrlh0a7+bc0R6014v+tZJH/rHP33lO3dc0D9xJzaMvu/tPxte1PeEclrXyDukzigvevDqv/vdfyzPayJi4DV8KceIsuF/T/30ibOO+NhfvvOFW39aS7WIIvVe9db7hqScpqbRF77xKz+/7ZL/vvn81ZXOAU+VU04px0mTDjvnZf/04Uu+evFj1+b+uz+nKHKcc9S7//HwV9s+GQBgG23TnOAV7S2/vOvyhWuXbRTWEVEf1boo6otq3y0902WjrdZx7q0XNebqqXs8d9KIseuvktvxtJVdZ1957jduPr+10tU7GWHjWs85pdWVjvf84Zw3HvzSr91yfq3IPTOl80apnGJerHzlLz/8SOui7ko5WMKmXETOccnim2744d+v6Grd4BFSpBwHDp95xgEvEr8AAE9xBI9saL5m4Z33r35sfRWmaCzqZo3YZfKwsSliatO4vUZPf2jV/K6oRUSRo7Wr7eNXfPvtB5wycljzdnwZZcSNi+793YNXr2pvrUWkfmtQrF/QoefG/tsR916nl2Ld8f0OvnnJ/X+cd0NZiQGzljde/2FO+5LPXPP/cjHoAG3fZs4RD7YtjEpscBld2uiquihTXtK9eqOHaYjKWQe+8gPPeu24hpH9nxcAgK2zTdMhImJFZ+tPbv1Dd8op4pHVi/779p/vM3bXv73pe42RipxyirXRffjX33RfufB5kw56xW7HpIjDdtnrOVP3raRiO76Me1bPO/bHf7+41vJE76ZWKaMpNaxJHTlS/+dKA5449exxkdImTynlSlk0pLq23Jk3m7Vv3/Ml3zzpgxXtCwCwnVS38f5j6pvfc8RpPaF31bw7v3Hr+SmiGqnIKUVKEdUoihwR6aDxs993+Cv7rivbnjqj9vkrfzhwAHUIcr99iQfN1N7L0nrfrDK9cfaJL9/v2DMv+PcVaW3/ObsbvaS6Mr10xtHz25Zdt+zuTVV5KovTZh3zjmef/uZffnx+9yaX/h1Ta3z3Ya+0sR4AwA4UwdFbkfmWhQ/8/J4/zRo9pb6sRmywIHBdrTKlaUzk/OCKebuPnlLE9rkUridQaxHfuuk3P73/T7mydecem5ldsC5tixxTG8adffSZb9r/pGoUh5x53gX3XvHlm3/+cNuiDR8gp5yeM37fzxzzzqOm7v9oy+J/uPQrv593bc9yaetqu8jp0LF7vH6fE952wEtH1g+76FVf+NRV5/5x7g2tuSNF5L6r6oqIEycffvYxbz9w/K4SGABgO9rW6RD9lRHdUZuzcuHs0VPWjVyWkeesWjRxxNjhRf32Lbmeorx7xaNHnnfmmqIzP2FrTNSVxZl7v/gTx719l4ZR/beJu2vl3Nf84iN3tz22rnHryuL4SYf+6BVnT2gY0bN4cGfU3nDBp3756JW5b0C5yPHa3V7wvZf8a1Oq5r4Gr0V5w9IHTj//X+d2LY/ovXLumAn7/+41Xx6Wqj6mAAA7YgRvfHlX/6HRyGndkrsbfmubnzV3Rn777//zh/f/vvfatojIkSL2GDVtQuPo3iUp8rozzD1LVOR+p9p7RBpwe46IXKRiwrDRr9/rhFftfXzdgEnMOedV3W2Xzbnhp/f86dGWRbuOmnLGvi86buYhTUVd/5e6cO2Kb97865uX3Le0bfWskZOfN/XA1+/3wlF1TblvC4x16wDfvvShb99ywT0rH+2qdR80bvezDnvVXmOmDfouAwDw1EfwU6KM/K3bfvv+P3+pu+j/EtK4ovnmM384tXH044rG3O/itv5fpA1WjBg8/MucexaeSJt+8J78HsrU3jJyRBRP0N8cAADYLnOCnxI54v6V8z522Tc3LOCIyC+YcdjUxtFpfUdu+1OlAd3b79s5FynyZqc5p41+3exTFb0Rnn06AQCeIMXT8aTLyA+1LHzH7z+3omhb3485ImJSMfKDR74ubZ+x05zzBt2bNgrb3g000hCHnDdaangLR0TK/UeiAQDYfp5+I8G1yBc+fM27L/zc/LxqfR+mFBETy+HnnfrJwyftlTbdmY9H2sK1dusHeB93p6YhfF/8AgA80yN43Wjr1QvufNtv/m1lattgkkHO1Vpx9vPf+YLph/TNpU0iEgCAp18E96yXmyNSpDLyAyvm/fr+v3z1lvOXr58FERGRc1Ry+qdDX/v2g162bls1BQwAwNMxgnvXVksRtcjfv+2iD1z21TWVztw/kiMiUkNZvGO/l3/qeWdWpS8AAEPwRC6Rtm4J3K28d67lvKRt1QX3Xfk/91567aK7OlNt4GH7jZjxhWPfe/ysQ+t71/HVwQAAPIURHLkj8u/vv/r43Y9oKuoqESlSzz5qfY0c0bMtRdrg2rIyoitqVz12xzlXnXfVgjtai86cBp53RMSudeMvet2X9h493Q8SAIAdIoJzxFUL7zrpf947rXni82cefvp+xz9n2gF1UVSjSBH9a7jnIrZa5O7I962Y+5t7r7zykZuuXHB7W9G1cf7m9fus7d009f9e+4U9mycb+wUAYIeI4BwxZ83i03/+rze2PBApRY5qLpqrjTNGTpoyfHxzfVNz3bDGVJ8juqO7tbt9TWfb4rYVc1sWL2tb2ZVyTn2brA2Y3lDktO/IGS/Z7ah3HXLqzBGTYv22zAAA8JRGcHeUb/3Nv//PnMvLVEZE6lnoIaXIef2uxIOcTWw09Nv/lhRRXyvef/DpZx/79qZU9cMDAGDrbP+UzDmnFDcuvPfXD19RFmXvjesmPsTmdrEYOPc3pxyRGsrK0VMPfNXs446edsC+42ZVU+EnBwDADhTBKaXIMXfFohExrLNs6erZ/XcrHici5dTYXT1tz+M+csxb9xw5uZKL3m9kW2EAALANyfoETYeoRV7YueqvD9987i0XXj3vtvaiu7vIOQ3lhCJFqqulfUbNfN3+J54w+8j9xsxqSJXeb+eehSEUMAAAO14E9yVr7s7l8o7WBauXPrBi7sMtC+e3Ll3avmpNV3tbd0dnravMUV+pNFbqm6oN4xpHTh4+bnrzxN1HT508cvzU5vENRV2sX0QCAACeDhG8YRBvMH6beycI99yYwuguAABPlif8CrOeyM4Dp0LkKCIVkVKkFPnxFnC5uevrAABgc568keDtqxa5yGGmBAAAW+HputaY+AUAYKs9XbecSGGfOAAAnnERDAAAW8nWawAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAACwjao9v3znO94Knsbe8Q6fYWALf0r4lx3Q/w8EI8HsJB9lAIChE8EAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAEMEAACCCAQBg55Zyzt4FAACeUao9vyxY4K3gaWzyZJ9hYAt/SviXHdD/DwTTIdhJPsoAAEMnggEAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQDgcUo5Z+8CAADPKNWeXxYs8FbwNDZ5ss8wsIU/JfzLDuj/B4LpEOwkH2UAgKETwQAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAAIhgbwEAACIYAABEMAAAiGAAABDBAAAgggEAQATz/9u1Y1QLQhiAoghuwv0vLsvIL2zsFN4vRnNOYx8kc5EBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwAgggEAQAQDAIAIBgAAEQwAACIYAAC+rWWmKQAAUIqXYAAAyunziDAKLjaGOwxstoSPHbAuBC/BPHKVAQDOiWAAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDACACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAABEsBEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAIAIBgAAEQwAACIYAABEMAAAiGAAAPi8lpmmAABAKV6CAQAop88jwii42BjuMLDZEj52wLoQvATzyFUGADgnggEAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAA/lHLTFMAAKAUL8EAAJTT5xFhFFxsDHcY2GwJHztgXQhegnnkKgMAnBPBAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwAgggEACNjQMgAABtVJREFUQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDACACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDACACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAMBPWmaaAgAApfR5RBgFFxvDHQY2W8LHDlgXgt8heOQqAwCcE8EAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAACIYCMAAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAAAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAARDAAAIhgAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAACIYAABEMAAAiGAAABDBAAAgggEAQAQDAIAIBgAAEQwAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQBABAMAgAgGAAARDAAAIhgAAEQwAACIYAAAEMEAACCCAQAQwQAAIIIBAEAEAwCACAYAABEMAAAiGAAAvqhlpikAAFCKl2AAAEQwAAC87g/dzUsqpNPlGgAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">5</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">CONTROLE DE ALTERAÇÕES <span class="_ _8"></span> </div></div><div class="c x14 yab w9 h13"><div class="t m0 x15 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x16 h14 yad ffc fs0 fc0 sc0 ls0 ws0">alteração<span class="ffd"> </span></div></div><div class="c x17 yab wa h13"><div class="t m0 x18 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffd"> </span></div></div><div class="c x19 yab wb h13"><div class="t m0 x1a h14 yac ffc fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffd"> </span></div></div><div class="c x14 ya8 w9 hc"><div class="t m0 x1b h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 197, de </div><div class="t m0 x1c h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">16.11.2021 </div><div class="t m0 x1d h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0">Versão 7.1 </div></div><div class="c x17 ya8 wa hc"><div class="t m0 x1e h7 yae ff5 fs0 fc0 sc0 ls0 ws0">1.2 c.1) </div><div class="t m0 x1f h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">4.2.2.4 b) i </div></div><div class="c x19 ya8 wb hc"><div class="t m0 x1 h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Regulamentação <span class="_ _17"> </span>dos </div><div class="t m0 x1 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _a"></span>e <span class="_ _a"></span>requisitos <span class="_ _8"></span>téc<span class="_ _8"></span>nicos </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">para <span class="_ _11"> </span>a <span class="_ _11"> </span>operacionalização <span class="_ _11"> </span>de </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">Autoridade <span class="_ _18"> </span>de  Registro<span class="_ _0"></span>  Eletrônica </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">na ICP-Brasil. </div></div><div class="c x14 yb2 w9 h15"><div class="t m0 x1b h7 yb3 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 178, de </div><div class="t m0 x1c h7 yb4 ff5 fs0 fc0 sc0 ls0 ws0">20.10.2020 </div><div class="t m0 x1d h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">Versão 7.0 </div></div><div class="c x17 yb2 wa h15"><div class="t m0 x20 h7 yb3 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yb2 wb h15"><div class="t m0 x1 h7 yb3 ff5 fs0 fc0 sc0 ls0 ws0">Revisão  e <span class="_ _9"> </span>consolidação  do <span class="_ _9"> </span>DOC-</div><div class="t m0 x1 h7 yb4 ff5 fs0 fc0 sc0 ls0 ws0">ICP-03, <span class="_ _19"> </span>conforme <span class="_ _19"> </span>Decreto <span class="_ _19"> </span>n° </div><div class="t m0 x1 h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">10.139, <span class="_ _1a"> </span>de <span class="_ _1a"> </span>28 <span class="_ _1a"> </span>de <span class="_ _1a"> </span>novembro <span class="_ _1a"> </span>de </div><div class="t m0 x1 h7 yb6 ff5 fs0 fc0 sc0 ls0 ws0">2019. </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">Ajustes <span class="_ _1b"> </span>para <span class="_ _1b"></span>emissão <span class="_ _1b"></span>por <span class="_ _4"></span>mei<span class="_ _8"></span>o <span class="_ _1b"></span>de </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">videoconferência. </div></div><div class="c x14 yb7 w9 h16"><div class="t m0 x21 h7 yb8 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 166 e </div><div class="t m0 x22 h7 yb9 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 168, </div><div class="t m0 x23 h7 yba ff5 fs0 fc0 sc0 ls0 ws0">de 17.04.2020 </div><div class="t m0 x1d h7 ybb ff5 fs0 fc0 sc0 ls0 ws0">Versão 6.2 </div></div><div class="c x17 yb7 wa h16"><div class="t m0 x23 h7 yb8 ff5 fs0 fc0 sc0 ls0 ws0">3.2 do anexo II, 2.2.2.3.3 <span class="ls4">e </span></div><div class="t m0 x24 h7 yb9 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3.2. </div></div><div class="c x19 yb7 wb h16"><div class="t m0 x1 h7 yb8 ff5 fs0 fc0 sc0 ls0 ws0">Altera <span class="_ _18"> </span>a <span class="_ _1c"> </span>alternativa <span class="_ _1c"> </span>ao <span class="_ _1c"> </span>parecer <span class="_ _18"> </span>do </div><div class="t m0 x1 h7 yb9 ff5 fs0 fc0 sc0 ls0 ws0">contador <span class="_ _19"> </span>sobre <span class="_ _1d"> </span>a <span class="_ _19"> </span>qualificação </div><div class="t m0 x1 h7 ybc ff5 fs0 fc0 sc0 ls0 ws0">econômico-financeira <span class="_ _1e"> </span>para </div><div class="t m0 x1 h7 ybd ff5 fs0 fc0 sc0 ls0 ws0">Autoridade <span class="_ _1f"> </span>de <span class="_ _1f"> </span>Registro <span class="_ _1f"> </span>e </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">ampliação <span class="_ _1"> </span>dos <span class="_ _1"> </span>prazos <span class="_ _1"> </span>para <span class="_ _20"> </span>as </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">providências <span class="_ _5"></span>após <span class="_ _5"></span>a <span class="_ _5"></span>notificação <span class="_ _5"></span>do </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">deferimento de AC e ACT. </div></div><div class="c x14 ybe w9 h17"><div class="t m0 x22 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 155, </div><div class="t m0 x23 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">de 03.12.2019 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 6.1 </div></div><div class="c x17 ybe wa h17"><div class="t m0 x5 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">4.1.3.3.c </div></div><div class="c x19 ybe wb h17"><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Atualização <span class="_ _21"> </span>das <span class="_ _21"> </span>responsabilidades </div><div class="t m0 x1 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">no fluxo de descredenciamento. </div></div><div class="c x14 yc2 w9 h18"><div class="t m0 x22 h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 151, </div><div class="t m0 x23 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">de 30.05.2019 </div><div class="t m0 x1d h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0">Versão 6.0 </div></div><div class="c x17 yc2 wa h18"><div class="t m0 x25 h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">1, 2, 3 e 4 </div></div><div class="c x19 yc2 wb h18"><div class="t m0 x1 h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">Simplificação <span class="_ _22"> </span>dos <span class="_ _22"> </span>processos <span class="_ _22"> </span>da </div><div class="t m0 x1 h7 yb6 ff5 fs0 fc0 sc0 ls0 ws0">ICP-Brasil. </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">Alteração <span class="_ _11"> </span>dos <span class="_ _23"> </span>critérios <span class="_ _11"> </span>para </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">credenciamento. </div></div><div class="c x14 yc4 w9 h19"><div class="t m0 x22 h7 yc5 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 144, </div><div class="t m0 x21 h7 yc6 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 148 e </div><div class="t m0 x22 h7 yc7 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 149, </div><div class="t m0 x23 h7 yc8 ff5 fs0 fc0 sc0 ls0 ws0">de 07.11.2018 </div><div class="t m0 x1d h7 yb9 ff5 fs0 fc0 sc0 ls0 ws0">Versão 5.4 </div></div><div class="c x17 yc4 wa h19"><div class="t m0 x7 h7 yc5 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.3.3 e 3.2.3.1; </div><div class="t m0 x26 h7 yc9 ff5 fs0 fc0 sc0 ls0 ws0">Anexo II <span class="ffe">–</span> 3.2; e </div><div class="t m0 x27 h7 yca ff5 fs0 fc0 sc0 ls0 ws0">Anexo I <span class="ffe">–</span> 3.2 </div></div><div class="c x19 yc4 wb h19"><div class="t m0 x1 h7 yc5 ff5 fs0 fc0 sc0 ls0 ws0">Estabelece <span class="_ _1a"> </span>novos <span class="_ _1a"> </span>requisitos <span class="_ _1a"> </span>para </div><div class="t m0 x1 h7 yc6 ff5 fs0 fc0 sc0 ls0 ws0">abertura <span class="_ _24"> </span>de <span class="_ _24"> </span>postos <span class="_ _24"> </span>provisórios <span class="_ _24"> </span>e </div><div class="t m0 x1 h7 yc7 ff5 fs0 fc0 sc0 ls0 ws0">atualiza <span class="_ _25"> </span>e-mail <span class="_ _25"> </span>para </div><div class="t m0 x1 h7 ycb ff5 fs0 fc0 sc0 ls0 ws0">credenciamento simplificado. </div><div class="t m0 x1 h7 ycc ff5 fs0 fc0 sc0 ls0 ws0">Critério <span class="_ _26"> </span>para <span class="_ _26"> </span>qualificação </div><div class="t m0 x1 h7 ycd ff5 fs0 fc0 sc0 ls0 ws0">econômico-financeira <span class="_ _1c"> </span>de  entidades </div><div class="t m0 x1 h7 yce ff5 fs0 fc0 sc0 ls0 ws0">sem fins lucrativos. </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">Atualiza <span class="_ _27"> </span>parâmetros <span class="_ _27"> </span>para </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">habilitação <span class="_ _4"></span>econômico-financeira <span class="_ _1b"></span>e </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">política tarifária. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">6</span> </div></div><div class="c x14 ycf w9 h1a"><div class="t m0 x15 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x16 h14 yad ffc fs0 fc0 sc0 ls0 ws0">alteração<span class="ffd"> </span></div></div><div class="c x17 ycf wa h1a"><div class="t m0 x18 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffd"> </span></div></div><div class="c x19 ycf wb h1a"><div class="t m0 x1a h14 yac ffc fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffd"> </span></div></div><div class="c x14 y51 w9 h15"><div class="t m0 x21 h7 yb3 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 133 e </div><div class="t m0 x1b h7 yb4 ff5 fs0 fc0 sc0 ls0 ws0">Resolução nº 134, de </div><div class="t m0 x1c h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">07.12.2017 </div><div class="t m0 x1d h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">Versão 5.3 </div></div><div class="c x17 y51 wa h15"><div class="t m0 x1d h7 yb3 ff5 fs0 fc0 sc0 ls0 ws0">3.2.2.2, 4.2.2.3, 4.4.2.3 </div><div class="t m0 x20 h7 yae ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yd0 ff5 fs0 fc0 sc0 ls0 ws0">3.2.3, 3.2.4, 5.3 </div></div><div class="c x19 y51 wb h15"><div class="t m0 x1 h7 yb3 ff5 fs0 fc0 sc0 ls0 ws0">Modifica <span class="_ _10"> </span>os <span class="_ _28"> </span>procedimentos <span class="_ _10"> </span>de </div><div class="t m0 x1 h7 yb4 ff5 fs0 fc0 sc0 ls0 ws0">extinção <span class="_ _1c"> </span>de  Instalação <span class="_ _1c"> </span>Técnica <span class="_ _1c"> </span>de </div><div class="t m0 x1 h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">AR <span class="_ _4"></span>e <span class="_ _1b"></span>descredenciamento <span class="_ _4"></span>de <span class="_ _1b"> </span>AR <span class="_ _4"></span>e </div><div class="t m0 x1 h7 yb6 ff5 fs0 fc0 sc0 ls3 ws0">PSS.<span class="ls0"> </span></div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">Modifica  critérios  para  abertura  e </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">encerramento de Posto Provisório. </div></div><div class="c x14 yd1 w9 h17"><div class="t m0 x22 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Resolução n° 132, </div><div class="t m0 x23 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">de 10.11.2017 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 5.2 </div></div><div class="c x17 yd1 wa h17"><div class="t m0 x1b h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">1, 2.1, 2.1.6, 2.2.7, 3.6, 4.5A, 4.6, </div><div class="t m0 x28 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">5.1, 5.2, 5.3 e Anexo VI </div></div><div class="c x19 yd1 wb h17"><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Institui <span class="_ _1c"> </span>o <span class="_ _18"> </span>Prestador <span class="_ _1c"> </span>de <span class="_ _1c"> </span>Serviço <span class="_ _18"> </span>de </div><div class="t m0 x1 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">Confiança. </div></div><div class="c x14 yd2 w9 h17"><div class="t m0 x22 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Resolução n° 130, </div><div class="t m0 x23 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">de 19.09.2017 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 5.1 </div></div><div class="c x17 yd2 wa h17"><div class="t m0 x15 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">3.2.1.1, 3.2.1.2, 3.2.1.4, 3.2.1.5, </div><div class="t m0 x29 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">3.2.1.6 e 3.2.2.1 </div></div><div class="c x19 yd2 wb h17"><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Atualização <span class="_ _29"> </span>dos <span class="_ _29"> </span>procedimentos </div><div class="t m0 x1 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">para <span class="_ _2a"> </span>abertura <span class="_ _2a"> </span>de <span class="_ _2a"> </span>nova <span class="_ _2a"> </span>instalação </div><div class="t m0 x1 h7 yd3 ff5 fs0 fc0 sc0 ls0 ws0">técnica. </div></div><div class="c x14 yd4 w9 h1b"><div class="t m0 x22 h7 yd5 ff5 fs0 fc0 sc0 ls0 ws0">Resolução n° 125, </div><div class="t m0 x23 h7 ycd ff5 fs0 fc0 sc0 ls0 ws0">de 13.09.2017 </div><div class="t m0 x1d h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">Versão 5.0 </div></div><div class="c x17 yd4 wa h1b"><div class="t m0 x2a h7 yd5 ff5 fs0 fc0 sc0 ls0 ws0">3.1.a, 3.1.d e 3.2.2.4 </div></div><div class="c x19 yd4 wb h1b"><div class="t m0 x1 h7 yd5 ff5 fs0 fc0 sc0 ls0 ws0">Incluir <span class="_ _9"> </span>o <span class="_ _9"> </span>PSBio <span class="_ _9"> </span>nas <span class="_ _9"> </span>previsões <span class="_ _b"> </span>de </div><div class="t m0 x1 h7 yd6 ff5 fs0 fc0 sc0 ls0 ws0">manutenção de credenciamento. </div><div class="t m0 x1 h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">Unifica <span class="_ _1c"> </span>a <span class="_ _18"> </span>definição <span class="_ _1c"> </span>de <span class="_ _1c"> </span>prazo <span class="_ _18"> </span>para </div><div class="t m0 x1 h7 yb6 ff5 fs0 fc0 sc0 ls0 ws0">envio do relatório de auditoria. </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">Ajuste <span class="_ _1"> </span>na <span class="_ _2b"> </span>numeração <span class="_ _2b"> </span>do <span class="_ _2b"> </span>it<span class="_ _8"></span>em </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">3.2.2.4. </div></div><div class="c x14 yd7 w9 h1c"><div class="t m0 x22 h7 yd8 ff5 fs0 fc0 sc0 ls0 ws0">Resolução n° 114, </div><div class="t m0 x23 h7 yd9 ff5 fs0 fc0 sc0 ls0 ws0">de 30.09.2015 </div><div class="t m0 x1d h7 yda ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.9 </div></div><div class="c x17 yd7 wa h1c"><div class="t m0 x22 h7 yd8 ff5 fs0 fc0 sc0 ls0 ws0">1, 2.1, 2.1.4.1, 2.1.4.2, 2.2.1.6, </div><div class="t m0 x2b h7 ydb ff5 fs0 fc0 sc0 ls0 ws0">2.2.6,  3.5, 4.5, 4.6, 5.2, 5.3 e anexo </div><div class="t m0 x2c h7 ydc ff5 fs0 fc0 sc0 ls1 ws0">V.<span class="ls0"> </span></div></div><div class="c x19 yd7 wb h1c"><div class="t m0 x1 h7 yd8 ff5 fs0 fc0 sc0 ls0 ws0">Cria <span class="_ _7"></span>o <span class="_ _2c"></span>processo <span class="_ _2c"></span>de <span class="_ _2c"></span>cre<span class="_ _8"></span>denciamento </div><div class="t m0 x1 h7 ydb ff5 fs0 fc0 sc0 ls0 ws0">do PSBIO. </div></div><div class="c x14 ydd w9 h17"><div class="t m0 x2d h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Resolução 108, </div><div class="t m0 x2e h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0"> de 25.08.2015 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.8 </div></div><div class="c x17 ydd wa h17"><div class="t m0 x29 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.8 e 2.2.1.9 </div></div><div class="c x19 ydd wb h17"><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Desconsideração <span class="_ _b"> </span>da <span class="_ _21"> </span>personalidade </div><div class="t m0 x1 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">jurídica. </div></div><div class="c x14 yde w9 hc"><div class="t m0 x2d h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Resolução 102, </div><div class="t m0 x23 h7 yd0 ff5 fs0 fc0 sc0 ls0 ws0">de 29.04.2014 </div><div class="t m0 x28 h7 ydf ff5 fs0 fc0 sc0 ls0 ws0"> Versão 4.7 </div></div><div class="c x17 yde wa hc"><div class="t m0 x1b h1d yae ffe fs0 fc0 sc0 ls0 ws0">Item 3.2, alíneas “d” e “e”; insere </div><div class="t m0 x23 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">item 3.2.1.4 e renumera os </div><div class="t m0 x0 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">subsequentes </div></div><div class="c x19 yde wb hc"><div class="t m0 x1 h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Insere <span class="_ _29"> </span>qualificação <span class="_ _29"> </span>econômico-</div><div class="t m0 x1 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">financeira <span class="_ _2d"> </span>para <span class="_ _2d"> </span>PSS <span class="_ _1a"> </span>de <span class="_ _2d"> </span>ACT <span class="_ _2d"> </span>e </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">regulamenta <span class="_ _1c"> </span>processo <span class="_ _18"> </span>simplificado </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">para <span class="_ _2e"> </span>funcionamento <span class="_ _2e"> </span>de <span class="_ _2e"> </span>Inst. </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Técnica de AR já credenciada. </div></div><div class="c x14 ye0 w9 h1e"><div class="t m0 x23 h7 ybc ff5 fs0 fc0 sc0 ls0 ws0">Resolução 88, </div><div class="t m0 x23 h7 yd0 ff5 fs0 fc0 sc0 ls0 ws0">de 25.05.2012 </div><div class="t m0 x1d h7 ydf ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.6 </div></div><div class="c x17 ye0 wa h1e"><div class="t m0 x2f h7 ybc ffe fs0 fc0 sc0 ls0 ws0">Item 3.1, alínea “a”<span class="ff5"> </span></div></div><div class="c x19 ye0 wb h1e"><div class="t m0 x1 h7 ybc ff5 fs0 fc0 sc0 ls0 ws0">Inclui <span class="_ _2f"> </span>indício <span class="_ _2f"> </span>ou <span class="_ _2f"> </span>fraude </div><div class="t m0 x1 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">comprovada <span class="_ _21"> </span>no <span class="_ _2a"> </span>rol <span class="_ _21"> </span>de <span class="_ _30"> </span>fatos <span class="_ _30"> </span>que </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">devem <span class="_ _31"> </span>obrigatoriamente <span class="_ _31"> </span>ser </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">comunicados  à <span class="_ _b"> </span>AC  Raiz <span class="_ _9"> </span>da <span class="_ _b"> </span>ICP-</div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">7</span> </div></div><div class="c x14 ycf w9 h1a"><div class="t m0 x15 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x16 h14 yad ffc fs0 fc0 sc0 ls0 ws0">alteração<span class="ffd"> </span></div></div><div class="c x17 ycf wa h1a"><div class="t m0 x18 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffd"> </span></div></div><div class="c x19 ycf wb h1a"><div class="t m0 x1a h14 yac ffc fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffd"> </span></div></div><div class="c x14 ye2 w9 h20"><div class="t m0 x23 h7 yb4 ff5 fs0 fc0 sc0 ls0 ws0">Resolução 86, </div><div class="t m0 x30 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0"> de 6.12.2011 </div><div class="t m0 x1d h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.5 </div></div><div class="c x17 ye2 wa h20"><div class="t m0 x31 h7 yb4 ff5 fs0 fc0 sc0 ls0 ws0">Item 3 dos Anexos I, II, III e IV; </div><div class="t m0 x2f h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">Item 4 do Anexo II </div></div><div class="c x19 ye2 wb h20"><div class="t m0 x1 h7 yb4 ff5 fs0 fc0 sc0 ls0 ws0">Corrige <span class="_ _21"> </span>omissão <span class="_ _21"> </span>de <span class="_ _21"> </span>exigência <span class="_ _21"> </span>de </div><div class="t m0 x1 h7 yb5 ff5 fs0 fc0 sc0 ls0 ws0">certidão <span class="_ _32"> </span>para <span class="_ _32"> </span>qualificação </div><div class="t m0 x1 h7 yb6 ff5 fs0 fc0 sc0 ls0 ws0">econômico-financeiro. </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">Retira <span class="_ _22"> </span>exigência <span class="_ _22"> </span>de <span class="_ _33"> </span>minuta <span class="_ _33"> </span>de </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Termo de titularidade. </div></div><div class="c x14 ye3 w9 hc"><div class="t m0 x23 h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Resolução 83, </div><div class="t m0 x23 h7 yd0 ff5 fs0 fc0 sc0 ls0 ws0">de 13.08.2010 </div><div class="t m0 x1d h7 ydf ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.4 </div></div><div class="c x17 ye3 wa hc"><div class="t m0 x15 h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Item 3 dos Anexos I, II, III e IV </div></div><div class="c x19 ye3 wb hc"><div class="t m0 x1 h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Altera <span class="_ _10"> </span>o <span class="_ _10"> </span>item <span class="_ _10"> </span>3 <span class="_ _10"> </span>dos <span class="_ _10"> </span>anexos </div><div class="t m0 x1 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">referenciados, <span class="_ _34"> </span>incluindo <span class="_ _34"> </span>novos </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">requisitos <span class="_ _24"> </span>p<span class="_ _0"></span>ara <span class="_ _24"> </span>o <span class="_ _2a"> </span>credenciamento </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">de <span class="_ _30"> </span>entidades <span class="_ _2a"> </span>da <span class="_ _30"> </span>ICP<span class="_ _8"></span>-Brasil <span class="_ _30"> </span>e <span class="_ _2a"> </span>os </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">respectivos valores de garantia </div></div><div class="c x14 ye4 w9 h17"><div class="t m0 x23 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Resolução 74, </div><div class="t m0 x23 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">de 24.11.2009 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.3 </div></div><div class="c x17 ye4 wa h17"><div class="t m0 x1a h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Item 4 Anexo II, alínea c </div></div><div class="c x19 ye4 wb h17"><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _30"> </span>de <span class="_ _30"> </span>minuta <span class="_ _30"> </span>de <span class="_ _30"> </span>termo <span class="_ _30"> </span>de </div><div class="t m0 x1 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">titularidade </div></div><div class="c x14 ye5 w9 h21"><div class="t m0 x23 h7 ye6 ff5 fs0 fc0 sc0 ls0 ws0">Resolução 70, </div><div class="t m0 x23 h7 ye7 ff5 fs0 fc0 sc0 ls0 ws0">de 18.11.2009 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.2 </div></div><div class="c x17 ye5 wa h21"><div class="t m0 x32 h1d ye6 ffe fs0 fc0 sc0 ls0 ws0">Itens 2.1.2, alínea “a”, 2.2.1,  </div><div class="t m0 x22 h1d ye8 ffe fs0 fc0 sc0 ls0 ws0">2.2.3.1.1, alínea “d”, 2.2.3.2.1, </div><div class="t m0 x32 h7 yd3 ffe fs0 fc0 sc0 ls0 ws0">alínea “d”, 2.2.3.3.3, 3.2.3.3<span class="ff5"> </span></div></div><div class="c x19 ye5 wb h21"><div class="t m0 x1 h7 ye6 ff5 fs0 fc0 sc0 ls0 ws0">Alteração dos itens relacionados </div></div><div class="c x14 ye9 w9 h17"><div class="t m0 x23 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Resolução 67, </div><div class="t m0 x23 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">de 09.06.2009 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.1 </div></div><div class="c x17 ye9 wa h17"><div class="t m0 x32 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Itens 3.2.1.3, 3.2.5.3, 3.2.5.4 </div></div><div class="c x19 ye9 wb h17"><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">Alteração dos itens relacionados </div></div><div class="c x14 yea w9 h22"><div class="t m0 x23 h7 yeb ff5 fs0 fc0 sc0 ls0 ws0">Resolução 52, </div><div class="t m0 x23 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">de 19.11.2008 </div><div class="t m0 x1d h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">Versão 4.0 </div></div><div class="c x17 yea wa h22"><div class="t m0 x28 h7 yeb ff5 fs0 fc0 sc0 ls0 ws0">1, 2.1.3, 2.1.4.1, 2.1.4.2, </div><div class="t m0 x28 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.5, 2.2.4, 2.2.5.1.2, </div><div class="t m0 x32 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.3, 3.3, 3.4, 4.3, 4.4.2.1, </div><div class="t m0 x7 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">4.4.2.2, Anexo IV </div></div><div class="c x19 yea wb h22"><div class="t m0 x1 h7 yeb ff5 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _35"> </span>de <span class="_ _35"> </span>referências <span class="_ _35"> </span>a </div><div class="t m0 x1 h7 yec ff5 fs0 fc0 sc0 ls0 ws0">Autoridades de Carimbo de Tempo </div></div><div class="c x14 yed w9 h23"><div class="t m0 x23 h7 yee ff5 fs0 fc0 sc0 ls0 ws0">Resolução 47, </div><div class="t m0 x23 h7 yef ff5 fs0 fc0 sc0 ls0 ws0">de 23.11.2007 </div><div class="t m0 x1d h7 yf0 ff5 fs0 fc0 sc0 ls0 ws0">Versão 3.0 </div></div><div class="c x17 yf1 wa hc"><div class="t m0 x33 h7 yae ff5 fs0 fc0 sc0 ls0 ws0">2.1.2 </div></div><div class="c x19 yf1 wb hc"><div class="t m0 x1 h7 yae ff5 fs0 fc0 sc0 ls0 ws0">Alterados  os <span class="_ _1c"> </span>documentos  a <span class="_ _1c"> </span>serem </div><div class="t m0 x1 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">apresentados <span class="_ _10"> </span>caso <span class="_ _10"> </span>a <span class="_ _28"> </span>instalação </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">técnica <span class="_ _5"></span>de <span class="_ _5"></span>uma <span class="_ _5"></span>AR <span class="_ _5"></span>se <span class="_ _5"></span>localize <span class="_ _4"></span>em </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">endereço <span class="_ _1b"> </span>diferente <span class="_ _1b"> </span>do <span class="_ _1b"></span>de <span class="_ _1b"></span>sua <span class="_ _1b"></span>sede </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">administrativa </div></div><div class="c x17 yf2 wa h24"><div class="t m0 x33 h7 yf3 ff5 fs0 fc0 sc0 ls0 ws0">3.1.d </div></div><div class="c x19 yf2 wb h24"><div class="t m0 x1 h7 yf3 ff5 fs0 fc0 sc0 ls0 ws0">Alterada  a <span class="_ _1c"> </span>data  para  apresentação </div><div class="t m0 x1 h7 yf4 ff5 fs0 fc0 sc0 ls0 ws0">do  cronograma <span class="_ _1c"> </span>anual  de <span class="_ _18"> </span>auditoria </div><div class="t m0 x1 h7 yf5 ff5 fs0 fc0 sc0 ls0 ws0">das ACs para 15 de março </div></div><div class="c x17 yed wa h25"><div class="t m0 x33 h7 yf6 ff5 fs0 fc0 sc0 ls0 ws0">3.2.1 </div></div><div class="c x19 yed wb h25"><div class="t m0 x1 h7 yf6 ff5 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _36"> </span>dos <span class="_ _36"> </span>subitens <span class="_ _36"> </span>3.2.1.1 <span class="_ _36"> </span>e </div><div class="t m0 x1 h7 yf7 ff5 fs0 fc0 sc0 ls0 ws0">3.2.1.3 e renumeração dos demais </div></div></div><div class="pi" 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class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">8</span> </div></div><div class="c x14 ycf w9 h1a"><div class="t m0 x15 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x16 h14 yad ffc fs0 fc0 sc0 ls0 ws0">alteração<span class="ffd"> </span></div></div><div class="c x17 ycf wa h1a"><div class="t m0 x18 h14 yac ffc fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffd"> </span></div></div><div class="c x19 ycf wb h1a"><div class="t m0 x1a h14 yac ffc fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffd"> </span></div></div><div class="c x17 yf9 wa h27"><div class="t m0 x34 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">Item 3.a dos Anexos I, II e III </div></div><div class="c x19 yf9 wb h27"><div class="t m0 x1 h7 yaf ff5 fs0 fc0 sc0 ls0 ws0">Substituição <span class="_ _37"> </span>da <span class="_ _37"> </span>exigência <span class="_ _37"> </span>de </div><div class="t m0 x1 h7 yb1 ff5 fs0 fc0 sc0 ls0 ws0">apresentação <span class="_ _2a"> </span>de <span class="_ _24"> </span>balanço <span class="_ _2a"> </span>contá<span class="_ _8"></span>bil </div><div class="t m0 x1 h7 yac ff5 fs0 fc0 sc0 ls0 ws0">por <span class="_ _36"> </span>aprese<span class="_ _0"></span>ntação <span class="_ _36"> </span>de <span class="_ _38"> </span>parecer <span class="_ _36"> </span>de<span class="_ _0"></span> </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">contador com registro no CNAI </div></div><div class="c x14 yfa w9 h17"><div class="t m0 x23 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Resolução 40, </div><div class="t m0 x23 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">de 18.04.2006 </div><div class="t m0 x1d h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Versão 2.0 </div></div><div class="c x17 yfa wa h17"><div class="t m0 x5 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Diversos </div></div><div class="c x19 yfa wb h17"><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">Criação <span class="_ _26"> </span>do <span class="_ _39"> </span>DOC-ICP-03, </div><div class="t m0 x1 h7 yc1 ff5 fs0 fc0 sc0 ls0 ws0">consolidando <span class="_ _3a"> </span>documentos </div><div class="t m0 x1 h7 yd3 ff5 fs0 fc0 sc0 ls0 ws0">anteriores </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 yfb ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 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HPXvrv5FwAAO30NR0RHrt0499726OwXpXn9LwZXzZX6St2kUeMnDx/bGJXeXZH7npp7J1fsFHLUUr76iTu6o1z/mqSIPH34xL3HTE0RD6+cN7tlYR5w0Yqcnrn7QcMqdT7EAADbUQ33vNyi7lXHfPNNT5TLt+glUn0UoxtGHDxhr5OnH/3cqYcdudve1VTZua58jojW6J7+ldNWRtsGv5TI+X0Hv/ILJ56TI8695vx/v/kHA5/fUFbvevv/7tE03tQLAIAttvXvoks5csoRkVOUaYueXuT2qC3oWrlg3s2Xz7u5vlZ88YT3/v1hp6enPKFiu/o7pOd/yiKXeUAopyhT7654kdKglzGniDALGQDgKdkG6w0/tXUTcuoXhRER0VkpP3zNt79z+8UdA7txJ5BTDKzhdcWczDQGANihanjIGTj0lSdWlWved8UXf/3wNTthGaY84JzSwC4GAGBbeHp2Zk45qmWlX/PlXORyvYHhDdO5o1L70W2XnjHruZWdKIgrkQ4fPmt12bHBrYVFjhkNE8KoMADAzljD+bCxs84/5SOVvvit5XJlV+vcliXfu+viKxbcOsgTIkWKvz5+e2utfVSlabAH9Fthrd/6brnvJ33rCuccKa1bhC3lDdc86/vH3PuflCLWWyd4vcf321Aj9x5nv8RPvW+dYyMrDTdG9fK3fGXQAeBCCQMA7KQ1nIZVGw+asEd1wwyNQyftfeQFb+6oloM9KTqju7PWFZWmMnJrrWOQe8tyjKg0FCnliKXdrTfOueemJ+4tc0wZPeF5ex4xs3lS0beVXRm5texc2tny4MLHHl76xLI1La0da8pc1lUqwxuGDa9vmDxi/B7jp+4xevfRlWGV6L+423rvmlLqmfCxtGv1/Usem7tq4ZzlC1e2t3bVatVKtaFSP3X0hIN2m7XH2N3H9LzOAKtrnYOOiDdEpamoM1MCAGDnq+F1+btu/+KcIuVpoybW5UpHDFbDOTeVdU11jRF58ZqVJ33nnWvqa6n3eT3/nSpluvTNX96redJV8+56y68++UTXsu4iR0TKMeGqEa/b/+R/efZZY5tGzGlb9rVrf/qbB6+e37KkrdpdK2LgBN2UU32t2K1xzMl7PfP0fU84ccbh9VEZcEtb7sjlFY/d+uv7r/ztQ39d0Lmiu8g962n0P8uGWmVsdcTrDnnhh5571tjKsP7Pb4vu477zttVlewzYNOTNB73oY8e9xfgwAMBOV8N5/X3ickRKOeUUMb91aXdPCg9YSaFaVl5/xIuGRV1E6s7l413LVhWdG7xwXS215e6LH73+nZefN7dcEpW09n0WlKsufuSafSbO/MHdl96+6KHV0RkpomGwY+uZz5ByW1F7tLbkW/df/N37Ljl2t4M+9sy3HD/90GoUPYtmdOXaxQ/99fM3/s/1i+8rU85pY9cyt9XV5saKz9/xk/Pvvvicw1/xL898Q2PR89BURn6sa8mA9YYjIpbWWn06AQC2tadjTYnUs5xE7xyDnKKM3BV5cfeac6/+bkddbW0nr/0i5Xj+xMM+dvzfFZtcXjdHXDb/5tf938fndizZoKarURy/3zEf+NNX/rr4ntWpc6OTcge+fopaka9adOdpv/rQl2+6sOybJnzhfVe++pKP/3XpvbVKmdOGUz76vlgX9TnF0rL1Uzf94NPXXNBlg2YAgO3D33xsOEekdOfyR577k3elvrkStbJc2bF68ZrlK2qrN5xEm6NaplfsefxXTv6nUZXGTb92d5E/8cevr6l09i5O0e+2t/HDR//8rstbo3PQJzZG3eRhY4dXm1LEovblS9tXdQ9Y+Kyt0vXJa7/3vBlHHDlx7zW563M3/Lirkns7ty9868vK6bOOO3DczDLn2SsX3Lb4gTuXP1quy+JcpvjSLT+bPHLCOw89zX1yAAC7Xg2niIiW7rbrF9+7sZ+uO7hcnDjpsLcd+fKX7XVsXSqG8uKru9r71pDonYeRUypyHlM34r41y9ZN/M3rRp2PGLnn+S/7xH5jpqVIEbkr8u8evf5NF587MJ1Xp87fP3L9kRNn3bzggbtXPLpuYD1HpCjK9PaDT/vSie8tetetSB1Re8Uv//XSuTek3jdOOWJ10fnJK7/z8n2On9w02ucPAGAXq+EnY+rISa845OTDdtunGGx1s40EcYqIIseshsnPnn7IsGrD1Y/fPnfZgqPH79u6etXS9pZalGWKMpVlihwxvm7kT878zF7DJ/XldKrL8dI9nnnguL2uX3rvBqmdczyyan6OmNeyqLZhxKciYlh9Y0T0rKSWIhqj8vaDX9ZcaVp32DlHRCWn5S0r1DAAgBoeVG/1zm6Z//eXf7YhqidMPeIdh7zs+Xsc1Vyp30wQ50gR/3TIq8897uzGoi5FdOXaqrbVo5qau8tae61zRVvrms625Z2tK9pbVne1ja5v3nP4xBQ554gUHWXtiZbFDyx7vKPsGuSgIhauWVZGjGsaVYkNVr7I3UV89ZYLH1u58IiJe+8+fPzk4eNGNzYfNnmf5+91VENRV/RVc8/ZFT56AAC7cg0XeUBqpkE2Ii5TtEX3b+fecPmcG583/rBfvOazIyoNm3rdFBNz8/uf+bphRX1Pezak6oRhoyJyfaUyrFI/tr45enfoiJ5VHcqIBR0rb3zi7tvmPXjpI3+9fdlDXZVcpsGX+u0qu1PEM6cdPLlx7OOdS/uNVqeIaEtdP33kip8+ckXKkSKliPpaMblp3H5jp5916Etess+xw6KalDAAwC5ew7s3jTtz1vPW3kaWc17d3b549fKb5t0zt3t5HmxeRHeRr1hy22UPXffKfY/fZGSnY3Y/YHzjyE3PqKilWFZb/ciSuVc9evOVc265fcGDi8tVtZTLlPsuyeAv0NPIw6Pu+GlH/PDh38dG1rjIqXcZubZq7ZGuRY8uXPSH3978jBv2//zJ/3D0pH3cPQcAsEvX8Mzm3c474V3Vfuu75ZwjxcquNT+/90//cf0PHmtbNDA0a0X+3p0Xn77vcdG75fIgKmWcsd+JlRhkw+ValNfPu+eyR294YPnjdyx9+LHlCzpSd+9SwRFR9A1Qx6bmJ6e+//7EsW9d2dH6uzk3dKbaxh+47t07i3z18nte/Mv3f+SYN7/10BePrDb68AEA7KI1nKJ3IsG676QUEWPqhp99yIs7y+73XfWlwfaji5sW3busa3VE76K/AzXlukOn7DPwp+1l179e8Y1v3vPrjrXxWllbqr0PLiKqtWJ604RnTz3kzpWzb1364CZOYa9Rk3/58k9/5/aLP3XV9xbXWrqLcsAGy3m9LE4REUu6Wz7wl/++Y/4D33rxB+tSxecPAGBXrOFNyBFd3RvdnmJV15qV7a3Divq8kac35Oq45jEDX/Mz1/7wq3f/X7nBbOXIKacx1ebnTTviGbsdMGPkbgdN2GOP0bvXFdXX/OYTm67hiKhEesehL33NASfNXbX4rsUPP7jiiUVrVsxumf/YygVzWhe1drXVUlmm2GCouVbk/33o8ncuOP2Yyfv7/AEAqOF1ysjXLrz3vOt+VG7kTrMUqUgpx0a3pKsrK8PrNpyEsDq6LrjrtwNSOCLSoaP3vPQ1X5pUP6LfXhi5O2J5e8sQjjdF5NF1TaPHzThw3Iy15V2Lck3Zdd+S2fcumf3jOy+7YsGttX5vnSI6i/KuxY+qYQCAXbSGyxQdUevumTER0bMM7+pa+28f+Os//+Gri2LVIOGZI6cYUR02snF4Z0fnxsaGK6koBmw3/UTL4sXtK6NIMWC28cv2Pm63+g1uuUvtuXP2yvkbO/jWrvZ7Fz3WkbtrUZZRdketzLlW1nJZHjJhr+nNEys5jSwajp64z9ET9z193+NffeFHLl94y9pFKnLkiGKQFdwAANgFajhHxE2L79vzm2f0K9PcXau117o6o7vWU43rz7mNiJxyRBwxcZ8x1eELOzqf1LIMi1Yu7YruyHng7IuuWnf0/CDnlFJXrt2w4P6v3vzzx9Ys3NiNdN0pf+gPX7lm+b0bLAmXIg4dtdcvX/mZ6c0TInLP3OXhRf0xUw/844JbyrT29FOKPGnYGB8+AIBdsIaLiNyVa4u6Vq2fyGntVsk5DZw03LPDXHrDAadU40kvULbb6PH1Ue1OXQNXi/jG7b+aNmrSC2c9u5qKhWuWfeOGX/zg/t91FeW6PZzXV0aMqDa++9mv/sul5/af/9Dzwre0PPTaiz5+3gvet+/YadWi0trVfsFtl3zuxh93V3L/ExldNh495QAfPgCAXbCGB53jsK47B1uZIfUMDc+qm3TqrGdtwVtOa564+7BxD7XPHxi4y8vV51zxhTF//EaRitbutra6Wi7WHtIgMyu6a90p0smznjG5YcwTXcs2OIMcce3Se0/60Tm7Dx9XV6muWNOypGzpS+HevK6W6cz9Tpo8fKwPHwDA02573hctry3IiXUjP37km/541n+Pa2jeghdqjMo5R55ZVxaDpnityEsqaxYVrWvqaznlyNFYVo6bdEjfBhrrWbR6WS3KkanxA8e8btAXzCna6rof7lx4X9vcBWnVBqPCI4umTz3zbf950jmVbAsOAICnX3U7Pa4cKVIlp1G54fDd9v3cSe89bPxeaSMDy5uVIt59+MvrUvVfrv56S3Rs7DERUSmLZ4/b/+PPe/v05kmHfe+Na+q6N3jYQ6vm3bn00aPGzXr34WeMbhz5z1d8dUluyZvYrqPnxXOOSGNz03+f/MFX7fu8YktPBACAHaOGm1Ld6w84eUXZ9qSeVZ/qRtQ1NTc0jWscOb5p9NQRE/ccO2VU3bBKSqlfsw6vNpx9yIvbKoNsAjembGyIgVvRRTUV7zz8tGOmHHDxQ9c8vHLuwyvmLm1f2Vl2pUhNlfoJw8bsMWryjBG7HTf1sGOnHVyfqmXk/zrhPbcvf3hgNN/9xIOHjtuzLhVnHfCC46cdetXjtz26cv4DK+bMXb2kpX1Na/ea9lpnWZZFpahP1VH1zbuPmDCtecKzJh/0gj2PntA4quh3InVRvPXAF7XlQdaXOHbywT1/Fhw9cd93HHDaIL+5XIyoNvkEAwA8FSnnrT9MmXNOKcXmRkwHPq9fKG7ugenJ/ixHTj33xuWIMnIZOUfUco6IukjVVGx4KL1nMcS3zmVEGZFjvQtaRKrEk7kW6y18kbbwGgAA8PTVcO5bIeJJBFsemJ65b5Wy9dOvZwG2tJlXzjlH/xfcoG7Xvt3aucnpSXTn2ku27g3yoOm83ultsJt03ljy9gZ7bGKPkaG9KQAAT0cNDwy+3oSsRV7RuXph69KHl8+dvWrBvNYli9tXrO5uX9PV0VnrypEbirrhdY3Dqo0Th42Z2jxhz1GT9x43feLwMc3VxtQzwpoj9Vv7LOecUm9Q9v96YyE+8LtlzhFRpLS5DN5ovG6qUNeP+LTxA1v7xLx+6G/4V8AGy1xs9o8CAACevhrurbla5KWdrTfMu/t7t1z05zm3teaO7qLsW1Mhp55b5gYeWUTkqK9VxtY1n7HvCW876ox9Rk9pTNVNNyUAAGwXNVxGfmjF3Esfvu53s6+7fsE9Ld1raqlvd42hTaFde5ApR32uTB4+7vnTj3rpHs8+YeYRI+uGyWEAALabGu43XFtGfqh1wXdu/NW37riopejY9AH0PLl3C7ohKHIcMmLmF1/4/mdNPrBhu14vGQCAXaeG+4q4jLjoob+867efW5RXlWnQt4ynsvVEzwyK4WXdS/Z8zudf8J4pTTZ1AwBg+6jhOa1LPnLFN3/x2NVronNtHw9s5mpOwyuNuzePnzR83Ij6phH1wxoq9RGpq9bV0rVmVeeaeS2L5rYuWVN2lBtf7iHl2Kt58tsPetlp+zx379G7F2YSAwDwtNZw1CL/6N4/vP33n+0sahsugBBRV6Yp9eOeM/XQVx540nOnHzqi2liJlNZfSCxH5MjdkZd0rLzswet/cMclty1+cFVqLzeyVkSKGFGr//5LPnH6rGPlMAAAT2cNR0Rn5NMu/OBl82/o18KpWhYTi5EffPYb3nTYS5orDT0bUmxk4DxmGJoAACAASURBVHjd98rIXZFntyz4z6su+N8HLu+olLlnebXcfy3eMqKY2TDh/8487+DRMwrr7wIA8DTWcETcvfSx1/7m43eveixHTG2c8Lr9Tjpz3+ftN2HmsKIuYki52n/V3hy5jPz4qkU3zL/3R/dc9vs5N3amsv+oc4rIOY9KTf927Nv//vDT65Jb6wAAePpqOEfM61j+xp99bOa4qV885R9GVhq31oBtd5R/nnvH2y79j0fbF0YUPfsY996Wl6Kulj50xBv+9TlvaupdlhgAAP72NZxzpNTSuaa+UtdQqcb6myQ/9dR+dNWCr936i1898OfZbYs2WJ6iWqZnTzrwW6d8aL8x0/x2AQB4Gmp43eTfbbln3LLamtN+8oFrlt2zwZptKfILdjvqN2eeV281YgAANmnb9GIa8MU2MLYy7Lznv2dMboyc+q9dkSP+NO/WH99zeXdkv2AAADahcu655+6wB5+nNI8/bZ/jy67anUserkWtt75zKovyj4/csKpt9bHTDq0rihxWmgAAYBDbZqbE31YZ+d2Xf+Fb9/2m50zWruxWLdMPTv7oa/d//vorsgEAQK9ipziHdM6RrxzZ3dDzj2vrvrvIP3/gT7VtOnl528mb+WcAAJ66nWFsOCLKyNfMu/t1F3/iiY6l/b/fGNXPHveuI8ftvSMGcYqor1RnjZs2pn545Mgp0o4Z9gAAavhv4b9u+sk///Wb/ZaXyBGRepYl3hF/N5FSjoNHzvj1a/9rauO46LcjCQAA23MNb7DEWu43m3eb9FzPGyxpbznjF/9yzdJ7ylTuPIOoOfZonHj+iz5y/JRDxTAAwA5Rwz0Vl7tzWU2VvoTLOVItcmWb3dGWI2a3LTnx/HfOLpdE7FSzCvZomPCnN35jetP4tP621QAAPBXb5C66nPO8jpXfv+v37774vO4oc2+qpq6oveOnn/rMtT+c375im6R9xPSmce846oyijJ1sgu1j7Ytf/7OPzmlfliNSSu6pAwDYKqpbsYEjUplzjnznokd/88Bf/uv2n84cudvaKQspooy4dtG93194xf1LH//4c86eOWpSZWuPcRYR7z7qFQ8se+znD17ZXnbmtC6K+0/U2GAttg2Suv9PN/bfGzx94EsNfKNBp4wMeiQpooxcFv0ubIq/rrzvuB+84/xTP/K8aYf19LDxYQCAp2hrzpSo5XLumuVl5EpELeLYH71tQtOY6876bkOknuUQ2qN25FffcF/M/7dn/t0bD3hhJaeRDcNG1DVGjq37r/5rkeeuWfZE6+L27o4d9Bfzh0dv+NxN/1Mr8gZTPmbUj//TG78xc9gEKQwAsB3VcBn5M9f+6N+uP7+Wcs9IZ07RXNf0rN0OOnXqM95z9Cu/d9tvLnzkqr8+ccea6Eg5UkTkNKNpwoef9eY3HfzCSto6czZ6FiJbW5A75hTbHJHaap3fvv3XX7rpp7PbF/cfBE45pjdMeM8Rr3zXES9vqtT7BAMAPBVbbd5wV1nbvWncJ5/zjlHV4WWKnmXOWrvaLp9z463LHsoR966Y84c5N66JjojIKcoUYxpGvPcZr+3u6lrd2bbV6n7dvIyIiB3zbrMUEU2V+vce8cqrzvrWHo0T+0+jyJEf61zyoWu/+bVbfpEjmz8MALBd1HC1qJx12KmvP/Dk+lRdr95SlJHLwW77aq5revthp5195GnNDcP8JjbQM7g9tXHMPxz9mkrvDOJ1E49rKX/5lp8/vHqRPeoAAJ6KrTNT4onWJa+/6NxaJXfl2h1LH+osu/v/dHT9iGnDJsxvW7akfUW/rTGisag7bPzeRaQZzZO+/5KP1uXCfWEbJHGO1FHr+s4dvzn3uu8t617d2745IqXIMa1h/G9f+fkDx810pQAAtszWWVNiccvy9s72np3fDm6emSNHSnPWLF7ctTIiVnS2rOhsiVg3j2F608TxdSNSpO72zoiYs2Zea9kxpmiKnGOHmduwbpWIIcxO3swKELlnaknfEhg5IvU2bzRW6s45/IzI8Y9Xf7V3CkrfZJA5nUt+/sCVBz7rzT7HAABPZw0fOnnWlW/5VoqcI1KkHLkW+VvX/fKSx68d9PHvO+pVp+x5TF6Xx1HfM2djxyjhHJH68jZF3+zkwYI3x/rzmDemZ82N9Ys69f/qrENOvfD+P/1l8Z3rj+TnRe3LfYgBAJ7mGo7eCcipL/1SivTs6YdMHTP4QmD7j52RBh9O3QFyOOeIlO9cMvuK2Td1lt2HjN/zGVMPGl0/PNYv4hwROdpqHX967Jb7l83pzrXDJ8567rTDGip1G5xkLfJjqxb+/pHrl7WvOnjCnifv+Yy+udfrHnjPkkcfb1lQDjiY8fUjfYgBAJ7mGr7u8bve8ptP9/zr/r6d52JJ2bIqrxmkJlNMjJEji6a136nvLn73jq9PbRyz3W6n3P+wulK+7NEb3nrJvy/JrRFRKdOeDRMvfNV/HjJ2ZqR1a7qliK6UP3jl1795z69rKfc88uNHvemjx765/xm2ld3/ed2Pv3zjT1amtpyiWhYvmXrM5075h1nDJ60dcV5Za3/XZZ+f3bFk7Qhyz0Wur1VevOexPsQAAFuscu655z71V+nMtcvm3tg0bNjsjkXzu1csy6uX59Ud0bV2qLguVyJF7psLuzo6luXVq1PHHuOnDh82bPrYyWcddGo1rV05YbvTt29c/uu8u8/+7We+eMtPVuX23jm+KZaVqy998JpaWe42YvzoxuaI1FF2/uzeP33wyv++8NGraql3P76c4oYF96xqWz1r3LTRDcPLiAeWP3HO5V/4zj0XtRXdPa9Wpnz/qif+947f1VfqD9tt30oqHlox78xffeSm5Q/2TMpYO01jXKX5q8/7x1P3PKZI7j0EANjSzNuKu2+UES/46T9ctfD2ft/OEemN+77wm6d88B//+OVv33VR/9ad2DD6gbf9dHhR31PMaW0sb5c6o7zk4Wv/7rf/sSyvjoiBN/ylHCPKhv89/VMnzzz6o3/+9udv/0kt1SKK1HuLXO8FSTlNSaMvfsOXf3bHZf9964WrKp0D3iqnnFKOUyYded5L/+lDl33l0ieuz/03mE5R5Djv2e/6x6NeZYdmAICnYqvNG17e3vKLe65csGbpBrUdEfVRrYuivqj2fadnSm201TrOv/2Sxlw9fe/nTBoxdt0tdduftrLr3KvP//qtF7ZWunrnKWyY7TmntKrS8e7fn/eGw17y1dsurBW5ZzZ13qCZU8yNFa/4xYcea13YXSkHa9mUi8g5Llt0y00/+PvlXa3rvUKKlOOQ4TPOOviFKhgAYHup4ZENzdctuPvBVU+sy8MUjUXdzBG7TR42NkVMaRq37+hpj6yc1xW1iChytHa1feyqb73t4NNGDmveiqdURty88P7fPnztyvbWWkTqt3LFumUger7Zf8fj3pv6Uqx9fL8H37r4wT/MvamsxICZzRuuGjG7ffGnr/t/uRh0yLZvv+iIh9sWRCXWu+cubXALXpQpL+5etcHLNETlnENe8f5nvGZcw8j+7wsAwBbYajMlImJ5Z+uPb/99d8op4rFVC//7zp/tP3aPv77xu42RipxyijXRfdTX3vhAueC5kw59+Z7HpYgjd9v3WVMOqKRiK57SfavmHv+jv19Ua9nW+7RVymhKDatTR47U/73SgDdOPZtmpLTRQ0q5UhYNqa4td+ZN9u3b9nnxN075QEUEAwBsDdWt+Fpj6pvfffQZPcV3zdy7v377hSmiGqnIKUVKEdUoihwR6dDxs9571Cv6bkLbmjqj9rmrfzBwSHUIcr+tjwft1d572HovXJneMOvklx14/NkX/fvytKb/vN4NTqmuTC+Zfuy8tqU3LL13Y3meyuKMmce9/ZlnvukXH5vXvdElhMfUGt915Cts2QcAsD3WcPTmZL5twUM/u++PM0fvXl9WI9ZbWLiuVtm9aUzk/PDyuXuN3r2IrXPfXE+p1iK+ecuvf/LgH3Nly449NjHxYG3jFjmmNIw799iz33jQKdUoDj/7govuv+pLt/7s0baF679ATjk9a/wBnz7uHc+ectDjLYv+4fIv/27u9T2rra3N7iKnI8bu/br9T3rrwS8ZWT/skld+/pPXnP+HOTe15o4UkftuwSsiTp581LnHve2Q8XtoYQCArZavW3GmRH9lRHfUZq9YMGv07mvHMsvIs1cunDhi7PCifusmXU9a3rv88WMuOHt10Zm32coUdWVx9n4v+vgJb9utYVT/DejuWTHn1T//8L1tT6yN3bqyOHHSET98+bkTGkb0LELcGbXXX/TJXzx+de4bYi5yvGbP53/3xf/alKq5L8ZrUd605KEzL/zXOV3LInpvsztuwkG/ffWXhqWqjywAwHZdwxveC9Z/sDRyWrt07/o/esrvmjsjv+13//mDB3/XeyNcRORIEXuPmjqhcXTvQhZ57RHmnoUtcr9D7X1EGvD9HBG5SMWEYaNft+9Jr9zvxLoBE51zziu7266YfdNP7vvj4y0L9xi1+1kHvPCEGYc3FXX9T3XBmuXfuPVXty5+YEnbqpkjJz93yiGvO/AFo+qact+eGmvXE75zySPfuu2i+1Y83lXrPnTcXucc+cp9x0wd9CoDALAd1fDTooz8zTt+874/fbG76H86aVzRfOvZP5jSOPpJ1WPudydc/y/SeutMDP4XQJlzz3IVaeMv3tPhQ5n+W0aOiGIb/QkBALDL2xn+zXuOeHDF3I9e8Y31Uzgi8vOnHzmlcXRaF5RP/a3SgADu9+OcixR5k1Oh0wb/u8m3KnprPPukAgBsC8WOfgJl5EdaFrz9d59dXrStC8kcETGpGPmBY16bts5oas55vQBOGxRu744caYiD0BssWbyZR0TK/cemAQDYSnbsseFa5Isfve5dF392Xl65LhRTioiJ5fALTv/EUZP2TRsPzicjbebGvHVDvk86WNMQfq6CAQDUcK+146/Xzr/7rb/+txWpbb35BzlXa8W5z3vH86cd3jffNqlJAAB24BruWXc3R6RIZeSHls/91YN//sptFy5bN0EiIiLnqOT0T0e85m2HvnTthm1SGACAHbqGe5dmSxG1yN+745L3X/GV1ZXO3L+WIyJSQ1m8/cCXffK5Z1c1MAAAm/O3WmFt7VK6W/jsXMt5cdvKix64+n/uv/z6hfd0ptrAhx04Yvrnj3/PiTOPqO9dD1gQAwCwPdRw5I7Iv3vw2hP3OrqpqKtEpEg9O7T1xXJEzz4Xab0b0cqIrqhd88Rd511zwTXz72otOnMaeA4REXvUjb/ktV/cb/Q0v1QAALavGs4R1yy455T/ec/U5onPm3HUmQee+KypB9dFUY0iRfTP4p473mqRuyM/sHzOr++/+urHbrl6/p1tRdeGHZzX7eC2X9OU/3vN5/dpnmw0GACA7auGc8Ts1YvO/Nm/3tzyUKQUOaq5aK42Th85affh45vrm5rrhjWm+hzRHd2t3e2rO9sWtS2f07JoaduKrpRz6tu+bcDMhyKnA0ZOf/Gez37n4afPGDEp1u38DAAA20cNd0f5ll//+//MvrJMZUSknuUhUoqc1218PMiRxQaDwf2/kyLqa8X7Djvz3OPf1pSqfpEAAGyBbduROeeU4uYF9//q0avKouz95to5EbGpbTEGzg/OKUekhrJy7JRDXjnrhGOnHnzAuJnVVPgtAgCwPdZwSilyzFm+cEQM6yxbuno2GN6C14lIOTV2V8/Y54QPH/eWfUZOruSi9wfZ3hoAAGxpr/4NZkrUIi/oXPmXR289/7aLr517R3vR3V3knIZycJEi1dXS/qNmvPagk0+adcyBY2Y2pErvj3PPchJSGACA7biG+9o1d+dyWUfr/FVLHlo+59GWBfNalyxpX7m6q72tu6Oz1lXmqK9UGiv1TdWGcY0jJw8fN6154l6jp0weOX5K8/iGoi7WLT0BAAA7VA2vX8brjejm3knEPd9MYbwXAIC/ib/pLWg95Z0HzpLIUUQqIqVIKfKTTeFyUzfjAQDARj09Y8NbVy1ykcMkCgAAnqydYXkyFQwAwJbZGfatSGEHOgAAdt0aBgCALWEjNwAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAMDWUI2Ib3/bdWBrevvbfagAgB0jWowNAwCw61LDAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAAng4p5+wqAACwa6pGxPz5rgNb0+TJPlQAwI4RLWZKAACw61LDAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAAng4p5+wqAACwa6pGxPz5rgNb0+TJPlQAwI4RLWZKAACw61LDAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABPp5RzdhUAANg1VSNi/nzXga1p8mQfKgBgx4gWMyUAANh1qWEAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABPh5RzdhUAANg1VSNi/nzXga1p8mQfKgBgx4gWMyUAANh1qWEAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAgKdTyjm7CgAA7JqqETF/vuvA1jR5sg8VALBjRIuZEgAA7LrUMAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DACAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAgKdDyjm7CgAA7JqqETF/vuvA1jR5sg8VALBjRIuZEgAA7LrUMAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DACAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAgKdDyjm7CgAA7JqqETF/vuvA1jR5sg8VALBjRIuZEgAA7LrUMAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQPw/9u1gxKAYhiIgil8E/EvrjL2myiUkhkJSw7vEADUMAAAqGEAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAAG5aSawAAMBMX1XtbQdO6nZUAMAb0eJTAgCAudQwAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgCAG1YSKwAAMNNXVXvbgZO6HRUA8Ea0+JQAAGAuNQwAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAcNNKYgUAAGb6qmpvO3BSt6MCAN6IFp8SAADMpYYBAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAADcsJJYAQCAmb6q2tsOnNTtqACAN6LFpwQAAHOpYQAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAADesJFYAAGCmr6r2tgMndTsqAOCNaPEpAQDAXGoYAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAOCmlcQKAADM9FXV3nbgpG5HBQC8ES0+JQAAmEsNAwCghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAuGElsQIAADN9VbW3HTip21EBAG9Ei08JAADmUsMAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAJLh8HwAAB7pJREFUGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAADetJFYAAGCmr6r2tgMndTsqAOCNaPEpAQDAXGoYAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwDADSuJFQAAmOmrqr3twEndjgoAeCNafEoAADCXGgYAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAHDDSmIFAABm+qpqbztwUrejAgDeiBafEgAAzKWGAQBQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAABuWkmsAADATF9V7W0HTup2VADAG9HiUwIAgLnUMAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DACAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAgBtWEisAADDTV1V724GTuh0VAPBGtPiUAABgLjUMAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAHDTSmIFAABm+qpqbztwUrejAgDeiBafEgAAzKWGAQBQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAA3LCSWAEAgJm+qtrbDpzU7agAgDeixacEAABzqWEAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAABqGAAA1DAAAKhhAABQwwAAoIYBAEANAwCAGgYAADUMAAA3rCRWAABgpq+q9rYDJ3U7KgDgjWjxKQEAwFxqGAAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgAANQwAAGoYAADUMAAAqGEAAFDDAACghgEAQA0DAIAaBgBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQBADQMAgBoGAAA1DAAAahgAANQwAACoYQAAUMMAAKCGAQDgppXECgAAzPQDDWWrHF5YxvYAAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa">9</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">LISTA DE SIGLAS E ACR<span class="_ _8"></span>ÔNIMOS </div></div><div class="c x27 yfe wd h29"><div class="t m0 x1 h2a yad ff6 fs0 fc0 sc0 ls0 ws0">SIGLA  </div></div><div class="c x35 yfe we h29"><div class="t m0 x1 h2a yad ff6 fs0 fc0 sc0 ls0 ws0">DESCRIÇÃO </div></div><div class="c x27 y7e wd h29"><div class="t m0 x1 h1d yad ffe fs0 fc0 sc0 ls1 ws0">AC<span class="fff ls0"> </span></div></div><div class="c x35 y7e we h29"><div class="t m0 x1 h1d yad ffe fs0 fc0 sc0 ls0 ws0">Autoridade Certificadora<span class="fff"> </span></div></div><div class="c x27 yff wd h29"><div class="t m0 x1 h1d yad ffe fs0 fc0 sc0 ls0 ws0">AC Raiz<span class="fff"> </span></div></div><div class="c x35 yff we h29"><div class="t m0 x1 h7 yad ffe fs0 fc0 sc0 ls0 ws0">Autoridade Certificadora Raiz da ICP<span class="ff5">-</span>Brasil <span class="fff"> </span></div></div><div class="c x27 y100 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls1 ws0">ACT<span class="ls0"> </span></div></div><div class="c x35 y100 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Autoridade Certificadora do Tempo </div></div><div class="c x27 y101 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls1 ws0">AR<span class="ls0"> </span></div></div><div class="c x35 y101 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Autoridade de Registro </div></div><div class="c x27 y102 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls1 ws0">CAR<span class="ls0"> </span></div></div><div class="c x35 y102 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Cadastro de Agentes de Registro </div></div><div class="c x27 y103 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls1 ws0">CG<span class="ls0"> </span></div></div><div class="c x35 y103 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Comitê Gestor </div></div><div class="c x27 y104 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls1 ws0">CNAI<span class="ls0"> </span></div></div><div class="c x35 y104 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Cadastro Nacional de Auditores Independentes </div></div><div class="c x27 y105 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">CNPJ </div></div><div class="c x35 y105 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Cadastro Nacional de Pessoas Jurídicas </div></div><div class="c x27 y106 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">CPF </div></div><div class="c x35 y106 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Cadastro de Pessoas Físicas </div></div><div class="c x27 y107 wd h2b"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls1 ws0">CS<span class="ls0"> </span></div></div><div class="c x35 y107 we h2b"><div class="t m0 x1 h7 yad ff7 fs0 fc0 sc0 ls0 ws0">Code Signing </div></div><div class="c x27 y108 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">DCTF </div></div><div class="c x35 y108 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Declaração de Créditos Tributários e Débitos Federais </div></div><div class="c x27 y109 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">DEFIS </div></div><div class="c x35 y109 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Declaração de Informações Socioeconômicas e Fiscais </div></div><div class="c x27 y10a wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">DPC </div></div><div class="c x35 y10a we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificação </div></div><div class="c x27 y10b wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">DPCT </div></div><div class="c x35 y10b we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificação do Tempo </div></div><div class="c x27 y10c wd h29"><div class="t m0 x1 h7 yad ffe fs0 fc0 sc0 ls0 ws0">FGTS<span class="ff5"> </span></div></div><div class="c x35 y10c we h29"><div class="t m0 x1 h7 yad ffe fs0 fc0 sc0 ls0 ws0">Fundo de Garantia por T<span class="_ _13"></span>empo de Serviço<span class="ff5"> </span></div></div><div class="c x27 y10d wd h29"><div class="t m0 x1 h7 yad ffe fs0 fc0 sc0 ls0 ws0">HSM<span class="ff5"> </span></div></div><div class="c x35 y10d we h29"><div class="t m0 x1 h7 yad ff9 fs0 fc0 sc0 ls0 ws0">Har<span class="_ _6"></span>dware Security Module<span class="ff7"> </span></div></div><div class="c x27 y10e wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">ICP-Brasil </div></div><div class="c x35 y10e we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x27 y10f wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">ITI </div></div><div class="c x35 y10f we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Instituto Nacional de Tecnologia da Informação </div></div><div class="c x27 y110 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">LCR </div></div><div class="c x35 y110 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Lista de Certificados Revogados </div></div><div class="c x27 y111 wd h2b"><div class="t m0 x1 h7 y112 ff5 fs0 fc0 sc0 ls3 ws0">LL<span class="ls0"> </span></div></div><div class="c x35 y111 we h2b"><div class="t m0 x1 h7 y112 ff5 fs0 fc0 sc0 ls0 ws0">Lucro líquido </div></div><div class="c x27 y113 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls3 ws0">PC<span class="ls0"> </span></div></div><div class="c x35 y113 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Política de Certificado </div></div><div class="c x27 y114 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">PCO </div></div><div class="c x35 y114 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Plano de Capacidade Operacional </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">10</span> </div></div><div class="c x27 y116 wd h2b"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">PCT </div></div><div class="c x35 y116 we h2b"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Política de Certificação do Tempo </div></div><div class="c x27 y117 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls3 ws0">PL<span class="ls0"> </span></div></div><div class="c x35 y117 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Patrimônio líquido </div></div><div class="c x27 y118 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls3 ws0">PS<span class="ls0"> </span></div></div><div class="c x35 y118 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Política de Segurança </div></div><div class="c x27 y119 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">PSBio </div></div><div class="c x35 y119 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Prestador de Serviço Biométrico </div></div><div class="c x27 y11a wd h2d"><div class="t m0 x1 h7 yda ff5 fs0 fc0 sc0 ls3 ws0">PSC<span class="ls0"> </span></div></div><div class="c x35 y11a we h2d"><div class="t m0 x1 h7 yda ff5 fs0 fc0 sc0 ls0 ws0">Prestador de Serviço de Confiança </div></div><div class="c x27 y11b wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls3 ws0">PSS<span class="ls0"> </span></div></div><div class="c x35 y11b we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Prestador de Serviço de Suporte </div></div><div class="c x27 y11c wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">RSPL </div></div><div class="c x35 y11c we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Retorno sobre o patrimônio líquido </div></div><div class="c x27 y11d wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">SICAF </div></div><div class="c x35 y11d we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Sistema Unificado de Cadastramento de Fornecedores </div></div><div class="c x27 y11e wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">S/MIME </div></div><div class="c x35 y11e we h29"><div class="t m0 x1 h7 yad ff7 fs0 fc0 sc0 ls0 ws0">Secure/Multipurpose Internet Mail Extensions </div></div><div class="c x27 y11f wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">SSL/TLS </div></div><div class="c x35 y11f we h29"><div class="t m0 x1 h7 yad ff7 fs0 fc0 sc0 ls0 ws0">Secure Socket Layer/Transport Layer Security </div></div><div class="c x27 y120 wd h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">TJLP </div></div><div class="c x35 y120 we h29"><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0">Taxa de Juros de Longo Prazo </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y5e ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y121 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y122 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3b"> </span><span class="ff6 fs4"> </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">11</span> </div><div class="t m0 x0 h2f y3a ff6 fs4 fc0 sc0 ls0 ws0">1<span class="ff10"> <span class="_ _33"> </span></span>INTRODUÇÃO </div><div class="t m0 x0 h30 y124 ff5 fs0 fc0 sc0 ls0 ws0">1.1<span class="ff11"> <span class="_ _3c"> </span></span>Este <span class="_ _2a"> </span>documento <span class="_ _30"> </span>estabelece <span class="_ _2a"> </span>os <span class="_ _2a"> </span>critérios <span class="_ _2a"> </span>e <span class="_ _2a"> </span>procedimentos <span class="_ _2a"> </span>a <span class="_ _2a"> </span>serem <span class="_ _2a"> </span>observados <span class="_ _30"> </span>par<span class="_ _8"></span>a <span class="_ _30"> </span>o </div><div class="t m0 x0 h7 y125 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento, <span class="_ _3d"> </span>manutenção <span class="_ _3d"> </span>do <span class="_ _3d"> </span>credenciamento <span class="_ _3d"> </span>e <span class="_ _3d"> </span>descredenciamento <span class="_ _3d"> </span>de <span class="_ _3d"> </span>Autoridades </div><div class="t m0 x0 h7 y126 ff5 fs0 fc0 sc0 ls0 ws0">Certificadoras <span class="_ _5"></span>(ACs), <span class="_ _1b"></span>de <span class="_ _5"></span>Autoridades <span class="_ _4"></span>de <span class="_ _4"></span>Registro <span class="_ _5"></span>(ARs), <span class="_ _4"></span>de <span class="_ _4"></span>Autoridades <span class="_ _4"></span>de <span class="_ _4"></span>Carimbo <span class="_ _4"></span>do <span class="_ _4"></span>Tempo </div><div class="t m0 x0 h7 y127 ff5 fs0 fc0 sc0 ls0 ws0">(ACTs),  de <span class="_ _9"> </span>Prestadores <span class="_ _b"> </span>de  Serviço <span class="_ _9"> </span>de <span class="_ _9"> </span>Suporte <span class="_ _9"> </span>(PSSs), <span class="_ _9"> </span>de <span class="_ _9"> </span>Prestadores <span class="_ _b"> </span>de  Serviço <span class="_ _9"> </span>Biométrico </div><div class="t m0 x0 h7 y128 ff5 fs0 fc0 sc0 ls0 ws0">(PSBios) <span class="_ _a"></span>e <span class="_ _2c"></span>de <span class="_ _8"></span>Prestadores <span class="_ _2c"></span>de <span class="_ _a"></span>Serviço <span class="_ _a"></span>de <span class="_ _2c"></span>Confiança <span class="_ _a"></span>(PSC) <span class="_ _2c"></span>de <span class="_ _8"></span>Assinatura <span class="_ _2c"></span>Digital <span class="_ _a"></span>e <span class="_ _a"></span>Armazenamento </div><div class="t m0 x0 h7 y129 ff5 fs0 fc0 sc0 ls0 ws0">de Chaves Criptográficas no âmbito da Infraestrutura de Chaves Públicas Brasileira <span class="ffe">–</span> ICP-Brasil. </div><div class="t m0 x0 h30 y12a ff5 fs0 fc0 sc0 ls0 ws0">1.2<span class="ff11"> <span class="_ _3c"> </span></span>Para o presente documento aplicam-se os seguintes conceitos: </div><div class="t m0 x36 h30 y12b ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Autoridade <span class="_ _1b"> </span>Certificadora <span class="_ _1b"> </span>-<span class="_ _8"></span> <span class="_ _1b"> </span>AC: <span class="_ _1b"> </span>entidade <span class="_ _1c"> </span>credenciada, <span class="_ _1c"> </span>pública <span class="_ _1b"> </span>ou <span class="_ _1c"> </span>privada, <span class="_ _1b"> </span>subordinada <span class="_ _1b"> </span>à </span></span></div><div class="t m0 x37 h7 y12c ff5 fs0 fc0 sc0 ls0 ws0">hierarquia  da  ICP-Brasil,  responsável  por  emitir,  exped<span class="_ _0"></span>ir,  distribuir,  renovar,  revogar  e </div><div class="t m0 x37 h7 y12d ff5 fs0 fc0 sc0 ls0 ws0">gerenciar certificados digitais. </div><div class="t m0 x36 h30 y12e ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Autoridade <span class="_ _b"> </span>de <span class="_ _b"> </span>Carimbo <span class="_ _b"> </span>do <span class="_ _b"> </span>Tempo <span class="_ _21"> </span><span class="ffe">–</span> <span class="_ _9"> </span>ACT: <span class="_ _b"> </span>enti<span class="_ _8"></span>dade <span class="_ _b"> </span>credenciada, <span class="_ _b"> </span>pública <span class="_ _b"> </span>ou <span class="_ _b"> </span>privada, </div><div class="t m0 x37 h7 y12f ff5 fs0 fc0 sc0 ls0 ws0">subordinada à hierarquia da ICP-Brasil, responsável por emitir Carimbos do Tempo. </div><div class="t m0 x36 h30 y130 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Autoridade  de <span class="_ _1c"> </span>Regist<span class="_ _8"></span>ro  -  AR: <span class="_ _1c"> </span>entidade  credenciada,  pública <span class="_ _18"> </span>ou  privada, <span class="_ _18"> </span>subordinada  à </span></span></div><div class="t m0 x37 h7 y131 ff5 fs0 fc0 sc0 ls0 ws0">hierarquia <span class="_ _30"> </span>da <span class="_ _2a"> </span>ICP<span class="_ _8"></span>-Brasil, <span class="_ _2a"> </span>responsável <span class="_ _2a"> </span>pela <span class="_ _2a"> </span>interface <span class="_ _30"> </span>entre <span class="_ _24"> </span>o <span class="_ _30"> </span>usuário <span class="_ _2a"> </span>e <span class="_ _2a"> </span>a <span class="_ _2a"> </span>Autoridade </div><div class="t m0 x37 h7 y132 ff5 fs0 fc0 sc0 ls0 ws0">Certificadora <span class="_ _7"></span>- <span class="_ _5"></span>AC. <span class="_ _5"></span>É <span class="_ _5"></span>sempre <span class="_ _5"></span>vinculada <span class="_ _7"></span>a <span class="_ _5"></span>uma <span class="_ _7"></span>AC <span class="_ _5"></span>e <span class="_ _5"></span>tem <span class="_ _7"></span>p<span class="_ _8"></span>or <span class="_ _7"></span>objetivo <span class="_ _5"></span>o <span class="_ _5"></span>recebimento <span class="_ _5"></span>e <span class="_ _7"></span>o </div><div class="t m0 x37 h7 y133 ff5 fs0 fc0 sc0 ls0 ws0">encaminhamento <span class="_ _8"></span>de <span class="_ _a"></span>solicitações <span class="_ _a"></span>de <span class="_ _a"></span>emissão <span class="_ _8"></span>ou <span class="_ _a"></span>revogação <span class="_ _a"></span>de <span class="_ _a"></span>certificados <span class="_ _a"></span>digitais <span class="_ _8"></span>às <span class="_ _a"></span>AC <span class="_ _a"></span>e <span class="_ _a"></span>a </div><div class="t m0 x37 h7 y134 ff5 fs0 fc0 sc0 ls0 ws0">identificação de seus solicitantes, na forma e condição regulamentada no DOC-ICP-05 [10]. </div><div class="t m0 x37 h7 y135 ff5 fs0 fc0 sc0 ls0 ws0">c.1) AR ELETRÔNICA - <span class="_ _8"></span>a AR nos termos <span class="_ _8"></span>da MP 2.200-2/2001, que exercerá sua <span class="_ _8"></span>atribuição </div><div class="t m0 x38 h7 y136 ff5 fs0 fc0 sc0 ls0 ws0">de <span class="_ _1b"> </span>identificar <span class="_ _1b"> </span>e <span class="_ _1b"> </span>cadastrar <span class="_ _1c"> </span>usuários <span class="_ _1b"></span>ICP-Brasil <span class="_ _1b"> </span>de <span class="_ _1b"> </span>forma <span class="_ _1b"> </span>não <span class="_ _1b"> </span>presencial, <span class="_ _1c"> </span>por <span class="_ _1b"> </span>canal <span class="_ _1b"> </span>de </div><div class="t m0 x38 h7 y137 ff5 fs0 fc0 sc0 ls0 ws0">atendimento <span class="_ _a"></span>100% <span class="_ _2c"></span>eletr<span class="_ _0"></span>ônico, <span class="_ _a"></span>automatizado, <span class="_ _2c"></span>sem <span class="_ _8"></span>int<span class="_ _8"></span>ervenção <span class="_ _a"></span>humana, <span class="_ _a"></span>entenda<span class="_ _8"></span>-se, <span class="_ _a"></span>sem </div><div class="t m0 x38 h7 y138 ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _a"></span>intermediação <span class="_ _2c"></span>de <span class="_ _a"></span>um <span class="_ _2c"></span>agente <span class="_ _a"></span>de <span class="_ _a"></span>registr<span class="_ _8"></span>o. <span class="_ _a"></span>Trata<span class="_ _8"></span>-se <span class="_ _a"></span>de <span class="_ _2c"></span>um <span class="_ _a"></span>autosserviço, <span class="_ _2c"></span>a <span class="_ _8"></span>ser <span class="_ _2c"></span>usufruído </div><div class="t m0 x38 h7 y139 ff5 fs0 fc0 sc0 ls0 ws0">pelo cidadão interessado <span class="_ _8"></span>em obter <span class="_ _8"></span>um certificado digital <span class="_ _8"></span>ICP-Brasil.<span class="_ _8"></span> <span class="fc1">(Redação dada <span class="_ _8"></span>pela </span></div><div class="t m0 x38 h7 y13a ff5 fs0 fc1 sc0 ls0 ws0">Resolução CG ICP-Brasil nº 197, de 2021)<span class="fc0"> </span></div><div class="t m0 x36 h30 y13b ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>Prestadores  de  Serviço <span class="_ _1c"> </span>Biométri<span class="_ _8"></span>co  -  PSBios: <span class="_ _1c"> </span>entidade  credenciada,  pública <span class="_ _18"> </span>ou  privada, </div><div class="t m0 x37 h7 y13c ff5 fs0 fc0 sc0 ls0 ws0">subordinada à <span class="_ _8"></span>hier<span class="_ _8"></span>arquia da <span class="_ _8"></span>ICP-<span class="_ _8"></span>Brasil, <span class="_ _8"></span>com <span class="_ _8"></span>capacidade técnica <span class="_ _8"></span>para <span class="_ _8"></span>realizar <span class="_ _8"></span>a identificaç<span class="_ _8"></span>ão </div><div class="t m0 x37 h7 y13d ff5 fs0 fc0 sc0 ls0 ws0">e <span class="_ _30"> </span>a <span class="_ _30"> </span>verificação <span class="_ _30"> </span>biométrica <span class="_ _30"> </span>do <span class="_ _30"> </span>requerente <span class="_ _30"> </span>de <span class="_ _30"> </span>um <span class="_ _30"> </span>certificado <span class="_ _30"> </span>digital <span class="_ _30"> </span>em <span class="_ _30"> </span>um <span class="_ _30"> </span>ou <span class="_ _30"> </span>mais </div><div class="t m0 x37 h7 y13e ff5 fs0 fc0 sc0 ls0 ws0">bancos/sistemas <span class="_ _1b"> </span>de <span class="_ _1c"> </span>dados <span class="_ _1b"> </span>biométrico <span class="_ _1b"> </span>da <span class="_ _1c"> </span>ICP-Brasil., <span class="_ _1c"> </span>como <span class="_ _1b"> </span>estabelecido <span class="_ _1b"> </span>em <span class="_ _1c"> </span>regulamento </div><div class="t m0 x37 h7 y13f ff5 fs0 fc0 sc0 ls0 ws0">editado <span class="_ _8"></span>por <span class="_ _8"></span>instrução <span class="_ _a"></span>normativa <span class="_ _8"></span>da <span class="_ _a"></span>AC <span class="_ _8"></span>Raiz <span class="_ _a"></span>que <span class="_ _8"></span>define <span class="_ _a"></span>os <span class="_ _8"></span>procedimentos <span class="_ _8"></span>para <span class="_ _a"></span>identificação </div><div class="t m0 x37 h7 y140 ff5 fs0 fc0 sc0 ls0 ws0">biométrica na ICP-Brasil. </div><div class="t m0 x36 h30 y141 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Prestador <span class="_ _4"></span>de <span class="_ _4"></span>Serviço <span class="_ _4"></span>de <span class="_ _1b"></span>Confiança <span class="_ _4"></span>- <span class="_ _4"></span>PSC <span class="_ _1b"></span>de <span class="_ _4"></span>Assinatura <span class="_ _4"></span>Digital <span class="_ _4"></span>e/ou <span class="_ _4"></span>Arma<span class="_ _8"></span>zenamento <span class="_ _4"></span>de </span></span></div><div class="t m0 x37 h7 y142 ff5 fs0 fc0 sc0 ls0 ws0">Chaves <span class="_ _7"></span>Criptográficas: <span class="_ _7"></span>entidade <span class="_ _7"></span>credenciada, <span class="_ _7"></span>pública <span class="_ _7"></span>ou <span class="_ _7"></span>privada, <span class="_ _7"></span>subordinada <span class="_ _7"></span>à <span class="_ _7"></span>hierarquia </div><div class="t m0 x37 h7 y143 ff5 fs0 fc0 sc0 ls0 ws0">da  ICP-Brasil, <span class="_ _1c"> </span>que  provê <span class="_ _1c"> </span>serviços  de  arma<span class="_ _0"></span>zenamento  de <span class="_ _1c"> </span>chaves  privadas <span class="_ _18"> </span>para <span class="_ _1c"> </span>usuár<span class="_ _8"></span>ios </div><div class="t m0 x37 h7 y144 ff5 fs0 fc0 sc0 ls0 ws0">finais, ou ser<span class="_ _8"></span>viços de <span class="_ _8"></span>assinaturas e verificações <span class="_ _8"></span>de assinaturas digi<span class="_ _8"></span>tais padrão ICP<span class="_ _8"></span>-Brasil <span class="_ _8"></span>nos </div><div class="t m0 x37 h7 y145 ff5 fs0 fc0 sc0 ls0 ws0">documentos <span class="_ _2c"></span>e <span class="_ _a"></span>transações <span class="_ _2c"></span>eletrônicas <span class="_ _2c"></span>ou <span class="_ _a"></span>ambos, <span class="_ _2c"></span>nos <span class="_ _2c"></span>termos <span class="_ _2c"></span>do <span class="_ _a"></span>DOC-<span class="_ _8"></span>ICP-17 <span class="_ _2c"></span>[9], <span class="_ _2c"></span>cabendo <span class="_ _a"></span>à </div><div class="t m0 x37 h7 y146 ff5 fs0 fc0 sc0 ls0 ws0">AC <span class="_ _1c"> </span>Raiz, <span class="_ _1c"> </span>por <span class="_ _1c"> </span>meio <span class="_ _1c"> </span>de <span class="_ _1c"> </span>Instr<span class="_ _8"></span>ução <span class="_ _1b"> </span>Normativa, <span class="_ _1c"> </span>dete<span class="_ _8"></span>rminar <span class="_ _1b"> </span>os  proced<span class="_ _0"></span>imentos <span class="_ _1c"> </span>téc<span class="_ _8"></span>nicos <span class="_ _1c"> </span>para </div><div class="t m0 x37 h7 y147 ff5 fs0 fc0 sc0 ls0 ws0">operação desses PSC. </div><div class="t m0 x36 h30 y148 ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">Pres<span class="_ _8"></span>tador <span class="_ _24"> </span>de <span class="_ _24"> </span>Serviço <span class="_ _24"> </span>de <span class="_ _1a"> </span>Suporte <span class="_ _24"> </span>- <span class="_ _1a"> </span>PSS: <span class="_ _24"> </span>entidade <span class="_ _24"> </span>credenciada, <span class="_ _24"> </span>pública <span class="_ _1a"> </span>ou <span class="_ _24"> </span>privada, </span></span></div><div class="t m0 x37 h7 y149 ff5 fs0 fc0 sc0 ls0 ws0">subordinada  à  hierarquia <span class="_ _1c"> </span>da  ICP-Brasil,  utilizada  pelos  demais  en<span class="_ _0"></span>tes  credenciados  para<span class="_ _0"></span> </div><div class="t m0 x37 h7 y14a ff5 fs0 fc0 sc0 ls0 ws0">prestação <span class="_ _7"></span>de <span class="_ _7"></span>serviços <span class="_ _5"></span>relacionados <span class="_ _7"></span>às <span class="_ _7"></span>suas <span class="_ _7"></span>respectivas <span class="_ _7"></span>a<span class="_ _8"></span>tividades, <span class="_ _7"></span>e <span class="_ _5"></span>se <span class="_ _7"></span>classificam <span class="_ _7"></span>em <span class="_ _7"></span>três </div><div class="t m0 x37 h7 y14b ff5 fs0 fc0 sc0 ls0 ws0">categorias, conforme o tipo de serviço prestado: </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:442.160000px;bottom:353.980000px;width:101.690000px;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:334.180000px;width:267.230000px;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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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">12</span> </div><div class="t m0 x39 h30 y14c ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">disponibilização de infraestrutura física e lógica; </span></span></div><div class="t m0 x3a h30 y14d ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">disponibilização de recursos humanos especializados; ou </span></span></div><div class="t m0 x3b h30 y14e ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">disponibilização <span class="_ _22"> </span>de <span class="_ _22"> </span>infraestrutura <span class="_ _22"> </span>física <span class="_ _2b"> </span>e <span class="_ _33"> </span>lógi<span class="_ _8"></span>ca <span class="_ _22"> </span>e <span class="_ _22"> </span>de <span class="_ _22"> </span>rec<span class="_ _8"></span>ursos <span class="_ _2b"> </span>humanos </span></span></div><div class="t m0 x3c h7 y14f ff5 fs0 fc0 sc0 ls0 ws0">especializados. </div><div class="t m0 x0 h7 y150 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2f y151 ff6 fs4 fc0 sc0 ls0 ws0">2<span class="ff10"> <span class="_ _33"> </span></span>CREDENCIAMENTO </div><div class="t m0 x0 h30 y152 ff5 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Critérios </span></span></div><div class="t m0 x0 h7 y153 ff5 fs0 fc0 sc0 ls0 ws0">Os candidatos ao credenciamento na ICP-Brasil devem atender aos seguintes critérios: </div><div class="t m0 x36 h30 y154 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ser órgão ou entidade de direito público ou pessoa jurídica de direito privado; </span></span></div><div class="t m0 x36 h30 y155 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>estar quite com todas as obrigações tributárias e os encargos sociais instituídos por lei; </div><div class="t m0 x36 h30 y156 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">atender aos requisitos <span class="_ _8"></span>relativos à <span class="_ _8"></span>qualificação econômico-financeira <span class="_ _8"></span>estabelecidos, conforme </span></span></div><div class="t m0 x37 h7 y157 ff5 fs0 fc0 sc0 ls0 ws0">a atividade a ser desenvolvida, nos anexos I, II, III, IV, V e VI; e </div><div class="t m0 x36 h30 y158 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>atender <span class="_ _1b"> </span>às <span class="_ _1c"> </span>diretrizes <span class="_ _1b"> </span>e <span class="_ _1b"> </span>normas <span class="_ _1b"> </span>técnicas <span class="_ _1c"> </span>da <span class="_ _1b"> </span>ICP-<span class="_ _8"></span>Brasil <span class="_ _1b"> </span>relativas <span class="_ _1b"> </span>à <span class="_ _1c"> </span>qualificação <span class="_ _1b"> </span>técnica <span class="_ _1b"> </span>ou </div><div class="t m0 x37 h7 y159 ff5 fs0 fc0 sc0 ls0 ws0">contratual, <span class="_ _8"></span>constantes <span class="_ _a"></span>dos <span class="_ _a"></span>documentos <span class="_ _8"></span>relacionados <span class="_ _a"></span>nos <span class="_ _a"></span>Anexos <span class="_ _8"></span>I, <span class="_ _a"></span>II, <span class="_ _8"></span>IV, <span class="_ _a"></span>V <span class="_ _a"></span>e <span class="_ _a"></span>VI, <span class="_ _a"></span>aplicáveis </div><div class="t m0 x37 h7 y15a ff5 fs0 fc0 sc0 ls0 ws0">aos serviços a serem prestados. </div><div class="t m0 x0 h31 y15b ff6 fs0 fc0 sc0 ls0 ws0">2.1.1<span class="ff10"> <span class="_ _10"> </span></span>Critérios para credenciamento de AC </div><div class="t m0 x0 h7 y15c ff5 fs0 fc0 sc0 ls0 ws0">Os candidatos ao credenciamento como AC devem ainda: </div><div class="t m0 x36 h30 y15d ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">apresentar, <span class="_ _2b"> </span>no <span class="_ _2b"> </span>mínimo, <span class="_ _1"> </span>uma <span class="_ _2b"> </span>entidade <span class="_ _2b"> </span>operacionalmente <span class="_ _1"> </span>vinculada, <span class="_ _2b"> </span>candidata <span class="_ _2b"> </span>ao </span></span></div><div class="t m0 x37 h7 y15e ff5 fs0 fc0 sc0 ls0 ws0">credenciamento <span class="_ _1a"> </span>para <span class="_ _2d"> </span>desenvolver <span class="_ _1a"> </span>as <span class="_ _1a"> </span>atividades <span class="_ _2d"> </span>de <span class="_ _1a"> </span>AR, <span class="_ _1a"> </span>ou <span class="_ _2d"> </span>solicitar <span class="_ _1a"> </span>o <span class="_ _2d"> </span>seu <span class="_ _1a"> </span>próprio </div><div class="t m0 x37 h7 y15f ff5 fs0 fc0 sc0 ls0 ws0">credenciamento como AR; </div><div class="t m0 x36 h30 y160 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>apresentar <span class="_ _30"> </span>a <span class="_ _30"> </span>relação <span class="_ _30"> </span>de <span class="_ _30"> </span>eventuais <span class="_ _30"> </span>candidatos <span class="_ _30"> </span>ao <span class="_ _30"> </span>credenciamento <span class="_ _30"> </span>para <span class="_ _30"> </span>desenvolver<span class="_ _8"></span> <span class="_ _30"> </span>as </div><div class="t m0 x37 h7 y161 ff5 fs0 fc0 sc0 ls0 ws0">atividades de PSS; </div><div class="t m0 x36 h30 y162 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ter sede administrativa localizada no território nacional; e </span></span></div><div class="t m0 x36 h30 y163 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>ter <span class="_ _1c"> </span>instalações <span class="_ _1b"> </span>operacionais <span class="_ _1b"> </span>e <span class="_ _1b"> </span>recursos <span class="_ _1b"> </span>de <span class="_ _1c"> </span>segurança <span class="_ _1b"> </span>física <span class="_ _1b"> </span>e <span class="_ _1b"> </span>lógi<span class="_ _8"></span>ca, <span class="_ _1b"> </span>inclusive <span class="_ _1b"> </span>sala<span class="_ _8"></span>-cofre, </div><div class="t m0 x37 h7 y164 ff5 fs0 fc0 sc0 ls0 ws0">compatíveis <span class="_ _a"></span>com <span class="_ _2c"></span>a <span class="_ _a"></span>atividade <span class="_ _2c"></span>de <span class="_ _a"></span>certificação, <span class="_ _2c"></span>localizadas <span class="_ _a"></span>no <span class="_ _2c"></span>território <span class="_ _a"></span>nacional, <span class="_ _2c"></span>ou <span class="_ _a"></span>contratar </div><div class="t m0 x37 h7 y165 ff5 fs0 fc0 sc0 ls0 ws0">PSS que as possua. </div><div class="t m0 x0 h31 y166 ff6 fs0 fc0 sc0 ls0 ws0">2.1.2<span class="ff10"> <span class="_ _10"> </span></span>Critérios para credenciamento de AR </div><div class="t m0 x0 h7 y167 ff5 fs0 fc0 sc0 ls0 ws0">Os candidatos ao credenciamento como AR devem ainda: </div><div class="t m0 x36 h30 y168 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">estar operacionalmente vinculados a, pelo menos, uma AC ou candidato a AC<span class="_ _0"></span>; e </span></span></div><div class="t m0 x36 h30 y72 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ter <span class="_ _4"></span>sede <span class="_ _5"></span>administrativa <span class="_ _5"></span>em <span class="_ _4"></span>território <span class="_ _4"></span>nacional <span class="_ _5"></span>e <span class="_ _4"></span>recursos <span class="_ _5"></span>de <span class="_ _4"></span>segurança <span class="_ _5"></span>compatíveis <span class="_ _5"></span>com <span class="_ _4"></span>a </div><div class="t m0 x37 h7 y169 ff5 fs0 fc0 sc0 ls0 ws0">atividade de <span class="_ _8"></span>registro, <span class="_ _8"></span>conforme disposto <span class="_ _8"></span>em regulamento <span class="_ _8"></span>editado <span class="_ _8"></span>por instrução <span class="_ _8"></span>normativa da </div><div class="t m0 x37 h7 y16a ff5 fs0 fc0 sc0 ls0 ws0">AC Raiz que defina as características mínimas de segurança para as AR 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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">13</span> </div><div class="t m0 x0 h31 y14c ff6 fs0 fc0 sc0 ls0 ws0">2.1.3<span class="ff10"> <span class="_ _10"> </span></span>Critérios para credenciamento de ACT </div><div class="t m0 x0 h7 y16b ff5 fs0 fc0 sc0 ls0 ws0">Os candidatos ao credenciamento como ACT devem ainda: </div><div class="t m0 x36 h30 y16c ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">apresentar <span class="_ _30"> </span>a <span class="_ _21"> </span>rel<span class="_ _8"></span>ação <span class="_ _30"> </span>de <span class="_ _30"> </span>eventuais <span class="_ _30"> </span>candidatos <span class="_ _30"> </span>ao <span class="_ _21"> </span>cre<span class="_ _8"></span>denciamento <span class="_ _30"> </span>para <span class="_ _30"> </span>desenvolver <span class="_ _30"> </span>as </span></span></div><div class="t m0 x37 h7 y16d ff5 fs0 fc0 sc0 ls0 ws0">atividades de PSS; </div><div class="t m0 x36 h30 y16e ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ter sede administrativa localizada no território nacional; e </div><div class="t m0 x36 h30 y16f ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ter  instalações <span class="_ _1c"> </span>operacionais  e  recursos  de  segurança <span class="_ _18"> </span>física  e <span class="_ _1c"> </span>lógica  compatíveis  com  a </span></span></div><div class="t m0 x37 h7 y170 ff5 fs0 fc0 sc0 ls0 ws0">atividade <span class="_ _2c"></span>de<span class="_ _0"></span> <span class="_ _2c"></span>emissão <span class="_ _a"></span>de <span class="_ _2c"></span>carimbos <span class="_ _a"></span>do <span class="_ _a"></span>tem<span class="_ _8"></span>po, <span class="_ _2c"></span>lo<span class="_ _0"></span>calizadas <span class="_ _2c"></span>no <span class="_ _a"></span>território <span class="_ _2c"></span>nac<span class="_ _0"></span>ional, <span class="_ _2c"></span>ou <span class="_ _a"></span>contratar </div><div class="t m0 x37 h7 y171 ff5 fs0 fc0 sc0 ls0 ws0">PSS que as possua. </div><div class="t m0 x0 h31 y172 ff6 fs0 fc0 sc0 ls0 ws0">2.1.4<span class="ff10"> <span class="_ _10"> </span></span>Critérios para credenciamento de PSS </div><div class="t m0 x0 h7 y173 ff5 fs0 fc0 sc0 ls0 ws0"> Os candidatos ao credenciamento como PSS devem ainda: </div><div class="t m0 x36 h30 y174 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">estar operacionalmente <span class="_ _8"></span>vinculados <span class="_ _8"></span>a, pelo <span class="_ _8"></span>menos, <span class="_ _8"></span>uma <span class="_ _8"></span>AC ou <span class="_ _8"></span>candidato <span class="_ _8"></span>a AC, <span class="_ _8"></span>ou <span class="_ _8"></span>uma <span class="_ _8"></span>ACT </span></span></div><div class="t m0 x37 h7 y175 ff5 fs0 fc0 sc0 ls0 ws0">ou candidato a ACT, ou a um PSBio ou candidato a PSBio, ou um PSC ou candidato a PSC; </div><div class="t m0 x36 h30 y176 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ter  sede <span class="_ _1b"> </span>administrativa, <span class="_ _18"> </span>instalações <span class="_ _1c"> </span>operacionais <span class="_ _18"> </span>e <span class="_ _1c"> </span>recursos <span class="_ _1c"> </span>de  segurança <span class="_ _1c"> </span>física  e<span class="_ _0"></span> <span class="_ _1c"> </span>lógica </div><div class="t m0 x37 h7 y177 ff5 fs0 fc0 sc0 ls0 ws0">compatíveis com as atividades a serem desempenhadas; e </div><div class="t m0 x36 h30 y178 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ter <span class="_ _2c"></span>instalações <span class="_ _2c"></span>operacionais <span class="_ _a"></span>e <span class="_ _2c"></span>recursos <span class="_ _2c"></span>de <span class="_ _2c"></span>segurança <span class="_ _2c"></span>física <span class="_ _a"></span>e <span class="_ _2c"></span>lógica <span class="_ _2c"></span>compatíveis <span class="_ _2c"></span>com <span class="_ _2c"></span>o <span class="_ _2c"></span>tipo </span></span></div><div class="t m0 x37 h7 y179 ff5 fs0 fc0 sc0 ls0 ws0">de serviço prestado, localizados no território nacional. </div><div class="t m0 x0 h31 y17a ff6 fs0 fc0 sc0 ls0 ws0">2.1.5<span class="ff10"> <span class="_ _10"> </span></span>Critérios para credenciamento de PSBio </div><div class="t m0 x0 h7 y17b ff5 fs0 fc0 sc0 ls0 ws0">Os candidatos ao credenciamento como PSBios devem ainda: </div><div class="t m0 x36 h30 y17c ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">apresentar <span class="_ _30"> </span>a <span class="_ _21"> </span>rel<span class="_ _8"></span>ação <span class="_ _30"> </span>de <span class="_ _30"> </span>eventuais <span class="_ _30"> </span>candidatos <span class="_ _30"> </span>ao <span class="_ _21"> </span>cre<span class="_ _8"></span>denciamento <span class="_ _30"> </span>para <span class="_ _30"> </span>desenvolver <span class="_ _30"> </span>as </span></span></div><div class="t m0 x37 h7 y17d ff5 fs0 fc0 sc0 ls0 ws0">atividades de PSS; </div><div class="t m0 x36 h30 y17e ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ter sede administrativa localizada no território nacional; e </div><div class="t m0 x36 h30 y17f ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ter  instalações <span class="_ _1c"> </span>operacionais  e  recursos  de  segurança  físi<span class="_ _0"></span>ca  e  lógica <span class="_ _1c"> </span>compatíveis  com  a </span></span></div><div class="t m0 x37 h7 y180 ff5 fs0 fc0 sc0 ls0 ws0">atividade <span class="_ _21"> </span>de <span class="_ _21"> </span>identificação <span class="_ _21"> </span>biométrica, <span class="_ _b"> </span>conf<span class="_ _8"></span>orme <span class="_ _21"> </span>disposto <span class="_ _21"> </span>em <span class="_ _21"> </span>regulamento <span class="_ _21"> </span>editado <span class="_ _21"> </span>por </div><div class="t m0 x37 h7 y181 ff5 fs0 fc0 sc0 ls0 ws0">instrução <span class="_ _a"></span>normativa <span class="_ _2c"></span>da <span class="_ _8"></span>AC <span class="_ _2c"></span>Raiz <span class="_ _a"></span>que <span class="_ _2c"></span>define <span class="_ _8"></span>os <span class="_ _2c"></span>procedimentos <span class="_ _a"></span>para <span class="_ _a"></span>identificação <span class="_ _2c"></span>biométrica </div><div class="t m0 x37 h7 y182 ff5 fs0 fc0 sc0 ls0 ws0">na ICP-Brasil, localizadas no território nacional, ou contratar PSS que as possua. </div><div class="t m0 x0 h31 y183 ff6 fs0 fc0 sc0 ls0 ws0">2.1.6<span class="ff10"> <span class="_ _10"> </span></span>Critérios <span class="_ _1b"> </span>para <span class="_ _1c"> </span>credenciamento <span class="_ _1c"> </span>de <span class="_ _1c"> </span>PSC <span class="_ _1c"> </span>de <span class="_ _1c"> </span>Assinatura <span class="_ _1c"> </span>Digital <span class="_ _1c"> </span>e <span class="_ _1b"> </span>Armazenam<span class="_ _8"></span>ento <span class="_ _1c"> </span>de </div><div class="t m0 x37 h2a y184 ff6 fs0 fc0 sc0 ls0 ws0">Chaves Criptográficas </div><div class="t m0 x0 h7 y185 ff5 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _5"></span>candidatos <span class="_ _7"></span>ao <span class="_ _5"></span>credenciamento <span class="_ _5"></span>como <span class="_ _5"></span>PSC <span class="_ _5"></span>de <span class="_ _7"></span>Assinat<span class="_ _8"></span>ura <span class="_ _7"></span>Digit<span class="_ _8"></span>al <span class="_ _7"></span>e <span class="_ _5"></span>Armazenamento <span class="_ _5"></span>de <span class="_ _5"></span>Chaves </div><div class="t m0 x0 h7 y186 ff5 fs0 fc0 sc0 ls0 ws0">Criptográficas devem ainda: </div><div class="t m0 x36 h30 y187 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ter sede administrativa localizada no território nacional; e </span></span></div><div class="t m0 x36 h30 y188 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ter  instalações  operacionais  e <span class="_ _1c"> </span>recursos  de  segurança  física <span class="_ _1c"> </span>e  lógica  compatíveis  com <span class="_ _1c"> </span>a </div><div class="t m0 x37 h7 y189 ff5 fs0 fc0 sc0 ls0 ws0">atividade <span class="_ _a"></span>de <span class="_ _a"></span>arm<span class="_ _8"></span>azenamento <span class="_ _a"></span>de <span class="_ _2c"></span>cha<span class="_ _0"></span>ves <span class="_ _a"></span>privadas <span class="_ _2c"></span>para <span class="_ _8"></span>usuários <span class="_ _2c"></span>finais <span class="_ _8"></span>ou <span class="_ _2c"></span>realizar <span class="_ _8"></span>ser<span class="_ _8"></span>viços <span class="_ _a"></span>de </div><div class="t m0 x37 h7 y18a ff5 fs0 fc0 sc0 ls0 ws0">assinatura <span class="_ _a"></span>digital <span class="_ _2c"></span>e <span class="_ _a"></span>verificação <span class="_ _2c"></span>da <span class="_ _a"></span>assinatura <span class="_ _2c"></span>d<span class="_ _0"></span>igital <span class="_ _2c"></span>ou<span class="_ _0"></span> <span class="_ _2c"></span>ambos, <span class="_ _a"></span>conforme <span class="_ _a"></span>disposto <span class="_ _2c"></span>no <span class="_ _a"></span>DOC<span class="_ _8"></span>-</div><div class="t m0 x37 h7 y18b ff5 fs0 fc0 sc0 ls0 ws0">ICP-17 [9], localizadas em território nacional, ou contratar PSS que as possua. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">14</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">2.2<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Procedimentos </span></span></div><div class="t m0 x0 h31 y18c ff6 fs0 fc0 sc0 ls0 ws0">2.2.1<span class="ff10"> <span class="_ _10"> </span></span>Diretrizes gerais </div><div class="t m0 x0 h30 y18d ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _1b"></span>processo <span class="_ _4"></span>de <span class="_ _1b"></span>credenciamento <span class="_ _4"></span>obedece <span class="_ _4"></span>a <span class="_ _1b"> </span>procedimentos <span class="_ _4"></span>e<span class="_ _8"></span>specíficos, <span class="_ _4"></span>relacionados <span class="_ _1b"> </span>com <span class="_ _4"></span>a </span></span></div><div class="t m0 x0 h7 y18e ff5 fs0 fc0 sc0 ls0 ws0">natureza da atividade a ser desenvolvida no âmbito da ICP-Brasil. </div><div class="t m0 x0 h30 y18f ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _2c"></span>pedido <span class="_ _7"></span>inicial <span class="_ _7"></span>de <span class="_ _7"></span>credenciamento <span class="_ _2c"></span>deverá <span class="_ _7"></span>ser <span class="_ _2c"></span>encaminhado <span class="_ _7"></span>à <span class="_ _2c"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>por <span class="_ _2c"></span>int<span class="_ _8"></span>ermédio <span class="_ _2c"></span>da </span></span></div><div class="t m0 x0 h7 y190 ff5 fs0 fc0 sc0 ls0 ws0">cadeia <span class="_ _30"> </span>de <span class="_ _21"> </span>certificação <span class="_ _21"> </span>à <span class="_ _30"> </span>qual <span class="_ _30"> </span>a <span class="_ _21"> </span>candi<span class="_ _8"></span>data <span class="_ _21"> </span>ao <span class="_ _30"> </span>credenciamento <span class="_ _21"> </span>se <span class="_ _30"> </span>encontrar <span class="_ _30"> </span>oper<span class="_ _8"></span>acionalmente </div><div class="t m0 x0 h7 y191 ff5 fs0 fc0 sc0 ls0 ws0">vinculada, <span class="_ _8"></span>iniciando-se <span class="_ _8"></span>a <span class="_ _8"></span>tramitação <span class="_ _8"></span>pela <span class="_ _a"></span>AC, <span class="_ _8"></span>ou <span class="_ _8"></span>candidato <span class="_ _8"></span>à <span class="_ _a"></span>AC <span class="_ _8"></span>de <span class="_ _8"></span>nível <span class="_ _8"></span>imediatamente <span class="_ _a"></span>superior <span class="_ _8"></span>à </div><div class="t m0 x0 h7 y192 ff5 fs0 fc0 sc0 ls0 ws0">interessada <span class="_ _2c"></span>e, <span class="_ _a"></span>a <span class="_ _2c"></span>partir <span class="_ _2c"></span>daí, <span class="_ _2c"></span>respeitando-se <span class="_ _2c"></span>a <span class="_ _2c"></span>hierarquia <span class="_ _2c"></span>da <span class="_ _a"></span>cadeia, <span class="_ _2c"></span>até <span class="_ _2c"></span>chegar <span class="_ _2c"></span>à <span class="_ _a"></span>AC <span class="_ _2c"></span>Raiz. <span class="_ _2c"></span>As <span class="_ _2c"></span>demais </div><div class="t m0 x0 h7 y193 ff5 fs0 fc0 sc0 ls0 ws0">comunicações <span class="_ _24"> </span>e <span class="_ _1a"> </span>requerimentos <span class="_ _24"> </span>à <span class="_ _1a"> </span>AC <span class="_ _24"> </span>Raiz, <span class="_ _1a"> </span>i<span class="_ _8"></span>nclusive <span class="_ _24"> </span>a <span class="_ _1a"> </span>complementação <span class="_ _1a"> </span>da <span class="_ _24"> </span>documentação </div><div class="t m0 x0 h7 y194 ff5 fs0 fc0 sc0 ls0 ws0">inicialmente encaminhada, poderão ser encaminhados diretamente à AC Raiz pela interessada. </div><div class="t m0 x0 h30 y195 ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">As <span class="_ _a"></span>ACs <span class="_ _2c"></span>serão <span class="_ _8"></span>responsáveis <span class="_ _2c"></span>po<span class="_ _0"></span>r <span class="_ _a"></span>comunicar <span class="_ _a"></span>as <span class="_ _2c"></span>decisões <span class="_ _8"></span>do <span class="_ _2c"></span>C<span class="_ _0"></span>G <span class="_ _a"></span>da <span class="_ _2c"></span>ICP-Brasil <span class="_ _a"></span>ou <span class="_ _2c"></span>d<span class="_ _0"></span>a <span class="_ _a"></span>AC <span class="_ _a"></span>Rai<span class="_ _8"></span>z </span></span></div><div class="t m0 x0 h7 y196 ff5 fs0 fc0 sc0 ls0 ws0">às entidades que lhes estejam operacionalmente vinculadas, respeitando a hierarquia de AC. </div><div class="t m0 x0 h30 y197 ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.4<span class="ff11"> <span class="_ _e"></span><span class="ff5">As ACTs e PSCs se comunicarão diretamente com a AC Raiz. </span></span></div><div class="t m0 x0 h30 y198 ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.5<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _5"></span>deferimento <span class="_ _5"></span>do <span class="_ _5"></span>pedido <span class="_ _7"></span>de <span class="_ _5"></span>credenciamento <span class="_ _5"></span>será <span class="_ _5"></span>publicado <span class="_ _5"></span>no <span class="_ _5"></span>Diário <span class="_ _7"></span>Oficial <span class="_ _5"></span>da <span class="_ _5"></span>União <span class="_ _5"></span>e </span></span></div><div class="t m0 x0 h7 y199 ff5 fs0 fc0 sc0 ls0 ws0">importará a autorização para funcionamento no âmbito da ICP-Brasil. </div><div class="t m0 x0 h30 y19a ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.6<span class="ff11"> <span class="_ _e"></span><span class="ff5">Em cada <span class="_ _8"></span>etapa da <span class="_ _8"></span>tramitação, a <span class="_ _8"></span>entidade que <span class="_ _8"></span>receber a <span class="_ _8"></span>solicitação de <span class="_ _8"></span>credenciamento de AC, </span></span></div><div class="t m0 x0 h7 y19b ff5 fs0 fc0 sc0 ls0 ws0">AR, <span class="_ _4"></span>ACT <span class="_ _4"></span>ou <span class="_ _1b"> </span>PSBio <span class="_ _4"></span>tem <span class="_ _1b"></span>prazo <span class="_ _4"></span>de <span class="_ _4"></span>até <span class="_ _1b"></span>30 <span class="_ _4"></span>(trinta) <span class="_ _4"></span>dias <span class="_ _1b"></span>corridos <span class="_ _4"></span>para <span class="_ _4"></span>analisá<span class="_ _8"></span>-la <span class="_ _1b"> </span>e <span class="_ _4"></span>encaminhá-la <span class="_ _4"></span>à </div><div class="t m0 x0 h7 y19c ff5 fs0 fc0 sc0 ls0 ws0">entidade de nível imediatamente superior, caso <span class="_ _8"></span>a solicitação seja <span class="_ _8"></span>acatada ou, se recusada, devolvê<span class="_ _8"></span>-la </div><div class="t m0 x0 h7 y19d ff5 fs0 fc0 sc0 ls0 ws0">ao postulante com fundamentação da recusa. </div><div class="t m0 x0 h30 y19e ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.7<span class="ff11"> <span class="_ _e"></span><span class="ff5">Havendo <span class="_ _a"></span>recusa <span class="_ _a"></span>ou <span class="_ _a"></span>findo <span class="_ _a"></span>o <span class="_ _a"></span>prazo <span class="_ _a"></span>estabelecido <span class="_ _a"></span>no <span class="_ _a"></span>item <span class="_ _a"></span>2.2.1.6, <span class="_ _a"></span>caberá <span class="_ _a"></span>recurso <span class="_ _a"></span>do <span class="_ _a"></span>postulante </span></span></div><div class="t m0 x0 h7 y19f ff5 fs0 fc0 sc0 ls0 ws0">à AC Raiz. </div><div class="t m0 x0 h30 y1a0 ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.8<span class="ff11"> <span class="_ _e"></span><span class="ff5">Em <span class="_ _5"></span>caso <span class="_ _5"></span>de <span class="_ _5"></span>infração <span class="_ _5"></span>à <span class="_ _5"></span>lei <span class="_ _5"></span>ou <span class="_ _5"></span>abuso <span class="_ _5"></span>de <span class="_ _5"></span>direito, <span class="_ _5"></span>o <span class="_ _5"></span>ITI <span class="_ _5"></span>poderá, <span class="_ _5"></span>a <span class="_ _5"></span>qualquer <span class="_ _5"></span>tempo, <span class="_ _5"></span>mediante </span></span></div><div class="t m0 x0 h7 y1a1 ff5 fs0 fc0 sc0 ls0 ws0">despacho <span class="_ _1b"></span>fundamentado <span class="_ _4"></span>e <span class="_ _1b"> </span>assegurada <span class="_ _1b"></span>a <span class="_ _4"></span>ampla <span class="_ _1b"> </span>defesa, <span class="_ _1b"> </span>desconsiderar <span class="_ _1b"> </span>a <span class="_ _1b"></span>personalidade <span class="_ _4"></span>jurídica <span class="_ _1b"> </span>da </div><div class="t m0 x0 h7 y1a2 ff5 fs0 fc0 sc0 ls0 ws0">interessada e obstar o seu credenciamento ou determinar o descredenciamento na ICP-Brasil. </div><div class="t m0 x0 h30 y1a3 ff5 fs0 fc0 sc0 ls0 ws0">2.2.1.9<span class="ff11"> <span class="_ _e"></span><span class="ff5"> Entende-se <span class="_ _2c"></span>por <span class="_ _2c"></span>desconsideração <span class="_ _2c"></span>da <span class="_ _2c"></span>personalidade <span class="_ _2c"></span>jurídic<span class="_ _8"></span>a <span class="_ _2c"></span>a <span class="_ _2c"></span>autorização, <span class="_ _2c"></span>dada <span class="_ _2c"></span>ao <span class="_ _2c"></span>ITI, <span class="_ _2c"></span>para </span></span></div><div class="t m0 x0 h7 y1a4 ff5 fs0 fc0 sc0 ls0 ws0">impedir <span class="_ _4"></span>que <span class="_ _1b"></span>pessoas <span class="_ _4"></span>jurídicas <span class="_ _1b"></span>ou <span class="_ _4"></span>físicas <span class="_ _1b"></span>que <span class="_ _4"></span>sejam <span class="_ _1b"></span>sócias, <span class="_ _4"></span>administradoras <span class="_ _4"></span>ou <span class="_ _1b"> </span>representantes <span class="_ _4"></span>da </div><div class="t m0 x0 h7 y1a5 ff5 fs0 fc0 sc0 ls0 ws0">empresa <span class="_ _21"> </span>credenciada <span class="_ _21"> </span>ou <span class="_ _21"> </span>que <span class="_ _21"> </span>solicita <span class="_ _21"> </span>o <span class="_ _21"> </span>cre<span class="_ _8"></span>denciamento, <span class="_ _21"> </span>retornem <span class="_ _21"> </span>à <span class="_ _21"> </span>ICP-Brasil <span class="_ _21"> </span>em <span class="_ _30"> </span>razão <span class="_ _21"> </span>de </div><div class="t m0 x0 h7 y10c ff5 fs0 fc0 sc0 ls0 ws0">descredenciamento decorrente de penalização anteriormente imposta. </div><div class="t m0 x0 h31 y1a6 ff6 fs0 fc0 sc0 ls0 ws0">2.2.2<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para credenciamento de AC </div><div class="t m0 x0 h30 y1a7 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Solicitação </span></span></div><div class="t m0 x0 h30 y1a8 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.1.1<span class="ff11"> <span class="_ _39"> </span></span>As <span class="_ _1c"> </span>solicitações <span class="_ _18"> </span>dos <span class="_ _1c"> </span>candidatos <span class="_ _1c"> </span>ao <span class="_ _1c"> </span>credenciamento <span class="_ _1c"> </span>como <span class="_ _1c"> </span>AC <span class="_ _1c"> </span>na <span class="_ _1c"> </span>ICP<span class="_ _8"></span>-Brasil <span class="_ _1c"> </span>serão </div><div class="t m0 x0 h7 y1a9 ff5 fs0 fc0 sc0 ls0 ws0">encaminhadas à AC Raiz mediante a apresentação dos documentos a seguir relacionados: </div><div class="t m0 x36 h30 y1aa ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">formulário SOLICITAÇÃO <span class="_ _8"></span>DE <span class="_ _8"></span>CREDENCIAMENTO <span class="_ _8"></span>DE <span class="_ _8"></span>AC <span class="_ _8"></span>[1] <span class="_ _8"></span>devidamente <span class="_ _8"></span>preenchido </span></span></div><div class="t m0 x37 h7 y1ab ff5 fs0 fc0 sc0 ls0 ws0">e assinado pelo representante legal do candidato a AC; </div><div class="t m0 x36 h30 y1ac ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos relacionados no Anexo I; </div><div class="t m0 x36 h30 y1ad ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">formulário SOLICITAÇÃO <span class="_ _8"></span>DE <span class="_ _8"></span>CREDENCIAMENTO <span class="_ _8"></span>DE <span class="_ _8"></span>AR <span class="_ _8"></span>[2] <span class="_ _8"></span>devidamente <span class="_ _8"></span>preenchido </span></span></div><div class="t m0 x37 h7 y1ae ff5 fs0 fc0 sc0 ls0 ws0">e assinado pelos representantes legais dos candidatos a AC e AR; </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="pf11" class="pf w0 h0" data-page-no="11"><div class="pc pc11 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">15</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>documentos <span class="_ _8"></span>relacionados <span class="_ _8"></span>no <span class="_ _8"></span>Anexo II, <span class="_ _8"></span>exceto <span class="_ _8"></span>na hipót<span class="_ _8"></span>ese de <span class="_ _8"></span>o <span class="_ _8"></span>candidato <span class="_ _8"></span>a <span class="_ _8"></span>AR ser <span class="_ _8"></span>o <span class="_ _8"></span>próprio </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">candidato a AC; </div><div class="t m0 x36 h30 y1b0 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comprovante <span class="_ _30"> </span>do <span class="_ _30"> </span>pagamento <span class="_ _2a"> </span>da <span class="_ _30"> </span>tarifa <span class="_ _2a"> </span>estabelecida <span class="_ _30"> </span>nas <span class="_ _30"> </span>DIRETRIZES <span class="_ _30"> </span>DA <span class="_ _2a"> </span>POLÍTICA </span></span></div><div class="t m0 x37 h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">TARIFÁRIA DA <span class="_ _8"></span>AUTORIDADE <span class="_ _8"></span>CERTIFICADORA R<span class="_ _8"></span>AIZ DA <span class="_ _8"></span>ICP-BRASIL <span class="_ _8"></span>[5], <span class="_ _8"></span>no <span class="_ _8"></span>caso </div><div class="t m0 x37 h7 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">de a credenciada ser AC de nível imediatamente subsequente à AC Raiz; e </div><div class="t m0 x36 h30 y1b3 ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">se f<span class="_ _8"></span>or solicitado o credenciamento de PSS: </span></span></div><div class="t m0 x39 h30 y1b4 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">formulário <span class="_ _1b"> </span>SOLICITAÇÃO <span class="_ _1b"> </span>DE <span class="_ _1b"> </span>CREDENCIAMENTO <span class="_ _1b"> </span>DE <span class="_ _1b"> </span>PSS <span class="_ _1c"> </span>[3], <span class="_ _1b"> </span>devidamente </span></span></div><div class="t m0 x3c h7 y1b5 ff5 fs0 fc0 sc0 ls0 ws0">preenchido e assinado pelos representantes legais dos candidatos a AC e a PSS; </div><div class="t m0 x3a h30 y1b6 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">documentos relacionados no Anexo III; e </span></span></div><div class="t m0 x3b h30 y1b7 ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">documento <span class="_ _1"> </span>indicando <span class="_ _1"> </span>as <span class="_ _20"> </span>atividades <span class="_ _20"> </span>específicas <span class="_ _1"> </span>para <span class="_ _20"> </span>as <span class="_ _1"> </span>quais <span class="_ _20"> </span>postula <span class="_ _1"> </span>o </span></span></div><div class="t m0 x3c h7 ye ff5 fs0 fc0 sc0 ls0 ws0">credenciamento como PSS, selecionando uma dentre as seguintes opções: </div><div class="t m0 x3d h30 y1b8 ff5 fs0 fc0 sc0 ls0 ws0">1.<span class="ff11"> <span class="_ _1a"> </span></span>disponibilização de infraestrutura física e lógica; </div><div class="t m0 x3d h30 y1b9 ff5 fs0 fc0 sc0 ls0 ws0">2.<span class="ff11"> <span class="_ _1a"> </span></span>disponibilização de recursos humanos especializados; ou </div><div class="t m0 x3d h30 y1ba ff5 fs0 fc0 sc0 ls0 ws0">3.<span class="ff11"> <span class="_ _1a"> </span></span>disponibilização <span class="_ _22"> </span>de <span class="_ _22"> </span>infraestrutura <span class="_ _22"> </span>física <span class="_ _22"> </span>e <span class="_ _33"> </span>lógi<span class="_ _8"></span>ca <span class="_ _22"> </span>de <span class="_ _22"> </span>recursos <span class="_ _22"> </span>humanos </div><div class="t m0 x3e h7 y1bb ff5 fs0 fc0 sc0 ls0 ws0">especializados. </div><div class="t m0 x0 h30 y1bc ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.1.2<span class="ff11"> <span class="_ _39"> </span></span>a <span class="_ _2c"></span>solicitação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>deve <span class="_ _2c"></span>estar <span class="_ _2c"></span>separada <span class="_ _2c"></span>por <span class="_ _2c"></span>propósito <span class="_ _2c"></span>de <span class="_ _2c"></span>uso <span class="_ _2c"></span>de <span class="_ _2c"></span>chave, </div><div class="t m0 x0 h7 y1bd ff5 fs0 fc0 sc0 ls0 ws0">quais sejam: </div><div class="t m0 x39 h30 y15b ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">autenticação de servidor (SSL/TLS); </span></span></div><div class="t m0 x3a h30 y1be ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">assinatura de documentos e proteção de e-mail (S/MIME); </span></span></div><div class="t m0 x3b h30 y1bf ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">assinatura de código (Code Signing); e </span></span></div><div class="t m0 x3b h30 y1c0 ff5 fs0 fc0 sc0 ls0 ws0">iv.<span class="ff11"> <span class="_ _3e"> </span></span>assinatura de carimbo do tempo (TimeStamping). </div><div class="t m0 x0 h30 y1c1 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.1.3<span class="ff11"> <span class="_ _39"> </span></span>Os <span class="_ _5"></span>órgãos <span class="_ _5"></span>e <span class="_ _7"></span>entidades <span class="_ _5"></span>da <span class="_ _7"></span>Administração <span class="_ _5"></span>Direta <span class="_ _5"></span>da <span class="_ _7"></span>União, <span class="_ _5"></span>dos <span class="_ _5"></span>Estados, <span class="_ _5"></span>do <span class="_ _7"></span>Dist<span class="_ _8"></span>rito </div><div class="t m0 x0 h7 y1c2 ff5 fs0 fc0 sc0 ls0 ws0">Federal <span class="_ _7"></span>e <span class="_ _5"></span>dos <span class="_ _7"></span>Municípios, <span class="_ _7"></span>bem <span class="_ _5"></span>como <span class="_ _7"></span>suas <span class="_ _5"></span>autarquias <span class="_ _7"></span>e <span class="_ _7"></span>fundações <span class="_ _5"></span>públicas, <span class="_ _7"></span>estão <span class="_ _7"></span>dispensados <span class="_ _5"></span>do </div><div class="t m0 x0 h7 y1c3 ff5 fs0 fc0 sc0 ls0 ws0">pagamento da tarifa prevista no item 2.2.2.1.1. </div><div class="t m0 x0 h30 y1c4 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.1.4<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _2c"></span>soli<span class="_ _8"></span>citação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>será <span class="_ _7"></span>protocolada <span class="_ _2c"></span>perante <span class="_ _2c"></span>o <span class="_ _2c"></span>Protocolo <span class="_ _2c"></span>Geral<span class="_ _8"></span> <span class="_ _2c"></span>da <span class="_ _2c"></span>AC </div><div class="t m0 x0 h7 y1c5 ff5 fs0 fc0 sc0 ls0 ws0">Raiz. </div><div class="t m0 x0 h30 y1c6 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.1.5<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _33"> </span>a <span class="_ _36"> </span>solicitação <span class="_ _33"> </span>de <span class="_ _36"> </span>credenciamento <span class="_ _33"> </span>n<span class="_ _0"></span>ão <span class="_ _3f"> </span>contenha <span class="_ _3f"> </span>todos <span class="_ _3f"> </span>os <span class="_ _3f"> </span>documentos </div><div class="t m0 x0 h7 y1c7 ff5 fs0 fc0 sc0 ls0 ws0">relacionados <span class="_ _4"></span>nos <span class="_ _4"></span>anexos <span class="_ _1b"></span>I, <span class="_ _4"></span>II <span class="_ _4"></span>ou <span class="_ _1b"></span>III, <span class="_ _4"></span>quando <span class="_ _4"></span>for <span class="_ _1b"></span>o <span class="_ _4"></span>caso, <span class="_ _4"></span>a <span class="_ _1b"></span>AC <span class="_ _5"></span>Raiz <span class="_ _1b"> </span>determinará <span class="_ _4"></span>a <span class="_ _4"></span>intimação <span class="_ _1b"></span>da </div><div class="t m0 x0 h7 y1c8 ff5 fs0 fc0 sc0 ls0 ws0">candidata  p<span class="_ _0"></span>ara  que, <span class="_ _1c"> </span>sob  pena <span class="_ _1c"> </span>de  arquivamento <span class="_ _1c"> </span>do  processo, <span class="_ _1c"> </span>supra  as <span class="_ _1c"> </span>irregularidades  no <span class="_ _1c"> </span>prazo </div><div class="t m0 x0 h7 y1c9 ff5 fs0 fc0 sc0 ls0 ws0">máximo <span class="_ _b"> </span>de <span class="_ _21"> </span>30 <span class="_ _b"> </span>(trinta) <span class="_ _b"> </span>dias<span class="_ _8"></span>, <span class="_ _b"> </span>a <span class="_ _b"> </span>contar <span class="_ _21"> </span>do <span class="_ _b"> </span>recebimento <span class="_ _21"> </span>de <span class="_ _b"> </span>ofício <span class="_ _b"> </span>enviado <span class="_ _21"> </span>pela <span class="_ _b"> </span>AC <span class="_ _b"> </span>Raiz <span class="_ _21"> </span>com </div><div class="t m0 x0 h7 y1ca ff5 fs0 fc0 sc0 ls0 ws0">comprovação de recebimento pelo destinatário. </div><div class="t m0 x0 h30 y1cb ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Auditoria Pré-operacional </span></span></div><div class="t m0 x0 h30 y1cc ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.2.1<span class="ff11"> <span class="_ _39"> </span></span>Ao <span class="_ _5"></span>protocolar <span class="_ _4"></span>a <span class="_ _5"></span>solicitação <span class="_ _5"></span>de <span class="_ _4"></span>credenciamento, <span class="_ _5"></span>o <span class="_ _5"></span>candidato <span class="_ _5"></span>a <span class="_ _4"></span>AC <span class="_ _5"></span>deverá <span class="_ _5"></span>estar <span class="_ _4"></span>em </div><div class="t m0 x0 h7 y1cd ff5 fs0 fc0 sc0 ls0 ws0">conformidade <span class="_ _a"></span>com <span class="_ _a"></span>todos <span class="_ _a"></span>os <span class="_ _2c"></span>requisitos <span class="_ _8"></span>exigidos <span class="_ _2c"></span>pelas <span class="_ _8"></span>resoluções <span class="_ _a"></span>do <span class="_ _a"></span>CG <span class="_ _2c"></span>da <span class="_ _8"></span>ICP<span class="_ _8"></span>-Brasil <span class="_ _a"></span>relacionados </div><div class="t m0 x0 h7 y1ce ff5 fs0 fc0 sc0 ls0 ws0">à <span class="_ _21"> </span>ati<span class="_ _8"></span>vidade <span class="_ _21"> </span>de <span class="_ _30"> </span>autoridade <span class="_ _21"> </span>cer<span class="_ _8"></span>tificadora <span class="_ _21"> </span>e <span class="_ _30"> </span>pronto <span class="_ _30"> </span>para <span class="_ _21"> </span>ser <span class="_ _30"> </span>auditado, <span class="_ _21"> </span>conforme <span class="_ _30"> </span>os <span class="_ _21"> </span>cri<span class="_ _8"></span>térios <span class="_ _21"> </span>e<span class="_ _8"></span> </div><div class="t m0 x0 h7 y1cf ff5 fs0 fc0 sc0 ls0 ws0">procedimentos para <span class="_ _8"></span>a realização <span class="_ _8"></span>de auditoria <span class="_ _8"></span>nas entidades <span class="_ _8"></span>da ICP<span class="_ _8"></span>-Brasil <span class="_ _8"></span>dispostos no <span class="_ _8"></span>DOC-ICP-<span class="ls12">08 </span></div><div class="t m0 x0 h7 y1d0 ff5 fs0 fc0 sc0 ls0 ws0">[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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">16</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.2.2<span class="ff11"> <span class="_ _39"> </span></span>Durante <span class="_ _a"></span>as <span class="_ _a"></span>diligências <span class="_ _a"></span>de <span class="_ _a"></span>auditoria <span class="_ _a"></span>a <span class="_ _8"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>poderá <span class="_ _a"></span>exigir <span class="_ _a"></span>documentação <span class="_ _a"></span>adicional </div><div class="t m0 x0 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">contendo  especificações  sobre  equipamentos,  produtos <span class="_ _9"> </span>de  hardware  e  software,  proc<span class="_ _8"></span>edimentos </div><div class="t m0 x0 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">técnicos e operacionais adotados pela candidata. </div><div class="t m0 x0 h30 y1d2 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.2.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _5"></span>o <span class="_ _5"></span>relatório <span class="_ _7"></span>de <span class="_ _5"></span>auditoria <span class="_ _7"></span>aponte <span class="_ _5"></span>o <span class="_ _7"></span>não-cumprimento <span class="_ _5"></span>de <span class="_ _5"></span>quaisquer <span class="_ _7"></span>dos <span class="_ _5"></span>critérios </div><div class="t m0 x0 h7 y1d3 ff5 fs0 fc0 sc0 ls0 ws0">para <span class="_ _8"></span>credenciamento <span class="_ _8"></span>exigidos <span class="_ _8"></span>pelo <span class="_ _8"></span>item <span class="_ _8"></span>2.1, <span class="_ _8"></span>a <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz <span class="_ _8"></span>intimará <span class="_ _8"></span>a <span class="_ _8"></span>candidata <span class="_ _8"></span>para <span class="_ _8"></span>que <span class="_ _8"></span>os <span class="_ _8"></span>cumpra <span class="_ _8"></span>no </div><div class="t m0 x0 h7 y1d4 ff5 fs0 fc0 sc0 ls0 ws0">prazo <span class="_ _4"></span>que <span class="_ _4"></span>fixar, <span class="_ _4"></span>a <span class="_ _4"></span>contar <span class="_ _4"></span>do <span class="_ _4"></span>recebimento <span class="_ _4"></span>de <span class="_ _4"></span>ofício <span class="_ _4"></span>enviado <span class="_ _4"></span>pela <span class="_ _4"></span>AC <span class="_ _5"></span>R<span class="_ _8"></span>aiz <span class="_ _4"></span>com <span class="_ _4"></span>comprovação <span class="_ _4"></span>de </div><div class="t m0 x0 h7 y1d5 ff5 fs0 fc0 sc0 ls0 ws0">recebimento pelo destinatário. </div><div class="t m0 x0 h30 y1d6 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.2.4<span class="ff11"> <span class="_ _39"> </span></span>Após <span class="_ _1b"> </span>a <span class="_ _1b"> </span>comunicação <span class="_ _1b"></span>da <span class="_ _4"></span>candi<span class="_ _8"></span>data <span class="_ _4"></span>de <span class="_ _1b"> </span>que <span class="_ _1b"> </span>atendeu <span class="_ _1b"> </span>os <span class="_ _1b"> </span>critérios <span class="_ _1b"></span>de <span class="_ _4"></span>credenciamento </div><div class="t m0 x0 h7 y1d7 ff5 fs0 fc0 sc0 ls0 ws0">apontados <span class="_ _8"></span>como <span class="_ _8"></span>não <span class="_ _a"></span>cumpridos <span class="_ _8"></span>no <span class="_ _8"></span>rel<span class="_ _8"></span>atório <span class="_ _8"></span>de <span class="_ _8"></span>auditoria, <span class="_ _a"></span>a <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz <span class="_ _8"></span>intimará <span class="_ _a"></span>a <span class="_ _8"></span>candidata, <span class="_ _a"></span>por <span class="_ _8"></span>meio </div><div class="t m0 x0 h7 y1d8 ff5 fs0 fc0 sc0 ls0 ws0">de ofício <span class="_ _8"></span>enviado com <span class="_ _8"></span>comprovação de recebimento <span class="_ _8"></span>pelo destina<span class="_ _8"></span>tário, determinando <span class="_ _8"></span>a realização <span class="_ _8"></span>de </div><div class="t m0 x0 h7 y1d9 ff5 fs0 fc0 sc0 ls0 ws0">auditoria complementar, de modo a verificar as medidas adotadas. </div><div class="t m0 x0 h30 y1da ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.2.5<span class="ff11"> <span class="_ _39"> </span></span>Apresentado o relatório final de auditoria, a aut<span class="_ _8"></span>oridade competente decidirá, no prazo </div><div class="t m0 x0 h7 y1db ff5 fs0 fc0 sc0 ls0 ws0">de 30 (trinta) dias, acerca do pedido de credenciamento formulado pela solicitante. </div><div class="t m0 x0 h30 y1dc ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.2.6<span class="ff11"> <span class="_ _39"> </span></span>Sobre <span class="_ _5"></span>a <span class="_ _4"></span>decisão <span class="_ _5"></span>de <span class="_ _5"></span>indeferimento <span class="_ _5"></span>de <span class="_ _5"></span>solicitação <span class="_ _5"></span>de <span class="_ _4"></span>credenciamento <span class="_ _5"></span>caberá <span class="_ _5"></span>recurso </div><div class="t m0 x0 h7 y1dd ff5 fs0 fc0 sc0 ls0 ws0">administrativo <span class="_ _2c"></span>da <span class="_ _2c"></span>candidata <span class="_ _2c"></span>à <span class="_ _a"></span>autoridade <span class="_ _2c"></span>competente, <span class="_ _2c"></span>observado <span class="_ _2c"></span>o <span class="_ _2c"></span>disposto <span class="_ _a"></span>na <span class="_ _2c"></span>Lei <span class="_ _2c"></span>nº <span class="_ _2c"></span>9.784, <span class="_ _2c"></span>de <span class="_ _a"></span>29<span class="_ _8"></span> </div><div class="t m0 x0 h7 y1de ff5 fs0 fc0 sc0 ls0 ws0">de janeiro de 1999. </div><div class="t m0 x0 h30 y1df ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Ato de credenciamento </span></span></div><div class="t m0 x0 h30 y1e0 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3.1<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _8"></span>credenci<span class="_ _8"></span>amento <span class="_ _8"></span>limita-<span class="ffe">se <span class="_ _a"></span>às <span class="_ _8"></span>PCs <span class="_ _8"></span>indicadas <span class="_ _a"></span>no <span class="_ _8"></span>formulário <span class="_ _8"></span>referido <span class="_ _a"></span>na <span class="_ _8"></span>alínea <span class="_ _8"></span>“a” <span class="_ _a"></span>do </span></div><div class="t m0 x0 h7 y1e1 ff5 fs0 fc0 sc0 ls0 ws0">item 2.2.2.1.1 e poderá não contemplar todas as PCs solicitadas. </div><div class="t m0 x0 h30 y1e2 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3.2<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _24"> </span>deferimento <span class="_ _24"> </span>total <span class="_ _24"> </span>ou <span class="_ _24"> </span>parcial, <span class="_ _24"> </span>ou <span class="_ _24"> </span>o <span class="_ _24"> </span>indeferimento <span class="_ _24"> </span>do <span class="_ _2a"> </span>cre<span class="_ _8"></span>denciamento, <span class="_ _24"> </span>será </div><div class="t m0 x0 h7 y1e3 ff5 fs0 fc0 sc0 ls0 ws0">fundamentado <span class="_ _8"></span>e <span class="_ _a"></span>comunicado <span class="_ _8"></span>ao <span class="_ _a"></span>candidato <span class="_ _8"></span>a <span class="_ _a"></span>AC. <span class="_ _8"></span>É <span class="_ _a"></span>considerado <span class="_ _a"></span>deferimento <span class="_ _a"></span>parcial <span class="_ _8"></span>aquele <span class="_ _a"></span>que <span class="_ _8"></span>não </div><div class="t m0 x0 h7 y1e4 ff5 fs0 fc0 sc0 ls0 ws0">contemplar todas as PCs propostas pelo candidato a AC. </div><div class="t m0 x0 h30 y1e5 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3.3<span class="ff11"> <span class="_ _39"> </span></span>Após a notificação do deferimento, o requisitante deverá: </div><div class="t m0 x36 h30 y1e6 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">apresentar <span class="_ _2c"></span>à <span class="_ _a"></span>Dire<span class="_ _8"></span>toria <span class="_ _2c"></span>de <span class="_ _2c"></span>Auditoria, <span class="_ _a"></span>Fiscalização <span class="_ _2c"></span>e <span class="_ _2c"></span>Normalização <span class="_ _2c"></span>do <span class="_ _2c"></span>ITI, <span class="_ _2c"></span>no <span class="_ _a"></span>prazo <span class="_ _2c"></span>máximo </span></span></div><div class="t m0 x37 h7 y1e7 ff5 fs0 fc0 sc0 ls0 ws0">de <span class="_ _5"></span>90 <span class="_ _7"></span>(noventa)<span class="_ _8"></span> <span class="_ _5"></span>dias <span class="_ _7"></span>após <span class="_ _5"></span>a <span class="_ _5"></span>notificação <span class="_ _5"></span>do <span class="_ _5"></span>deferimento, <span class="_ _7"></span>apólice <span class="_ _5"></span>de <span class="_ _5"></span>contrato <span class="_ _5"></span>de <span class="_ _7"></span>seguro <span class="_ _5"></span>de </div><div class="t m0 x37 h7 y1e8 ff5 fs0 fc0 sc0 ls0 ws0">cobertura <span class="_ _1b"> </span>de <span class="_ _1b"> </span>responsabilidade <span class="_ _1b"> </span>civil <span class="_ _1b"> </span>decorrente <span class="_ _1b"> </span>das <span class="_ _1b"> </span>atividades <span class="_ _1b"> </span>de <span class="_ _1b"> </span>certificação <span class="_ _1b"> </span>digital <span class="_ _1b"> </span>e <span class="_ _1b"> </span>de </div><div class="t m0 x37 h7 y1e9 ff5 fs0 fc0 sc0 ls0 ws0">registro, com <span class="_ _8"></span>cobertura <span class="_ _8"></span>suficiente e <span class="_ _8"></span>compatível <span class="_ _8"></span>com o <span class="_ _8"></span>risco <span class="_ _8"></span>dessas <span class="_ _8"></span>atividades, válido <span class="_ _8"></span>po<span class="_ _8"></span>r, <span class="_ _8"></span>no </div><div class="t m0 x37 h7 y1ea ff5 fs0 fc0 sc0 ls0 ws0">mínimo, 1 (um) ano; </div><div class="t m0 x36 h30 y1eb ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>emitir <span class="_ _5"></span>o <span class="_ _7"></span>certificado <span class="_ _5"></span>da <span class="_ _7"></span>AC <span class="_ _7"></span>credenciada <span class="_ _5"></span>e <span class="_ _7"></span>de <span class="_ _5"></span>sua <span class="_ _7"></span>LCR, <span class="_ _7"></span>os <span class="_ _5"></span>quais <span class="_ _7"></span>devem <span class="_ _5"></span>ser <span class="_ _7"></span>apresentados <span class="_ _7"></span>à </div><div class="t m0 x37 h7 y1ec ff5 fs0 fc0 sc0 ls0 ws0">Diretoria <span class="_ _b"> </span>de <span class="_ _b"> </span>Auditoria, <span class="_ _b"> </span>Fiscalização <span class="_ _b"> </span>e <span class="_ _b"> </span>Normalização <span class="_ _b"> </span>do <span class="_ _b"> </span>ITI, <span class="_ _b"> </span>no <span class="_ _b"> </span>prazo <span class="_ _b"> </span>máximo <span class="_ _b"> </span>de <span class="_ _b"> </span>90 </div><div class="t m0 x37 h7 y1ed ff5 fs0 fc0 sc0 ls0 ws0">(noventa) <span class="_ _2c"></span>dias <span class="_ _a"></span>após <span class="_ _2c"></span>a <span class="_ _2c"></span>notificação <span class="_ _2c"></span>do <span class="_ _2c"></span>deferimento,<span class="_ _0"></span> <span class="_ _2c"></span>para <span class="_ _2c"></span>análise <span class="_ _2c"></span>de <span class="_ _a"></span>conformidade <span class="_ _2c"></span>e <span class="_ _2c"></span>posterior </div><div class="t m0 x37 h7 y1ee ff5 fs0 fc0 sc0 ls0 ws0">publicação no site do ITI. </div><div class="t m0 x0 h30 y1ef ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3.4<span class="ff11"> <span class="_ _39"> </span></span>Os <span class="_ _24"> </span>órgãos <span class="_ _2a"> </span>e <span class="_ _24"> </span>entidades <span class="_ _2a"> </span>da <span class="_ _24"> </span>Administração <span class="_ _24"> </span>Direta <span class="_ _2a"> </span>da <span class="_ _24"> </span>União, <span class="_ _2a"> </span>dos <span class="_ _24"> </span>Estados, <span class="_ _2a"> </span>dos </div><div class="t m0 x0 h7 y1f0 ff5 fs0 fc0 sc0 ls0 ws0">Municípios e do <span class="_ _8"></span>Distrito Federal, bem <span class="_ _8"></span>como suas autarquias e <span class="_ _8"></span>fundações públicas estão <span class="_ _8"></span>dispensados </div><div class="t m0 x0 h7 y1f1 ff5 fs0 fc0 sc0 ls0 ws0">da apresentação da apólice prevista no item anterior. </div><div class="t m0 x0 h30 y1f2 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3.5<span class="ff11"> <span class="_ _39"> </span></span>Uma <span class="_ _2c"></span>vez <span class="_ _2c"></span>comprovado <span class="_ _a"></span>o <span class="_ _2c"></span>atendimento <span class="_ _a"></span>das <span class="_ _2c"></span>providências <span class="_ _2c"></span>d<span class="_ _0"></span>escritas <span class="_ _2c"></span>no <span class="_ _a"></span>item <span class="_ _2c"></span>2.2.2.3.3, <span class="_ _a"></span>o </div><div class="t m0 x0 h7 y1f3 ff5 fs0 fc0 sc0 ls0 ws0">ato <span class="_ _1a"> </span>de <span class="_ _1a"> </span>credenciamento <span class="_ _2d"> </span>será <span class="_ _1a"> </span>publicado <span class="_ _1a"> </span>no <span class="_ _2d"> </span>Diário <span class="_ _1a"> </span>Oficial <span class="_ _1a"> </span>da <span class="_ _2d"> </span>União, <span class="_ _1a"> </span>momento <span class="_ _1a"> </span>em <span class="_ _2d"> </span>que <span class="_ _1a"> </span>o </div><div class="t m0 x0 h7 y1f4 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento restará consumado. </div><div class="t m0 x0 h30 y1f5 ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3.6<span class="ff11"> <span class="_ _39"> </span></span>Os <span class="_ _5"></span>prazos <span class="_ _7"></span>a <span class="_ _5"></span>que <span class="_ _7"></span>se <span class="_ _5"></span>referem <span class="_ _5"></span>o <span class="_ _7"></span>item <span class="_ _7"></span>2.2.2.3.3 <span class="_ _5"></span>poderão <span class="_ _7"></span>ser <span class="_ _5"></span>prorrogados, <span class="_ _7"></span>a <span class="_ _5"></span>critério <span class="_ _5"></span>da </div><div class="t m0 x0 h7 y1f6 ff5 fs0 fc0 sc0 ls0 ws0">autoridade <span class="_ _2c"></span>competente <span class="_ _2c"></span>para <span class="_ _2c"></span>o <span class="_ _a"></span>credenciamento, <span class="_ _2c"></span>mediante <span class="_ _2c"></span>pedido <span class="_ _2c"></span>do <span class="_ _2c"></span>candidato <span class="_ _a"></span>a <span class="_ _2c"></span>AC, <span class="_ _2c"></span>o <span class="_ _2c"></span>qual <span class="_ _2c"></span>deverá </div><div class="t m0 x0 h7 y1f7 ff5 fs0 fc0 sc0 ls0 ws0">expor as razões e justificativas para o não cumprimento dos prazos assinalados. </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="pf13" class="pf w0 h0" data-page-no="13"><div class="pc pc13 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">17</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">2.2.2.3.7<span class="ff11"> <span class="_ _39"> </span></span>Decorrido <span class="_ _a"></span>os <span class="_ _8"></span>prazos <span class="_ _a"></span>descritos <span class="_ _8"></span>no <span class="_ _a"></span>item <span class="_ _8"></span>2.2.2.3.3, <span class="_ _a"></span>sem <span class="_ _8"></span>que <span class="_ _a"></span>tenha <span class="_ _8"></span>havido <span class="_ _a"></span>a <span class="_ _8"></span>prorrogação </div><div class="t m0 x0 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">na  forma  do <span class="_ _18"> </span>item  anterior,  ou  findo <span class="_ _1c"> </span>est<span class="_ _8"></span>e,  o  processo  s<span class="_ _0"></span>erá  arquivado,  e  o <span class="_ _18"> </span>eventual  pedido  de </div><div class="t m0 x0 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento da mesma entidade deverá ser tratado como um novo pedido de credenciamento. </div><div class="t m0 x0 h31 y14f ff6 fs0 fc0 sc0 ls0 ws0">2.2.3<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para credenciamento de AR </div><div class="t m0 x0 h30 y1f8 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Solicitação </span></span></div><div class="t m0 x0 h30 y190 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.1.1<span class="ff11"> <span class="_ _39"> </span></span>As <span class="_ _1c"> </span>solicitações <span class="_ _18"> </span>dos <span class="_ _1c"> </span>candidatos <span class="_ _1c"> </span>ao <span class="_ _1c"> </span>credenciamento <span class="_ _1c"> </span>como <span class="_ _1c"> </span>AR <span class="_ _1c"> </span>na <span class="_ _1c"> </span>ICP<span class="_ _8"></span>-Brasil <span class="_ _1c"> </span>serão </div><div class="t m0 x0 h7 y191 ff5 fs0 fc0 sc0 ls0 ws0">encaminhadas <span class="_ _8"></span>à <span class="_ _a"></span>AC <span class="_ _8"></span>ou <span class="_ _8"></span>candi<span class="_ _8"></span>dato <span class="_ _8"></span>a <span class="_ _8"></span>AC <span class="_ _a"></span>a <span class="_ _8"></span>que <span class="_ _a"></span>o <span class="_ _8"></span>candidato <span class="_ _a"></span>a <span class="_ _8"></span>AR <span class="_ _a"></span>esteja <span class="_ _8"></span>operacionalmente <span class="_ _a"></span>vinculado, </div><div class="t m0 x0 h7 y192 ff5 fs0 fc0 sc0 ls0 ws0">por <span class="_ _5"></span>intermédio <span class="_ _4"></span>de <span class="_ _5"></span>formulário <span class="_ _4"></span>SOLICITAÇÃO <span class="_ _5"></span>DE <span class="_ _4"></span>CREDENCIAMENTO <span class="_ _5"></span>DE <span class="_ _4"></span>AR <span class="_ _4"></span>[2]. <span class="_ _5"></span>A <span class="_ _4"></span>AC <span class="_ _5"></span>ou </div><div class="t m0 x0 h7 y193 ff5 fs0 fc0 sc0 ls0 ws0">candidato <span class="_ _21"> </span>a <span class="_ _b"> </span>AC <span class="_ _21"> </span>que <span class="_ _21"> </span>receber <span class="_ _21"> </span>a <span class="_ _21"> </span>solicitação <span class="_ _b"> </span>deverá <span class="_ _21"> </span>encaminhar <span class="_ _21"> </span>para <span class="_ _21"> </span>a <span class="_ _b"> </span>AC <span class="_ _21"> </span>Raiz <span class="_ _21"> </span>os <span class="_ _21"> </span>seguintes </div><div class="t m0 x0 h7 y194 ff5 fs0 fc0 sc0 ls0 ws0">documentos: </div><div class="t m0 x36 h30 y195 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">o <span class="_ _2d"> </span>formulário <span class="_ _2d"> </span>SOLICITAÇÃO <span class="_ _38"> </span>DE <span class="_ _2d"> </span>CREDENCIAMENTO <span class="_ _2d"> </span>DE <span class="_ _38"> </span>AR <span class="_ _2d"> </span>[2]<span class="_ _8"></span>, <span class="_ _2d"> </span>devidamente </span></span></div><div class="t m0 x37 h7 y196 ff5 fs0 fc0 sc0 ls0 ws0">preenchido  e  assi<span class="_ _8"></span>nado  pelos  rep<span class="_ _8"></span>resentantes  legais  do <span class="_ _9"> </span>candidat<span class="_ _8"></span>o  a <span class="_ _9"> </span>AR  e <span class="_ _9"> </span>da  AC <span class="_ _9"> </span>ou <span class="_ _9"> </span>do </div><div class="t m0 x37 h7 y1f9 ff5 fs0 fc0 sc0 ls0 ws0">candidato a AC a que esteja operacionalmente vinculado; </div><div class="t m0 x36 h30 y1fa ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos <span class="_ _8"></span>relacionados <span class="_ _8"></span>no <span class="_ _8"></span>Anexo <span class="_ _8"></span>I<span class="_ _8"></span>I, <span class="_ _8"></span>exceto <span class="_ _8"></span>na <span class="_ _8"></span>hipótese <span class="_ _8"></span>de <span class="_ _8"></span>o <span class="_ _8"></span>candi<span class="_ _8"></span>dato <span class="_ _8"></span>a <span class="_ _8"></span>AR <span class="_ _8"></span>ser <span class="_ _8"></span>a <span class="_ _8"></span>própria </div><div class="t m0 x37 h7 y1fb ff5 fs0 fc0 sc0 ls1 ws0">AC;<span class="ls0"> </span></div><div class="t m0 x36 h30 y1fc ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">relatório <span class="_ _a"></span>final <span class="_ _2c"></span>de <span class="_ _a"></span>auditoria <span class="_ _2c"></span>pré-operacional <span class="_ _a"></span>da <span class="_ _2c"></span>AR<span class="_ _0"></span>, <span class="_ _2c"></span>realizada <span class="_ _a"></span>observando <span class="_ _a"></span>o <span class="_ _2c"></span>disposto <span class="_ _a"></span>n<span class="_ _8"></span>o <span class="_ _2c"></span>item </span></span></div><div class="t m0 x37 h7 y1fd ff5 fs0 fc0 sc0 ls0 ws0">sobre <span class="_ _1b"> </span>fiscalização <span class="_ _1c"> </span>e <span class="_ _1c"> </span>auditoria <span class="_ _1c"> </span>de <span class="_ _1b"> </span>conformidade <span class="_ _1c"> </span>do <span class="_ _1c"> </span>documento <span class="_ _1b"> </span>REQUISITOS <span class="_ _1c"> </span>MÍNIMOS </div><div class="t m0 x37 h7 y1fe ff5 fs0 fc0 sc0 ls0 ws0">PARA AS DECLARAÇÕES DE PRÁTICAS DE CERTIF<span class="_ _8"></span>ICAÇÃO DAS AUTORIDADES </div><div class="t m0 x37 h7 y1ff ff5 fs0 fc0 sc0 ls0 ws0">CERTIFICADORAS <span class="_ _a"></span>DA <span class="_ _2c"></span>ICP-BRASIL <span class="_ _a"></span>[10]; <span class="_ _2c"></span>ou <span class="_ _a"></span>declaração <span class="_ _2c"></span>de <span class="_ _a"></span>que <span class="_ _2c"></span>o <span class="_ _a"></span>referido <span class="_ _2c"></span>rela<span class="_ _0"></span>tório <span class="_ _2c"></span>s<span class="_ _0"></span>erá </div><div class="t m0 x37 h7 y200 ff5 fs0 fc0 sc0 ls0 ws0">encaminhado <span class="_ _7"></span>pela <span class="_ _7"></span>cadeia <span class="_ _5"></span>de <span class="_ _7"></span>AC <span class="_ _7"></span>pa<span class="_ _8"></span>ra <span class="_ _7"></span>o <span class="_ _7"></span>ender<span class="_ _8"></span>eço <span class="_ _7"></span>eletrônico <span class="_ _7"></span>auditoria@iti.gov.br, <span class="_ _7"></span>assinada </div><div class="t m0 x37 h7 y201 ff5 fs0 fc0 sc0 ls0 ws0">digitalmente pelos responsáveis legais da AC. </div><div class="t m0 x0 h30 y202 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.1.2<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _2c"></span>soli<span class="_ _8"></span>citação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>será <span class="_ _7"></span>protocolada <span class="_ _2c"></span>perante <span class="_ _2c"></span>o <span class="_ _2c"></span>Protocolo <span class="_ _2c"></span>Geral<span class="_ _8"></span> <span class="_ _2c"></span>da <span class="_ _2c"></span>AC </div><div class="t m0 x0 h7 y203 ff5 fs0 fc0 sc0 ls0 ws0">Raiz. </div><div class="t m0 x0 h30 y1a2 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.1.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _3f"> </span>a <span class="_ _3f"> </span>solicitação <span class="_ _3f"> </span>de <span class="_ _3f"> </span>credenciamento <span class="_ _3f"> </span>não <span class="_ _3f"> </span>contenha <span class="_ _3f"> </span>todos <span class="_ _3f"> </span>os <span class="_ _33"> </span>documentos </div><div class="t m0 x0 h7 y204 ff5 fs0 fc0 sc0 ls0 ws0">relacionados <span class="_ _a"></span>no <span class="_ _a"></span>anexo <span class="_ _2c"></span>II, <span class="_ _8"></span>quando <span class="_ _a"></span>for <span class="_ _2c"></span>o <span class="_ _8"></span>caso, <span class="_ _2c"></span>a <span class="_ _8"></span>AC <span class="_ _a"></span>Raiz <span class="_ _2c"></span>determinará <span class="_ _8"></span>a <span class="_ _2c"></span>intimação <span class="_ _8"></span>da <span class="_ _a"></span>candidata <span class="_ _2c"></span>para </div><div class="t m0 x0 h7 y205 ff5 fs0 fc0 sc0 ls0 ws0">que, sob pena de arquivamento do processo, supra as irregularidades no prazo máximo de 30 (trinta) </div><div class="t m0 x0 h7 y206 ff5 fs0 fc0 sc0 ls0 ws0">dias, <span class="_ _7"></span>a <span class="_ _7"></span>contar <span class="_ _5"></span>do <span class="_ _7"></span>recebimento <span class="_ _7"></span>de <span class="_ _7"></span>ofício <span class="_ _7"></span>envia<span class="_ _8"></span>do <span class="_ _7"></span>pela <span class="_ _5"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>com <span class="_ _7"></span>comprovação <span class="_ _7"></span>de <span class="_ _5"></span>recebimento </div><div class="t m0 x0 h7 y207 ff5 fs0 fc0 sc0 ls0 ws0">pelo destinatário. </div><div class="t m0 x0 h30 y208 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Auditoria </span></span></div><div class="t m0 x0 h30 y209 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.2.1<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _5"></span>Diretor<span class="_ _8"></span>ia <span class="_ _5"></span>de <span class="_ _5"></span>Auditoria, <span class="_ _5"></span>Fiscalização <span class="_ _4"></span>e <span class="_ _5"></span>Normalização <span class="_ _5"></span>examinará <span class="_ _4"></span>a <span class="_ _5"></span>documentação </div><div class="t m0 x0 h7 y20a ff5 fs0 fc0 sc0 ls0 ws0">apresentada e poderá, caso julgue necessário, no prazo máximo de 30 (trinta) dias: </div><div class="t m0 x36 h30 y20b ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">solicitar <span class="_ _2c"></span>vista <span class="_ _2c"></span>do <span class="_ _2c"></span>material <span class="_ _2c"></span>utilizado <span class="_ _2c"></span>na <span class="_ _7"></span>auditoria <span class="_ _2c"></span>(documentos, <span class="_ _2c"></span>registros <span class="_ _2c"></span>históricos <span class="_ _2c"></span>e <span class="_ _2c"></span>dema<span class="_ _8"></span>is </span></span></div><div class="t m0 x37 h7 y20c ff5 fs0 fc0 sc0 ls0 ws0">elementos materiais que deram subsídios à elaboração do relatório); </div><div class="t m0 x36 h30 y20d ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>exigir <span class="_ _1c"> </span>documentação <span class="_ _1b"> </span>adicional <span class="_ _1b"> </span>contendo <span class="_ _1b"> </span>especificações <span class="_ _1c"> </span>sobre <span class="_ _1b"> </span>equipamentos, <span class="_ _1b"> </span>produtos <span class="_ _1c"> </span>de </div><div class="t m0 x37 h7 y20e ff5 fs0 fc0 sc0 ls0 ws0">hardware e software, procedimentos técnicos e operacionais adotados pela candidata; </div><div class="t m0 x36 h30 y20f ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">realizar <span class="_ _1a"> </span>auditoria <span class="_ _2d"> </span>pré-operacional <span class="_ _1a"> </span>por <span class="_ _2d"> </span>seu <span class="_ _1a"> </span>quadr<span class="_ _8"></span>o <span class="_ _1a"> </span>próprio, <span class="_ _2d"> </span>elaborando <span class="_ _2d"> </span>relatório <span class="_ _1a"> </span>que </span></span></div><div class="t m0 x37 h7 y210 ff5 fs0 fc0 sc0 ls0 ws0">prevalecerá sobre o apresentado pela candidata; ou </div><div class="t m0 x36 h30 y211 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>indeferir <span class="_ _a"></span>o <span class="_ _a"></span>pedido, <span class="_ _8"></span>caso <span class="_ _a"></span>não <span class="_ _a"></span>seja <span class="_ _a"></span>apresentado <span class="_ _8"></span>o <span class="_ _a"></span>relatório <span class="_ _8"></span>fi<span class="_ _8"></span>nal <span class="_ _8"></span>de <span class="_ _a"></span>auditoria <span class="_ _a"></span>na <span class="_ _a"></span>forma <span class="_ _8"></span>descr<span class="_ _8"></span>ita </div><div class="t m0 x37 h7 y212 ff5 fs0 fc0 sc0 ls0 ws0">no item 2.2.3.1.1. </div></div></div><div class="pi" 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<div id="pf14" class="pf w0 h0" data-page-no="14"><div class="pc pc14 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">18</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.2.2<span class="ff11"> <span class="_ _39"> </span></span>Com <span class="_ _5"></span>base <span class="_ _5"></span>no(s) <span class="_ _5"></span>relatório(s) <span class="_ _5"></span>finais <span class="_ _5"></span>de <span class="_ _5"></span>auditoria, <span class="_ _7"></span>a <span class="_ _5"></span>AC <span class="_ _5"></span>Raiz <span class="_ _5"></span>manifestar<span class="_ _8"></span>-<span class="ls13">se</span>-á <span class="_ _5"></span>sobre <span class="_ _5"></span>o </div><div class="t m0 x0 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">deferimento <span class="_ _5"></span>ou <span class="_ _5"></span>indeferimento <span class="_ _4"></span>da <span class="_ _5"></span>solicitação <span class="_ _5"></span>de <span class="_ _5"></span>credenciamento. <span class="_ _4"></span>Relatório <span class="_ _5"></span>final <span class="_ _5"></span>é <span class="_ _4"></span>aquele <span class="_ _5"></span>emitido </div><div class="t m0 x0 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">quando <span class="_ _8"></span>a <span class="_ _a"></span>auditoria <span class="_ _a"></span>não <span class="_ _8"></span>detecta<span class="_ _8"></span>r <span class="_ _8"></span>não-conformidades <span class="_ _a"></span>ou <span class="_ _a"></span>quando <span class="_ _8"></span>as <span class="_ _a"></span>não-conformidades <span class="_ _a"></span>apontadas <span class="_ _a"></span>em </div><div class="t m0 x0 h7 y117 ff5 fs0 fc0 sc0 ls0 ws0">relatório <span class="_ _2c"></span>preliminar <span class="_ _7"></span>já <span class="_ _2c"></span>estiverem <span class="_ _7"></span>regularizadas <span class="_ _2c"></span>e <span class="_ _7"></span>certificadas <span class="_ _2c"></span>pela <span class="_ _7"></span>empresa <span class="_ _2c"></span>que <span class="_ _7"></span>realizou <span class="_ _2c"></span>o <span class="_ _7"></span>trabalho </div><div class="t m0 x0 h7 y213 ff5 fs0 fc0 sc0 ls0 ws0">de auditoria. </div><div class="t m0 x0 h30 y1d4 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.2.3<span class="ff11"> <span class="_ _39"> </span></span>Sobre <span class="_ _5"></span>a <span class="_ _4"></span>decisão <span class="_ _5"></span>de <span class="_ _5"></span>indeferimento <span class="_ _5"></span>de <span class="_ _5"></span>solicitação <span class="_ _5"></span>de <span class="_ _4"></span>credenciamento <span class="_ _5"></span>caberá <span class="_ _5"></span>recur<span class="_ _8"></span>so </div><div class="t m0 x0 h7 y1d5 ff5 fs0 fc0 sc0 ls0 ws0">administrativo <span class="_ _2c"></span>da <span class="_ _2c"></span>candidata <span class="_ _2c"></span>à <span class="_ _a"></span>autoridade <span class="_ _2c"></span>competente, <span class="_ _2c"></span>observado <span class="_ _2c"></span>o <span class="_ _2c"></span>disposto <span class="_ _a"></span>na <span class="_ _2c"></span>Lei <span class="_ _2c"></span>nº <span class="_ _2c"></span>9.784, <span class="_ _2c"></span>de <span class="_ _a"></span>29<span class="_ _8"></span> </div><div class="t m0 x0 h7 y214 ff5 fs0 fc0 sc0 ls0 ws0">de janeiro de 1999. </div><div class="t m0 x0 h30 y1d7 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Ato de credenciamento </span></span></div><div class="t m0 x0 h30 y215 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.3.1<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _a"></span>credenciamento <span class="_ _a"></span>do <span class="_ _a"></span>candidato <span class="_ _8"></span>a <span class="_ _a"></span>AR <span class="_ _a"></span>está <span class="_ _a"></span>condicionado <span class="_ _a"></span>ao <span class="_ _8"></span>cre<span class="_ _8"></span>denciamento <span class="_ _8"></span>da <span class="_ _a"></span>AC <span class="_ _8"></span>a<span class="_ _8"></span> </div><div class="t m0 x0 h7 y216 ff5 fs0 fc0 sc0 ls0 ws0">que está operacionalmente vinculado. </div><div class="t m0 x0 h30 y217 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.3.2<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _9"> </span>deferimento <span class="_ _9"> </span>ou <span class="_ _9"> </span>o <span class="_ _9"> </span>indeferimento  do <span class="_ _9"> </span>cre<span class="_ _8"></span>denciamento  será <span class="_ _9"> </span>publicado <span class="_ _9"> </span>no <span class="_ _9"> </span>Diário </div><div class="t m0 x0 h7 y218 ff5 fs0 fc0 sc0 ls0 ws0">Oficial da União. </div><div class="t m0 x0 h30 y219 ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.3.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _2c"></span>a <span class="_ _a"></span>AR <span class="_ _2c"></span>já <span class="_ _a"></span>esteja <span class="_ _2c"></span>cred<span class="_ _0"></span>enciada <span class="_ _2c"></span>na <span class="_ _a"></span>ICP-Brasil <span class="_ _2c"></span>e <span class="_ _a"></span>deseje <span class="_ _2c"></span>se<span class="_ _0"></span> <span class="_ _2c"></span>vincular <span class="_ _a"></span>a <span class="_ _2c"></span>qu<span class="_ _0"></span>alquer <span class="_ _2c"></span>ou<span class="_ _0"></span>tra </div><div class="t m0 x0 h7 y21a ff5 fs0 fc0 sc0 ls0 ws0">AC <span class="_ _1c"> </span>também  credenciada, <span class="_ _1b"> </span>deverá  encaminhar <span class="_ _1b"> </span>cor<span class="_ _8"></span>respondência <span class="_ _1c"> </span>ao  Protocolo <span class="_ _1c"> </span>Geral  da <span class="_ _1b"> </span>AC  Raiz, </div><div class="t m0 x0 h7 y21b ff5 fs0 fc0 sc0 ls0 ws0">assinada <span class="_ _2c"></span>digitalmente <span class="_ _7"></span>pelos <span class="_ _2c"></span>res<span class="_ _8"></span>ponsáveis <span class="_ _2c"></span>legais <span class="_ _7"></span>da <span class="_ _2c"></span>AC <span class="_ _7"></span>imediatamente <span class="_ _7"></span>subsequente <span class="_ _2c"></span>à <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>em </div><div class="t m0 x0 h7 y1df ff5 fs0 fc0 sc0 ls0 ws0">cuja cadeia pretenda se vincular, informando o que se segue: </div><div class="t m0 x36 h30 y21c ff12 fs0 fc0 sc0 ls0 ws0">•<span class="ff11"> <span class="_ _28"> </span><span class="ff5">a identificação das Autoridades Certificadoras a qual deseja se vincular; </span></span></div><div class="t m0 x36 h30 y21d ff12 fs0 fc0 sc0 ls0 ws0">•<span class="ff11"> <span class="_ _28"> </span><span class="ff5">a data em que a AR iniciará as operações junto à AC a qual deseja se vincular; e </span></span></div><div class="t m0 x36 h30 y21e ff12 fs0 fc0 sc0 ls0 ws0">•<span class="ff11"> <span class="_ _28"> </span><span class="ff5">qual <span class="_ _5"></span>o <span class="_ _5"></span>instrumento <span class="_ _4"></span>legal, <span class="_ _5"></span>a <span class="_ _5"></span>exemplo <span class="_ _5"></span>de <span class="_ _4"></span>contrato <span class="_ _5"></span>ou <span class="_ _5"></span>convênio, <span class="_ _5"></span>utilizado <span class="_ _5"></span>para <span class="_ _4"></span>descrever <span class="_ _5"></span>as </span></span></div><div class="t m0 x37 h7 y8d ff5 fs0 fc0 sc0 ls0 ws0">responsabilidades desse vínculo entre as entidades envolvidas. </div><div class="t m0 x0 h30 y21f ff5 fs0 fc0 sc0 ls0 ws0">2.2.3.3.4<span class="ff11"> <span class="_ _39"> </span></span>A vinculação da AR à nova cadeia será publicada na página eletrônica da AC Raiz. </div><div class="t m0 x0 h31 y220 ff6 fs0 fc0 sc0 ls0 ws0">2.2.4<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para credenciamento de ACT </div><div class="t m0 x0 h30 y221 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Solicitação </span></span></div><div class="t m0 x0 h30 y222 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.1.1<span class="ff11"> <span class="_ _39"> </span></span>As <span class="_ _4"></span>solicitações <span class="_ _5"></span>dos <span class="_ _4"></span>candidatos <span class="_ _4"></span>ao <span class="_ _4"></span>credenciamento <span class="_ _5"></span>como <span class="_ _4"></span>ACT <span class="_ _5"></span>na <span class="_ _4"></span>ICP<span class="_ _8"></span>-Brasil <span class="_ _4"></span>serão </div><div class="t m0 x0 h7 y223 ff5 fs0 fc0 sc0 ls0 ws0">encaminhadas à AC Raiz mediante a apresentação dos documentos a seguir relacionados: </div><div class="t m0 x36 h30 y224 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">formulário <span class="_ _36"> </span>SOLICITAÇÃO <span class="_ _36"> </span>DE <span class="_ _36"> </span>CREDENCIAMENTO <span class="_ _36"> </span>DE <span class="_ _36"> </span>ACT <span class="_ _36"> </span>[13] <span class="_ _36"> </span>devidamente </span></span></div><div class="t m0 x37 h7 y225 ff5 fs0 fc0 sc0 ls0 ws0">preenchido e assinado pelo representante legal do candidato a ACT; </div><div class="t m0 x36 h30 y226 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos relacionados no Anexo IV; </div><div class="t m0 x36 h30 y227 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comprovante <span class="_ _30"> </span>do <span class="_ _30"> </span>pagamento <span class="_ _2a"> </span>da <span class="_ _30"> </span>tarifa <span class="_ _2a"> </span>estabelecida <span class="_ _30"> </span>nas <span class="_ _30"> </span>DIRETRIZES <span class="_ _30"> </span>DA <span class="_ _2a"> </span>POL<span class="_ _8"></span>ÍTICA </span></span></div><div class="t m0 x37 h7 y228 ff5 fs0 fc0 sc0 ls0 ws0">TARIFÁRIA DA AUTORIDADE CERTIFICADORA RAIZ DA ICP-BRASIL [5]; </div><div class="t m0 x36 h30 y229 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>se for solicitado o credenciamento de PSS: </div><div class="t m0 x39 h30 y22a ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">formulário <span class="_ _1b"> </span>SOLICITAÇÃO <span class="_ _1b"> </span>DE <span class="_ _1b"> </span>CREDENCIAMENTO <span class="_ _1b"> </span>DE <span class="_ _1b"> </span>PSS <span class="_ _1c"> </span>[3], <span class="_ _1b"> </span>devidamente </span></span></div><div class="t m0 x3c h7 y22b ff5 fs0 fc0 sc0 ls0 ws0">preenchido e assinado pelos representantes legais dos candidatos a ACT e a PSS; </div><div class="t m0 x3a h30 y22c ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">documentos relacionados no Anexo III; e </span></span></div><div class="t m0 x3b h30 y22d ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">documento <span class="_ _1"> </span>indicando <span class="_ _1"> </span>as <span class="_ _20"> </span>atividades <span class="_ _20"> </span>específicas <span class="_ _1"> </span>para <span class="_ _20"> </span>as <span class="_ _1"> </span>quais <span class="_ _20"> </span>postula <span class="_ _1"> </span>o </span></span></div><div class="t m0 x3c h7 y22e ff5 fs0 fc0 sc0 ls0 ws0">credenciamento como PSS, selecionando uma dentre as seguintes opções: </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">19</span> </div><div class="t m0 x3c h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">1.<span class="ff11"> <span class="_ _2d"> </span></span>disponibilização de infraestrutura física e lógica; </div><div class="t m0 x3d h30 y14d ff5 fs0 fc0 sc0 ls0 ws0">2.<span class="ff11"> <span class="_ _1a"> </span></span>disponibilização de recursos humanos especializados; ou </div><div class="t m0 x3d h30 y14e ff5 fs0 fc0 sc0 ls0 ws0">3.<span class="ff11"> <span class="_ _1a"> </span></span>disponibilização <span class="_ _2d"> </span>de <span class="_ _2d"> </span>infraestrutura <span class="_ _2d"> </span>física <span class="_ _2d"> </span>e <span class="_ _2d"> </span>lógica <span class="_ _2d"> </span>e <span class="_ _2d"> </span>de <span class="_ _1a"> </span>rec<span class="_ _8"></span>ursos <span class="_ _1a"> </span>humanos<span class="_ _8"></span> </div><div class="t m0 x3e h7 y14f ff5 fs0 fc0 sc0 ls0 ws0">especializados. </div><div class="t m0 x0 h30 y150 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.1.2<span class="ff11"> <span class="_ _39"> </span></span>Os <span class="_ _5"></span>órgãos <span class="_ _5"></span>e <span class="_ _7"></span>entidades <span class="_ _5"></span>da <span class="_ _7"></span>Administração <span class="_ _5"></span>Direta <span class="_ _5"></span>da <span class="_ _7"></span>União, <span class="_ _5"></span>dos <span class="_ _5"></span>Estados, <span class="_ _7"></span>do <span class="_ _5"></span>Distrito </div><div class="t m0 x0 h7 y22f ff5 fs0 fc0 sc0 ls0 ws0">Federal <span class="_ _7"></span>e <span class="_ _5"></span>dos <span class="_ _7"></span>Municípios, <span class="_ _7"></span>bem <span class="_ _5"></span>como <span class="_ _7"></span>suas <span class="_ _5"></span>autarquias <span class="_ _7"></span>e <span class="_ _7"></span>f<span class="_ _8"></span>undações <span class="_ _7"></span>públicas, <span class="_ _5"></span>estão <span class="_ _7"></span>dispensados <span class="_ _7"></span>do </div><div class="t m0 x0 h7 y230 ff5 fs0 fc0 sc0 ls0 ws0">pagamento da tarifa prevista no item anterior. </div><div class="t m0 x0 h30 y1b5 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.1.3<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _2c"></span>soli<span class="_ _8"></span>citação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>será <span class="_ _7"></span>protocolada <span class="_ _2c"></span>perante <span class="_ _2c"></span>o <span class="_ _2c"></span>Protocolo <span class="_ _2c"></span>Geral<span class="_ _8"></span> <span class="_ _2c"></span>da <span class="_ _2c"></span>AC </div><div class="t m0 x0 h7 y231 ff5 fs0 fc0 sc0 ls0 ws0">Raiz. </div><div class="t m0 x0 h30 y232 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.1.4<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _3f"> </span>a <span class="_ _3f"> </span>solicitação <span class="_ _3f"> </span>de <span class="_ _3f"> </span>credenciamento <span class="_ _3f"> </span>não <span class="_ _3f"> </span>contenha <span class="_ _3f"> </span>todos <span class="_ _3f"> </span>os <span class="_ _3f"> </span>documentos </div><div class="t m0 x0 h7 y233 ff5 fs0 fc0 sc0 ls0 ws0">relacionados <span class="_ _1b"> </span>nos <span class="_ _1c"> </span>anexos <span class="_ _1c"> </span>III <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>IV, <span class="_ _1b"> </span>quando <span class="_ _1c"> </span>for <span class="_ _1c"> </span>o <span class="_ _1c"> </span>caso, <span class="_ _1c"> </span>a <span class="_ _1b"> </span>AC <span class="_ _1c"> </span>Raiz <span class="_ _1c"> </span>determinará <span class="_ _1c"> </span>a <span class="_ _1c"> </span>intimação <span class="_ _1c"> </span>da </div><div class="t m0 x0 h7 y234 ff5 fs0 fc0 sc0 ls0 ws0">candidata  p<span class="_ _0"></span>ara  que, <span class="_ _1c"> </span>sob  pena <span class="_ _1c"> </span>de  arquivamento <span class="_ _1c"> </span>do  processo, <span class="_ _1c"> </span>supra  as <span class="_ _1c"> </span>irregularidades  no <span class="_ _1c"> </span>prazo </div><div class="t m0 x0 h7 y235 ff5 fs0 fc0 sc0 ls0 ws0">máximo <span class="_ _36"> </span>de <span class="_ _38"> </span>30 <span class="_ _36"> </span>(trinta) <span class="_ _36"> </span>dias, <span class="_ _36"> </span>prorrogável <span class="_ _36"> </span>po<span class="_ _0"></span>r <span class="_ _36"> </span>decisão <span class="_ _36"> </span>da <span class="_ _38"> </span>autoridade <span class="_ _36"> </span>competente <span class="_ _36"> </span>para <span class="_ _36"> </span>o </div><div class="t m0 x0 h7 y219 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento, <span class="_ _24"> </span>contados <span class="_ _24"> </span>do <span class="_ _24"> </span>recebimento <span class="_ _24"> </span>de <span class="_ _2a"> </span>ofí<span class="_ _8"></span>cio <span class="_ _24"> </span>enviado <span class="_ _24"> </span>pela <span class="_ _24"> </span>AC<span class="_ _0"></span> <span class="_ _24"> </span>Raiz <span class="_ _24"> </span>com <span class="_ _24"> </span>aviso <span class="_ _24"> </span>de </div><div class="t m0 x0 h7 y21a ff5 fs0 fc0 sc0 ls0 ws0">recebimento pelo destinatário. </div><div class="t m0 x0 h30 y236 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Auditoria Pré-operacional </span></span></div><div class="t m0 x0 h30 y237 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.2.1<span class="ff11"> <span class="_ _39"> </span></span>Ao <span class="_ _2c"></span>protocolar <span class="_ _7"></span>a <span class="_ _2c"></span>solicitação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento, <span class="_ _2c"></span>o <span class="_ _2c"></span>candidato <span class="_ _2c"></span>a <span class="_ _2c"></span>ACT <span class="_ _2c"></span>deverá <span class="_ _7"></span>estar <span class="_ _2c"></span>em </div><div class="t m0 x0 h7 y238 ff5 fs0 fc0 sc0 ls0 ws0">conformidade <span class="_ _a"></span>com <span class="_ _a"></span>todos <span class="_ _a"></span>os <span class="_ _2c"></span>requisitos <span class="_ _8"></span>exigidos <span class="_ _2c"></span>pelas <span class="_ _8"></span>resoluções <span class="_ _a"></span>do <span class="_ _a"></span>CG <span class="_ _2c"></span>da <span class="_ _8"></span>ICP<span class="_ _8"></span>-Brasil <span class="_ _a"></span>relacionados </div><div class="t m0 x0 h7 y239 ff5 fs0 fc0 sc0 ls0 ws0">à <span class="_ _8"></span>atividade <span class="_ _8"></span>de <span class="_ _a"></span>autoridade <span class="_ _8"></span>certificadora <span class="_ _a"></span>do <span class="_ _8"></span>tempo <span class="_ _a"></span>e <span class="_ _8"></span>pronto <span class="_ _a"></span>para <span class="_ _8"></span>ser <span class="_ _a"></span>auditado, <span class="_ _8"></span>conforme <span class="_ _a"></span>os <span class="_ _8"></span>critérios <span class="_ _a"></span>e </div><div class="t m0 x0 h7 y1e2 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos para <span class="_ _8"></span>a realização <span class="_ _8"></span>de auditoria <span class="_ _8"></span>nas entidades <span class="_ _8"></span>da ICP<span class="_ _8"></span>-Brasil <span class="_ _8"></span>dispostos no <span class="_ _8"></span><span class="ls1">DOC</span>-ICP-<span class="ls12">08 </span></div><div class="t m0 x0 h7 y1e3 ff5 fs0 fc0 sc0 ls0 ws0">[8]. </div><div class="t m0 x0 h30 y23a ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.2.2<span class="ff11"> <span class="_ _39"> </span></span>Durante <span class="_ _a"></span>as <span class="_ _a"></span>diligências <span class="_ _a"></span>de <span class="_ _a"></span>auditoria <span class="_ _a"></span>a <span class="_ _8"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>poderá <span class="_ _a"></span>exigir <span class="_ _a"></span>documentação <span class="_ _a"></span>adicional </div><div class="t m0 x0 h7 y23b ff5 fs0 fc0 sc0 ls0 ws0">contendo  especificações  sobre  equipamentos,  produtos <span class="_ _9"> </span>de  hardware  e  software,  proc<span class="_ _8"></span>edimentos </div><div class="t m0 x0 h7 y23c ff5 fs0 fc0 sc0 ls0 ws0">técnicos e operacionais adotados pela candidata. </div><div class="t m0 x0 h30 y1e7 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.2.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _5"></span>o <span class="_ _5"></span>relatório <span class="_ _7"></span>de <span class="_ _5"></span>auditoria <span class="_ _7"></span>aponte <span class="_ _5"></span>o <span class="_ _7"></span>não-cumprimento <span class="_ _5"></span>de <span class="_ _5"></span>quaisquer <span class="_ _7"></span>dos <span class="_ _5"></span>critérios </div><div class="t m0 x0 h7 y1e8 ff5 fs0 fc0 sc0 ls0 ws0">para <span class="_ _7"></span>credenciamento <span class="_ _7"></span>exigidos, <span class="_ _5"></span>a <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz <span class="_ _7"></span>intimará<span class="_ _8"></span> <span class="_ _7"></span>a <span class="_ _7"></span>candidata <span class="_ _5"></span>para <span class="_ _7"></span>que <span class="_ _7"></span>os <span class="_ _7"></span>cumpra <span class="_ _5"></span>no <span class="_ _7"></span>prazo <span class="_ _7"></span>que </div><div class="t m0 x0 h7 y1e9 ff5 fs0 fc0 sc0 ls0 ws0">fixar, <span class="_ _2c"></span>a <span class="_ _2c"></span>contar <span class="_ _7"></span>do <span class="_ _2c"></span>recebimento <span class="_ _2c"></span>de <span class="_ _7"></span>ofício <span class="_ _2c"></span>enviado <span class="_ _2c"></span>pela <span class="_ _7"></span>AC <span class="_ _2c"></span>Raiz <span class="_ _7"></span>com <span class="_ _2c"></span>comprovação <span class="_ _2c"></span>de <span class="_ _2c"></span>recebimento </div><div class="t m0 x0 h7 y1ea ff5 fs0 fc0 sc0 ls0 ws0">pelo destinatário. </div><div class="t m0 x0 h30 y23d ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.2.4<span class="ff11"> <span class="_ _39"> </span></span>Após <span class="_ _1b"> </span>a <span class="_ _1b"> </span>comunicação <span class="_ _1b"></span>da <span class="_ _4"></span>candi<span class="_ _8"></span>data <span class="_ _4"></span>de <span class="_ _1b"> </span>que <span class="_ _1b"> </span>atendeu <span class="_ _1b"> </span>os <span class="_ _1b"> </span>critérios <span class="_ _1b"></span>de <span class="_ _4"></span>credenciamento </div><div class="t m0 x0 h7 y23e ff5 fs0 fc0 sc0 ls0 ws0">apontados <span class="_ _8"></span>como <span class="_ _8"></span>não <span class="_ _a"></span>cumpridos <span class="_ _8"></span>no <span class="_ _8"></span>rel<span class="_ _8"></span>atório <span class="_ _8"></span>de <span class="_ _8"></span>auditoria, <span class="_ _a"></span>a <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz <span class="_ _8"></span>intimará <span class="_ _a"></span>a <span class="_ _8"></span>candidata, <span class="_ _a"></span>por <span class="_ _8"></span>meio </div><div class="t m0 x0 h7 y23f ff5 fs0 fc0 sc0 ls0 ws0">de ofício <span class="_ _8"></span>enviado com <span class="_ _8"></span>comprovação de recebimento <span class="_ _8"></span>pelo destinatário<span class="_ _8"></span>, determinando <span class="_ _8"></span>a realização <span class="_ _8"></span>de </div><div class="t m0 x0 h7 y240 ff5 fs0 fc0 sc0 ls0 ws0">auditoria complementar, de modo a verificar as medidas adotadas. </div><div class="t m0 x0 h30 y241 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.2.5<span class="ff11"> <span class="_ _39"> </span></span>Apresentado o relatório final de auditoria, a aut<span class="_ _8"></span>oridade competente decidirá, no prazo </div><div class="t m0 x0 h7 y242 ff5 fs0 fc0 sc0 ls0 ws0">de 30 (trinta) dias, acerca do pedido de credenciamento formulado pela solicitante. </div><div class="t m0 x0 h30 y243 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.2.6<span class="ff11"> <span class="_ _39"> </span></span>Sobre <span class="_ _5"></span>a <span class="_ _4"></span>decisão <span class="_ _5"></span>de <span class="_ _5"></span>indeferimento <span class="_ _5"></span>de <span class="_ _5"></span>solicitação <span class="_ _5"></span>de <span class="_ _4"></span>credenciamento <span class="_ _5"></span>caberá <span class="_ _5"></span>recurso </div><div class="t m0 x0 h7 y244 ff5 fs0 fc0 sc0 ls0 ws0">administrativo <span class="_ _2c"></span>da <span class="_ _2c"></span>candidata <span class="_ _2c"></span>à <span class="_ _a"></span>autoridade <span class="_ _2c"></span>competente, <span class="_ _2c"></span>observado <span class="_ _2c"></span>o <span class="_ _2c"></span>disposto <span class="_ _a"></span>na <span class="_ _2c"></span>Lei <span class="_ _2c"></span>nº <span class="_ _2c"></span>9.784, <span class="_ _2c"></span>de <span class="_ _a"></span>29<span class="_ _8"></span> </div><div class="t m0 x0 h7 y245 ff5 fs0 fc0 sc0 ls0 ws0">de janeiro de 1999. </div><div class="t m0 x0 h30 y246 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Ato de credenciamento </span></span></div><div class="t m0 x0 h30 y247 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3.1<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _2d"> </span>deferimento <span class="_ _2d"> </span>ou <span class="_ _2d"> </span>o <span class="_ _2d"> </span>indeferimento <span class="_ _2d"> </span>do <span class="_ _2d"> </span>credenciamento <span class="_ _2d"> </span>será <span class="_ _2d"> </span>fundamentado <span class="_ _2d"> </span>e </div><div class="t m0 x0 h7 y248 ff5 fs0 fc0 sc0 ls0 ws0">comunicado ao candidato a ACT. </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 x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">20</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3.2<span class="ff11"> <span class="_ _39"> </span></span>Após a notificação do deferimento, o requisitante deverá: </div><div class="t m0 x36 h30 y14d ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">apresentar <span class="_ _2c"></span>à <span class="_ _a"></span>Dire<span class="_ _8"></span>toria <span class="_ _2c"></span>de <span class="_ _2c"></span>Auditoria, <span class="_ _a"></span>Fiscalização <span class="_ _2c"></span>e <span class="_ _2c"></span>Normalização <span class="_ _2c"></span>do <span class="_ _2c"></span>ITI, <span class="_ _2c"></span>no <span class="_ _a"></span>prazo <span class="_ _2c"></span>máximo </span></span></div><div class="t m0 x37 h7 y249 ff5 fs0 fc0 sc0 ls0 ws0">de <span class="_ _5"></span>90 <span class="_ _7"></span>(noventa)<span class="_ _8"></span> <span class="_ _5"></span>dias <span class="_ _7"></span>após <span class="_ _5"></span>a <span class="_ _5"></span>notificação <span class="_ _5"></span>do <span class="_ _5"></span>deferimento, <span class="_ _7"></span>apólice <span class="_ _5"></span>de <span class="_ _5"></span>contrato <span class="_ _5"></span>de <span class="_ _5"></span>seguro <span class="_ _5"></span>de </div><div class="t m0 x37 h7 y1d2 ff5 fs0 fc0 sc0 ls0 ws0">cobertura  de <span class="_ _1c"> </span>responsabilidade  civil <span class="_ _18"> </span>decorrente  da <span class="_ _1c"> </span>atividade  de  emis<span class="_ _0"></span>são  de <span class="_ _1c"> </span>carimbos  do </div><div class="t m0 x37 h7 y1d3 ff5 fs0 fc0 sc0 ls0 ws0">tempo, <span class="_ _7"></span>com <span class="_ _5"></span>cobertura <span class="_ _7"></span>suficiente <span class="_ _7"></span>e <span class="_ _5"></span>compatível <span class="_ _7"></span>com <span class="_ _5"></span>o <span class="_ _7"></span>risco <span class="_ _5"></span>dessa <span class="_ _7"></span>atividade, <span class="_ _5"></span>válido <span class="_ _7"></span>por, <span class="_ _5"></span>no </div><div class="t m0 x37 h7 y1d4 ff5 fs0 fc0 sc0 ls0 ws0">mínimo, 1 (um) ano; </div><div class="t m0 x36 h30 y24a ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>emitir <span class="_ _2c"></span>os <span class="_ _a"></span>certificados <span class="_ _a"></span>para <span class="_ _2c"></span>os <span class="_ _8"></span>equipament<span class="_ _8"></span>os <span class="_ _a"></span>da <span class="_ _2c"></span>AC<span class="_ _0"></span>T, <span class="_ _a"></span>por <span class="_ _2c"></span>AC <span class="_ _a"></span>credenciada <span class="_ _2c"></span>na <span class="_ _8"></span>ICP<span class="_ _8"></span>-Brasil, <span class="_ _2c"></span>os<span class="_ _0"></span> </div><div class="t m0 x37 h7 y24b ff5 fs0 fc0 sc0 ls0 ws0">quais <span class="_ _8"></span>devem <span class="_ _a"></span>ser <span class="_ _a"></span>apresentados <span class="_ _8"></span>à <span class="_ _a"></span>Diretoria <span class="_ _a"></span>de <span class="_ _8"></span>Auditoria, <span class="_ _a"></span>Fiscalização <span class="_ _8"></span>e <span class="_ _a"></span>Normalização <span class="_ _a"></span>do <span class="_ _8"></span>ITI, </div><div class="t m0 x37 h7 y24c ff5 fs0 fc0 sc0 ls0 ws0">no <span class="_ _7"></span>prazo <span class="_ _7"></span>máximo <span class="_ _7"></span>de <span class="_ _7"></span>90 <span class="_ _7"></span>(noventa) <span class="_ _7"></span>dias <span class="_ _7"></span>após <span class="_ _7"></span>a <span class="_ _7"></span>notificação <span class="_ _7"></span>do <span class="_ _7"></span>deferimento, <span class="_ _7"></span>para <span class="_ _7"></span>aná<span class="_ _8"></span>lise <span class="_ _7"></span>de<span class="_ _8"></span> </div><div class="t m0 x37 h7 y24d ff5 fs0 fc0 sc0 ls0 ws0">conformidade. </div><div class="t m0 x0 h30 y24e ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3.3<span class="ff11"> <span class="_ _39"> </span></span>Os <span class="_ _24"> </span>órgãos <span class="_ _2a"> </span>e <span class="_ _24"> </span>entidades <span class="_ _2a"> </span>da <span class="_ _24"> </span>Administração <span class="_ _24"> </span>Direta <span class="_ _2a"> </span>da <span class="_ _24"> </span>União, <span class="_ _2a"> </span>dos <span class="_ _24"> </span>Estados, <span class="_ _2a"> </span>dos </div><div class="t m0 x0 h7 y54 ff5 fs0 fc0 sc0 ls0 ws0">Municípios e do <span class="_ _8"></span>Distrito Federal, bem <span class="_ _8"></span>como suas autarquias e <span class="_ _8"></span>fundações públicas estão <span class="_ _8"></span>dispensados </div><div class="t m0 x0 h7 y24f ff5 fs0 fc0 sc0 ls0 ws0">da apresentação da apólice prevista no item anterior. </div><div class="t m0 x0 h30 y250 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3.4<span class="ff11"> <span class="_ _39"> </span></span>Uma <span class="_ _2c"></span>vez <span class="_ _2c"></span>comprovado <span class="_ _a"></span>o <span class="_ _2c"></span>atendimento <span class="_ _a"></span>das <span class="_ _2c"></span>providências <span class="_ _2c"></span>d<span class="_ _0"></span>escritas <span class="_ _2c"></span>no <span class="_ _a"></span>item <span class="_ _2c"></span>2.2.4.3.2, <span class="_ _a"></span>o </div><div class="t m0 x0 h7 y251 ff5 fs0 fc0 sc0 ls0 ws0">ato <span class="_ _1a"> </span>de <span class="_ _1a"> </span>credenciamento <span class="_ _2d"> </span>será <span class="_ _1a"> </span>publicado <span class="_ _1a"> </span>no <span class="_ _2d"> </span>Diário <span class="_ _1a"> </span>Oficial <span class="_ _1a"> </span>da <span class="_ _2d"> </span>União, <span class="_ _1a"> </span>momento <span class="_ _1a"> </span>em <span class="_ _2d"> </span>que <span class="_ _1a"> </span>o </div><div class="t m0 x0 h7 y252 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento restará consumado. </div><div class="t m0 x0 h30 y253 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3.5<span class="ff11"> <span class="_ _39"> </span></span>Os <span class="_ _5"></span>prazos <span class="_ _7"></span>a <span class="_ _5"></span>que <span class="_ _7"></span>se <span class="_ _5"></span>referem <span class="_ _7"></span>o <span class="_ _5"></span>item <span class="_ _7"></span>2.2.4.3.2 <span class="_ _7"></span>poder<span class="_ _8"></span>ão <span class="_ _7"></span>ser <span class="_ _5"></span>prorrogados, <span class="_ _5"></span>a <span class="_ _7"></span>critério <span class="_ _5"></span>da </div><div class="t m0 x0 h7 y254 ff5 fs0 fc0 sc0 ls0 ws0">autoridade <span class="_ _8"></span>competente <span class="_ _a"></span>para <span class="_ _8"></span>o <span class="_ _8"></span>credenciamento, <span class="_ _a"></span>mediante <span class="_ _8"></span>pedido <span class="_ _8"></span>do <span class="_ _a"></span>candidato <span class="_ _8"></span>a <span class="_ _a"></span>ACT, <span class="_ _8"></span>o <span class="_ _8"></span>qual <span class="_ _a"></span>deverá </div><div class="t m0 x0 h7 y255 ff5 fs0 fc0 sc0 ls0 ws0">expor as razões e justificativas para o não cumprimento dos prazos assinalados. </div><div class="t m0 x0 h30 y256 ff5 fs0 fc0 sc0 ls0 ws0">2.2.4.3.6<span class="ff11"> <span class="_ _39"> </span></span>Decorrido <span class="_ _a"></span>os <span class="_ _8"></span>prazos <span class="_ _a"></span>descritos <span class="_ _8"></span>no <span class="_ _8"></span>it<span class="_ _8"></span>em <span class="_ _8"></span>2.2.4.3.2, <span class="_ _8"></span>sem <span class="_ _a"></span>que <span class="_ _8"></span>tenha <span class="_ _a"></span>hav<span class="_ _8"></span>ido <span class="_ _8"></span>a <span class="_ _a"></span>prorrogação </div><div class="t m0 x0 h7 y257 ff5 fs0 fc0 sc0 ls0 ws0">na  forma  do <span class="_ _18"> </span>item  anterior,  ou  findo <span class="_ _1c"> </span>est<span class="_ _8"></span>e,  o  processo  s<span class="_ _0"></span>erá  arquivado,  e  o <span class="_ _18"> </span>eventual  pedido  de </div><div class="t m0 x0 h7 y258 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento da mesma entidade deverá ser tratado como um novo pedido de credenciamento. </div><div class="t m0 x0 h31 y259 ff6 fs0 fc0 sc0 ls0 ws0">2.2.5<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para credenciamento de PSS </div><div class="t m0 x0 h30 y25a ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Solicitação </span></span></div><div class="t m0 x0 h30 y25b ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.1.1<span class="ff11"> <span class="_ _39"> </span></span><span class="ls1">As</span> <span class="_ _1b"> </span>solicitações <span class="_ _1b"> </span>dos <span class="_ _1b"> </span>candidatos <span class="_ _1b"> </span>ao <span class="_ _1b"> </span>credenciamento <span class="_ _1b"></span>como <span class="_ _1b"></span>PSS <span class="_ _4"></span>na <span class="_ _1b"> </span>ICP<span class="_ _8"></span>-Brasil <span class="_ _1b"> </span>serão </div><div class="t m0 x0 h7 y25c ff5 fs0 fc0 sc0 ls0 ws0">encaminhadas <span class="_ _8"></span>à <span class="_ _8"></span>AC, <span class="_ _8"></span>ACT <span class="_ _8"></span>ou <span class="_ _8"></span>PSC <span class="_ _8"></span>ou <span class="_ _8"></span>candidato <span class="_ _8"></span>a <span class="_ _8"></span>AC, <span class="_ _8"></span>ACT <span class="_ _8"></span>ou <span class="_ _8"></span>PSC <span class="_ _8"></span>a <span class="_ _8"></span>que <span class="_ _8"></span>o <span class="_ _a"></span>candidato <span class="_ _8"></span>a <span class="_ _8"></span>PSS <span class="_ _8"></span>esteja </div><div class="t m0 x0 h7 y25d ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente <span class="_ _8"></span>vinculado, <span class="_ _8"></span>diretamente <span class="_ _8"></span>ou <span class="_ _8"></span>por <span class="_ _8"></span>intermédio de <span class="_ _a"></span>PSBio <span class="_ _8"></span>ou de <span class="_ _a"></span>candidato <span class="_ _8"></span>a <span class="_ _8"></span>PSBi<span class="_ _8"></span>o, por </div><div class="t m0 x0 h7 y25e ff5 fs0 fc0 sc0 ls0 ws0">meio do formulário SOLICITAÇÃO DE CREDENCIAMENTO DE PSS [3]. </div><div class="t m0 x0 h30 y25f ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.1.2<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _1b"></span>AC, <span class="_ _4"></span>ACT <span class="_ _1b"></span>ou <span class="_ _4"></span>PSC <span class="_ _4"></span>ou <span class="_ _1b"> </span>candidato <span class="_ _4"></span>a <span class="_ _1b"> </span>AC, <span class="_ _4"></span>ACT <span class="_ _1b"></span>ou <span class="_ _4"></span>PSC <span class="_ _1b"></span>que <span class="_ _4"></span>receber <span class="_ _4"></span>a <span class="_ _1b"></span>solicitação </div><div class="t m0 x0 h7 y260 ff5 fs0 fc0 sc0 ls0 ws0">deverá manter cópia sob sua guarda e encaminhar para a AC Raiz os seguintes documentos: </div><div class="t m0 x36 h30 y261 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">o <span class="_ _1a"> </span>formulário <span class="_ _24"> </span>SOLICITAÇÃO <span class="_ _1a"> </span>DE<span class="_ _8"></span> <span class="_ _1a"> </span>CREDENCIAMENTO <span class="_ _1a"> </span>DE <span class="_ _24"> </span>PS<span class="_ _8"></span>S <span class="_ _1a"> </span>[3], <span class="_ _1a"> </span>devidamente </span></span></div><div class="t m0 x37 h7 y262 ff5 fs0 fc0 sc0 ls0 ws0">preenchido <span class="_ _a"></span>e <span class="_ _2c"></span>assinado <span class="_ _a"></span>pelos <span class="_ _a"></span>representantes <span class="_ _2c"></span>legai<span class="_ _0"></span>s <span class="_ _2c"></span>da <span class="_ _8"></span>AC, <span class="_ _2c"></span>ACT <span class="_ _a"></span>ou <span class="_ _a"></span>PSC <span class="_ _2c"></span>ou <span class="_ _a"></span>candidato <span class="_ _2c"></span>a <span class="_ _8"></span>AC,<span class="_ _8"></span> </div><div class="t m0 x37 h7 y263 ff5 fs0 fc0 sc0 ls0 ws0">ACT ou PSC; </div><div class="t m0 x36 h30 y264 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>relatório <span class="_ _a"></span>fi<span class="_ _8"></span>nal <span class="_ _a"></span>de <span class="_ _a"></span>auditoria <span class="_ _a"></span>pré<span class="_ _8"></span>-operacional <span class="_ _a"></span>do <span class="_ _a"></span>PSS, <span class="_ _a"></span>realizada <span class="_ _2c"></span>observado<span class="_ _0"></span> <span class="_ _a"></span>o <span class="_ _a"></span>disposto <span class="_ _2c"></span>no <span class="_ _8"></span> <span class="_ _a"></span>it<span class="_ _8"></span>em </div><div class="t m0 x37 h7 y265 ff5 fs0 fc0 sc0 ls0 ws0">sobre <span class="_ _1b"> </span>fiscalização <span class="_ _1c"> </span>e <span class="_ _1c"> </span>auditoria <span class="_ _1c"> </span>de <span class="_ _1c"> </span>conformidade <span class="_ _1b"> </span>do <span class="_ _1c"> </span>documento <span class="_ _1b"> </span>REQUISITOS <span class="_ _1c"> </span>MÍNIMOS </div><div class="t m0 x37 h7 y266 ff5 fs0 fc0 sc0 ls0 ws0">PARA AS DECLARAÇÕES DE PRÁTICAS DE CERTIF<span class="_ _8"></span>ICAÇÃO DAS AUTORIDADES </div><div class="t m0 x37 h7 y267 ff5 fs0 fc0 sc0 ls0 ws0">CERTIFICADORAS DA ICP-BRASIL [10]; </div><div class="t m0 x36 h30 y268 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">documentos relacionados no Anexo III; e </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>
<div id="pf17" class="pf w0 h0" data-page-no="17"><div class="pc pc17 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">21</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>documento <span class="_ _8"></span>indicando as <span class="_ _8"></span>atividades específicas <span class="_ _8"></span>para as <span class="_ _8"></span>quais po<span class="_ _8"></span>stula <span class="_ _8"></span>o credenciamento <span class="_ _8"></span>como </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">PSS, selecionando uma dentre as seguintes opções: </div><div class="t m0 x39 h30 y1b0 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">disponibilização de infraestrutura física e lógica; </span></span></div><div class="t m0 x3a h30 y269 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">disponibilização de recursos humanos especializados; ou </span></span></div><div class="t m0 x3b h30 y26a ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">disponibilização <span class="_ _33"> </span>de <span class="_ _33"> </span>infraestrutura <span class="_ _33"> </span>física <span class="_ _33"> </span>e <span class="_ _33"> </span>lógica, <span class="_ _22"> </span>e <span class="_ _33"> </span>de <span class="_ _22"> </span>recursos <span class="_ _33"> </span>humanos </span></span></div><div class="t m0 x3c h7 y26b ff5 fs0 fc0 sc0 ls0 ws0">especializados. </div><div class="t m0 x0 h30 y26c ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.1.3<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _2c"></span>soli<span class="_ _8"></span>citação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>será <span class="_ _7"></span>protocolada <span class="_ _2c"></span>perante <span class="_ _2c"></span>o <span class="_ _2c"></span>Protocolo <span class="_ _2c"></span>Geral<span class="_ _8"></span> <span class="_ _2c"></span>da <span class="_ _2c"></span>AC </div><div class="t m0 x0 h7 y26d ff5 fs0 fc0 sc0 ls0 ws0">Raiz. </div><div class="t m0 x0 h30 y26e ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.1.4<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _3f"> </span>a <span class="_ _3f"> </span>solicitação <span class="_ _3f"> </span>de <span class="_ _3f"> </span>credenciamento <span class="_ _3f"> </span>não <span class="_ _3f"> </span>contenha <span class="_ _3f"> </span>todos <span class="_ _3f"> </span>os <span class="_ _3f"> </span>documentos </div><div class="t m0 x0 h7 y26f ff5 fs0 fc0 sc0 ls0 ws0">relacionados <span class="_ _2c"></span>no <span class="_ _a"></span>anexo <span class="_ _2c"></span>III, <span class="_ _2c"></span>a <span class="_ _2c"></span>AC <span class="_ _2c"></span>Raiz <span class="_ _a"></span>determinará <span class="_ _2c"></span>a <span class="_ _2c"></span>intimação <span class="_ _2c"></span>da <span class="_ _a"></span>ca<span class="_ _8"></span>ndidata <span class="_ _2c"></span>para <span class="_ _2c"></span>que, <span class="_ _2c"></span>sob <span class="_ _a"></span>pena <span class="_ _2c"></span>de </div><div class="t m0 x0 h7 y270 ff5 fs0 fc0 sc0 ls0 ws0">arquivamento do processo, <span class="_ _8"></span>supra as <span class="_ _8"></span>irregularidades no prazo máximo <span class="_ _8"></span>de 30 <span class="_ _8"></span>(trinta) dias, a <span class="_ _8"></span>contar do </div><div class="t m0 x0 h7 y271 ff5 fs0 fc0 sc0 ls0 ws0">recebimento de ofício enviado pela AC Raiz com comprovação de recebimento pelo destinatário. </div><div class="t m0 x0 h30 y272 ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Auditoria </span></span></div><div class="t m0 x0 h30 y273 ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.2.1<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _5"></span>Diretor<span class="_ _8"></span>ia <span class="_ _5"></span>de <span class="_ _5"></span>Auditoria, <span class="_ _4"></span>Fiscalização <span class="_ _5"></span>e <span class="_ _5"></span>Normalização <span class="_ _4"></span>examinará <span class="_ _5"></span>a <span class="_ _5"></span>documentação </div><div class="t m0 x0 h7 y274 ff5 fs0 fc0 sc0 ls0 ws0">apresentada e poderá, caso julgue necessário: </div><div class="t m0 x36 h30 y275 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">solicitar <span class="_ _2c"></span>vista <span class="_ _2c"></span>do <span class="_ _2c"></span>material <span class="_ _2c"></span>utilizado <span class="_ _2c"></span>na <span class="_ _2c"></span>audit<span class="_ _8"></span>oria <span class="_ _2c"></span>(documentos, <span class="_ _2c"></span>registros <span class="_ _2c"></span>históricos <span class="_ _2c"></span>e <span class="_ _2c"></span>demais </span></span></div><div class="t m0 x37 h7 y276 ff5 fs0 fc0 sc0 ls0 ws0">elementos materiais que deram subsídios à elaboração do relatório); </div><div class="t m0 x36 h30 y277 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>exigir <span class="_ _1c"> </span>documentação <span class="_ _1b"> </span>adicional <span class="_ _1b"> </span>contendo <span class="_ _1b"> </span>especificações <span class="_ _1c"> </span>sobre <span class="_ _1b"> </span>equipamentos, <span class="_ _1b"> </span>produtos <span class="_ _1c"> </span>de </div><div class="t m0 x37 h7 y278 ff5 fs0 fc0 sc0 ls0 ws0">hardware e software, procedimentos técnicos e operacionais adotados pela candidata; ou </div><div class="t m0 x36 h30 y279 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">realizar  auditoria <span class="_ _18"> </span>pré-operacional  por <span class="_ _18"> </span>seu  quadro  próprio, <span class="_ _1c"> </span>elaborando  relat<span class="_ _8"></span>ório  que <span class="_ _18"> </span>terá </span></span></div><div class="t m0 x37 h7 y27a ff5 fs0 fc0 sc0 ls0 ws0">prevalência sobre o apresentado pela candidata. </div><div class="t m0 x0 h30 y27b ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.2.2<span class="ff11"> <span class="_ _39"> </span></span>Com <span class="_ _2a"> </span>base <span class="_ _30"> </span>no(s) <span class="_ _2a"> </span>relatório(s) <span class="_ _30"> </span>de <span class="_ _2a"> </span>auditoria, <span class="_ _30"> </span>a <span class="_ _30"> </span>AC <span class="_ _2a"> </span>Raiz <span class="_ _30"> </span>manifestar<span class="_ _8"></span>-<span class="ls13">se</span>-á <span class="_ _2a"> </span>sobre <span class="_ _30"> </span>o<span class="_ _8"></span> </div><div class="t m0 x0 h7 y27c ff5 fs0 fc0 sc0 ls0 ws0">deferimento ou indef<span class="_ _8"></span>erimento da solicitação <span class="_ _8"></span>de credenciamento, em <span class="_ _8"></span>até 30 <span class="_ _8"></span>(trinta) dias, <span class="_ _8"></span>por meio <span class="_ _8"></span>de </div><div class="t m0 x0 h7 y27d ff5 fs0 fc0 sc0 ls0 ws0">despacho fundamentado. </div><div class="t m0 x0 h30 y27e ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.2.3<span class="ff11"> <span class="_ _39"> </span></span>Sobre <span class="_ _5"></span>a <span class="_ _4"></span>decisão <span class="_ _5"></span>de <span class="_ _5"></span>indeferimento <span class="_ _5"></span>de <span class="_ _5"></span>solicitação <span class="_ _5"></span>de <span class="_ _4"></span>credenciamento <span class="_ _5"></span>caberá <span class="_ _5"></span>recurso </div><div class="t m0 x0 h7 y27f ff5 fs0 fc0 sc0 ls0 ws0">administrativo <span class="_ _2c"></span>da <span class="_ _2c"></span>candidata <span class="_ _2c"></span>à <span class="_ _a"></span>autoridade <span class="_ _2c"></span>competente, <span class="_ _2c"></span>observado <span class="_ _2c"></span>o <span class="_ _2c"></span>disposto <span class="_ _a"></span>na <span class="_ _2c"></span>Lei <span class="_ _2c"></span>nº <span class="_ _2c"></span>9.784, <span class="_ _2c"></span>de <span class="_ _a"></span>29<span class="_ _8"></span> </div><div class="t m0 x0 h7 y280 ff5 fs0 fc0 sc0 ls0 ws0">de janeiro de 1999. </div><div class="t m0 x0 h30 y281 ff5 fs0 fc0 sc0 ls0 ws0">2.2.5.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _8"></span>credenciamento <span class="_ _8"></span>do <span class="_ _a"></span>candidato <span class="_ _8"></span>a <span class="_ _8"></span>PSS <span class="_ _8"></span>estará <span class="_ _8"></span>condiciona<span class="_ _8"></span>do <span class="_ _8"></span>ao <span class="_ _8"></span>credenciamento <span class="_ _8"></span>da <span class="_ _8"></span>AC, <span class="_ _8"></span>ACT,<span class="_ _8"></span> </span></span></div><div class="t m0 x0 h7 y282 ff5 fs0 fc0 sc0 ls0 ws0">PSC <span class="_ _2c"></span>ou <span class="_ _2c"></span>do <span class="_ _2c"></span>PSBio <span class="_ _2c"></span>a <span class="_ _2c"></span>que <span class="_ _2c"></span>esteja <span class="_ _2c"></span>operacionalmente <span class="_ _2c"></span>vinculado. <span class="_ _2c"></span>O <span class="_ _2c"></span>deferimento <span class="_ _2c"></span>ou <span class="_ _2c"></span>o <span class="_ _2c"></span>ind<span class="_ _0"></span>eferimento <span class="_ _2c"></span>do </div><div class="t m0 x0 h7 y283 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento <span class="_ _8"></span>será <span class="_ _8"></span>fundamentado <span class="_ _8"></span>e <span class="_ _8"></span>comuni<span class="_ _8"></span>cado <span class="_ _8"></span>à <span class="_ _8"></span>AC, <span class="_ _8"></span>ACT <span class="_ _a"></span>ou <span class="_ _8"></span>PSC <span class="_ _8"></span>que <span class="_ _a"></span>deu <span class="_ _8"></span>encaminhamento <span class="_ _8"></span>ao </div><div class="t m0 x0 h7 y284 ff5 fs0 fc0 sc0 ls0 ws0">requerimento. </div><div class="t m0 x0 h31 y285 ff6 fs0 fc0 sc0 ls0 ws0">2.2.6<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para credenciamento de PSBio </div><div class="t m0 x0 h30 y286 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Solicitação </span></span></div><div class="t m0 x0 h30 y287 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.1.1<span class="ff11"> <span class="_ _39"> </span></span>As <span class="_ _2c"></span>soli<span class="_ _8"></span>citações <span class="_ _2c"></span>dos <span class="_ _2c"></span>candidatos <span class="_ _2c"></span>ao <span class="_ _7"></span>credenciamento <span class="_ _2c"></span>como <span class="_ _2c"></span>PSBio <span class="_ _7"></span>na <span class="_ _2c"></span>ICP<span class="_ _8"></span>-Brasil <span class="_ _2c"></span>serão </div><div class="t m0 x0 h7 y288 ff5 fs0 fc0 sc0 ls0 ws0">encaminhadas <span class="_ _24"> </span>ao <span class="_ _24"> </span>ITI<span class="_ _8"></span>, <span class="_ _24"> </span>por <span class="_ _24"> </span>intermédio <span class="_ _1a"> </span>da <span class="_ _24"> </span>cadeia <span class="_ _24"> </span>hierárquica, <span class="_ _24"> </span>mediante <span class="_ _1a"> </span>a <span class="_ _24"> </span>apresentação <span class="_ _24"> </span>dos </div><div class="t m0 x0 h7 y289 ff5 fs0 fc0 sc0 ls0 ws0">documentos a seguir relacionados: </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">22</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">formulário <span class="_ _2c"></span>SO<span class="_ _0"></span>LICITAÇÃO <span class="_ _2c"></span>DE <span class="_ _2c"></span>CREDENCIAMENTO <span class="_ _a"></span>DE <span class="_ _2c"></span>PRESTADOR <span class="_ _2c"></span>DE <span class="_ _2c"></span>SERV<span class="_ _0"></span>IÇOS </span></span></div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">BIOMÉTRICOS, <span class="_ _10"> </span>ADE-ICP-03.I <span class="_ _20"> </span>[15], <span class="_ _10"> </span>devidamente <span class="_ _20"> </span>preenchido <span class="_ _10"> </span>e <span class="_ _20"> </span>assi<span class="_ _8"></span>nado <span class="_ _10"> </span>pelos </div><div class="t m0 x37 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">representantes legais do candidato e da AC; </div><div class="t m0 x36 h30 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos relacionados no Anexo V; </div><div class="t m0 x36 h30 y28a ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">identificação <span class="_ _1a"> </span>do <span class="_ _38"> </span>local <span class="_ _1a"> </span>onde <span class="_ _38"> </span>o <span class="_ _1a"> </span>PSBio <span class="_ _2d"> </span>rea<span class="_ _8"></span>lizará <span class="_ _1a"> </span>as <span class="_ _2d"> </span>suas <span class="_ _2d"> </span>operações <span class="_ _2d"> </span>e<span class="_ _8"></span> <span class="_ _2d"> </span>manterá <span class="_ _2d"> </span>seus </span></span></div><div class="t m0 x37 h7 y1b3 ff5 fs0 fc0 sc0 ls0 ws0">equipamentos, documentação e materiais utilizados; e </div><div class="t m0 x36 h30 y1b4 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>identificação <span class="_ _b"> </span>do <span class="_ _9"> </span>serviço <span class="_ _b"> </span>de <span class="_ _9"> </span>diretório <span class="_ _9"> </span>ou <span class="_ _b"> </span>página <span class="_ _9"> </span>web <span class="_ _9"> </span>onde <span class="_ _b"> </span>se <span class="_ _9"> </span>obtêm <span class="_ _b"> </span>o <span class="_ _9"> </span>arquivo <span class="_ _9"> </span>com <span class="_ _b"> </span>a </div><div class="t m0 x37 h7 y1b5 ff5 fs0 fc0 sc0 ls0 ws0">publicação <span class="_ _21"> </span>da <span class="_ _30"> </span>Política <span class="_ _21"> </span>de <span class="_ _30"> </span>Segurança <span class="_ _30"> </span>- <span class="_ _21"> </span>PS <span class="_ _30"> </span>e <span class="_ _21"> </span>a <span class="_ _30"> </span>relação <span class="_ _21"> </span>das <span class="_ _30"> </span>autoridades <span class="_ _21"> </span>certificadoras </div><div class="t m0 x37 h7 y231 ff5 fs0 fc0 sc0 ls0 ws0">credenciadas <span class="_ _a"></span>na <span class="_ _2c"></span>ICP <span class="_ _8"></span>Brasil <span class="_ _2c"></span>atendidas <span class="_ _8"></span>pelos <span class="_ _a"></span>serviços <span class="_ _2c"></span>biométricos <span class="_ _8"></span>os <span class="_ _2c"></span>quais <span class="_ _8"></span>estão <span class="_ _2c"></span>crede<span class="_ _0"></span>nciado </div><div class="t m0 x37 h7 y28b ff5 fs0 fc0 sc0 ls0 ws0">junto a ICP Brasil. </div><div class="t m0 x0 h30 y270 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.1.2<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _2c"></span>soli<span class="_ _8"></span>citação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>será <span class="_ _7"></span>protocolada <span class="_ _2c"></span>perante <span class="_ _2c"></span>o <span class="_ _2c"></span>Protocolo <span class="_ _2c"></span>Geral<span class="_ _8"></span> <span class="_ _2c"></span>da <span class="_ _2c"></span>AC </div><div class="t m0 x0 h7 y271 ff5 fs0 fc0 sc0 ls0 ws0">Raiz. </div><div class="t m0 x0 h30 y272 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.1.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _3f"> </span>a <span class="_ _3f"> </span>solicitação <span class="_ _3f"> </span>de <span class="_ _3f"> </span>credenciamento <span class="_ _3f"> </span>não <span class="_ _3f"> </span>contenha <span class="_ _3f"> </span>todos <span class="_ _3f"> </span>os <span class="_ _3f"> </span>documentos </div><div class="t m0 x0 h7 y28c ff5 fs0 fc0 sc0 ls0 ws0">relacionados <span class="_ _1c"> </span>no <span class="_ _1c"> </span>Anexo  V, <span class="_ _1b"> </span>o  ITI <span class="_ _1b"> </span>determi<span class="_ _8"></span>nará <span class="_ _1c"> </span>a <span class="_ _1c"> </span>intimação <span class="_ _18"> </span>do <span class="_ _1c"> </span>candidato <span class="_ _1c"> </span>para  que, <span class="_ _1b"> </span>sob  pena <span class="_ _1b"> </span>de </div><div class="t m0 x0 h7 y28d ff5 fs0 fc0 sc0 ls0 ws0">arquivamento do processo, <span class="_ _8"></span>supra as <span class="_ _8"></span>irregularidades no prazo máximo <span class="_ _8"></span>de 30 <span class="_ _8"></span>(trinta) dias, a <span class="_ _8"></span>contar do </div><div class="t m0 x0 h7 y28e ff5 fs0 fc0 sc0 ls0 ws0">recebimento de ofício enviado pelo ITI com comprovação de recebimento pelo destinatário. </div><div class="t m0 x0 h30 y28f ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Auditoria Pré-operacional </span></span></div><div class="t m0 x0 h30 y290 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.2.1<span class="ff11"> <span class="_ _39"> </span></span>Ao <span class="_ _2c"></span>protocolar <span class="_ _2c"></span>a <span class="_ _2c"></span>solicitação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento, <span class="_ _2c"></span>o <span class="_ _2c"></span>candidato <span class="_ _2c"></span>a <span class="_ _2c"></span>PSBIO <span class="_ _2c"></span>deve <span class="_ _2c"></span>estar <span class="_ _2c"></span>em </div><div class="t m0 x0 h7 y291 ff5 fs0 fc0 sc0 ls0 ws0">conformidade <span class="_ _a"></span>com <span class="_ _a"></span>todos <span class="_ _a"></span>os <span class="_ _2c"></span>requisitos <span class="_ _8"></span>exigidos <span class="_ _a"></span>pelas <span class="_ _2c"></span>resoluções <span class="_ _8"></span>do <span class="_ _a"></span>CG <span class="_ _a"></span>da <span class="_ _2c"></span>ICP-Brasil <span class="_ _a"></span>relacionados </div><div class="t m0 x0 h7 y292 ff5 fs0 fc0 sc0 ls0 ws0">à <span class="_ _8"></span>ati<span class="_ _8"></span>vidade <span class="_ _8"></span>de <span class="_ _a"></span>prestador <span class="_ _8"></span>de <span class="_ _2c"></span>serviços <span class="_ _8"></span>biométricos <span class="_ _8"></span>e <span class="_ _a"></span>pronto <span class="_ _a"></span>para <span class="_ _a"></span>ser <span class="_ _a"></span>auditado, <span class="_ _8"></span>conforme <span class="_ _a"></span>os <span class="_ _a"></span>critérios <span class="_ _a"></span>e </div><div class="t m0 x0 h7 y293 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos para <span class="_ _8"></span>a realização <span class="_ _8"></span>de auditoria <span class="_ _8"></span>nas entidades <span class="_ _8"></span>da ICP<span class="_ _8"></span>-Brasil <span class="_ _8"></span>dispostos no <span class="_ _8"></span>DOC-ICP-<span class="ls12">08 </span></div><div class="t m0 x0 h7 y294 ff5 fs0 fc0 sc0 ls0 ws0">[8]. </div><div class="t m0 x0 h30 y295 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.2.2<span class="ff11"> <span class="_ _39"> </span></span>Durante <span class="_ _a"></span>as <span class="_ _a"></span>diligências <span class="_ _a"></span>de <span class="_ _a"></span>auditoria <span class="_ _a"></span>a <span class="_ _8"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>poderá <span class="_ _a"></span>exigir <span class="_ _a"></span>documentação <span class="_ _a"></span>adiciona<span class="ls11">l </span></div><div class="t m0 x0 h7 y296 ff5 fs0 fc0 sc0 ls0 ws0">contendo  especificações  sobre  equipamentos,  produtos <span class="_ _9"> </span>de  hardware  e  software,  proc<span class="_ _8"></span>edimentos </div><div class="t m0 x0 h7 y297 ff5 fs0 fc0 sc0 ls0 ws0">técnicos e operacionais adotados pela candidata. </div><div class="t m0 x0 h30 y298 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.2.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _5"></span>o <span class="_ _5"></span>relatório <span class="_ _7"></span>de <span class="_ _5"></span>auditoria <span class="_ _7"></span>aponte <span class="_ _7"></span>o <span class="_ _5"></span>não-cumprimento <span class="_ _5"></span>de <span class="_ _5"></span>quaisquer <span class="_ _7"></span>dos <span class="_ _5"></span>critérios </div><div class="t m0 x0 h7 y299 ff5 fs0 fc0 sc0 ls0 ws0">para credenciamento exigidos <span class="_ _8"></span>pelo <span class="_ _8"></span>item 2.1, <span class="_ _8"></span>a <span class="_ _8"></span>AC Raiz intimará <span class="_ _8"></span>a candidata, <span class="_ _8"></span>via cadeia <span class="_ _8"></span>hierárquica, </div><div class="t m0 x0 h7 y29a ff5 fs0 fc0 sc0 ls0 ws0">para <span class="_ _7"></span>que <span class="_ _7"></span>os <span class="_ _7"></span>cumpra <span class="_ _7"></span>no <span class="_ _7"></span>prazo <span class="_ _7"></span>que <span class="_ _7"></span>fixar, <span class="_ _7"></span>a <span class="_ _7"></span>contar <span class="_ _7"></span>do <span class="_ _7"></span>recebimento <span class="_ _7"></span>de <span class="_ _7"></span>ofício <span class="_ _7"></span>enviado <span class="_ _7"></span>pela <span class="_ _7"></span>AC <span class="_ _7"></span>Raiz </div><div class="t m0 x0 h7 y1eb ff5 fs0 fc0 sc0 ls0 ws0">com comprovação de recebimento pelo destinatário. </div><div class="t m0 x0 h30 y29b ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.2.4<span class="ff11"> <span class="_ _39"> </span></span>Após <span class="_ _1b"> </span>a <span class="_ _1b"> </span>comunicação <span class="_ _1b"></span>da <span class="_ _4"></span>candi<span class="_ _8"></span>data <span class="_ _4"></span>de <span class="_ _1b"> </span>que <span class="_ _1b"> </span>atendeu <span class="_ _1b"> </span>os <span class="_ _1b"> </span>critérios <span class="_ _1b"> </span>de <span class="_ _1b"></span>credenciamento </div><div class="t m0 x0 h7 y29c ff5 fs0 fc0 sc0 ls0 ws0">apontados como não cumpridos no relatório de auditoria, a AC Raiz intimará a candidata, via cadeia </div><div class="t m0 x0 h7 y29d ff5 fs0 fc0 sc0 ls0 ws0">hierárquica, <span class="_ _b"> </span>por <span class="_ _b"> </span>meio <span class="_ _b"> </span>de <span class="_ _b"> </span>ofício <span class="_ _b"> </span>enviado <span class="_ _b"> </span>com <span class="_ _9"> </span>compr<span class="_ _8"></span>ovação <span class="_ _b"> </span>de <span class="_ _b"> </span>recebimento <span class="_ _b"> </span>pelo <span class="_ _b"> </span>destinatário, </div><div class="t m0 x0 h7 y29e ff5 fs0 fc0 sc0 ls0 ws0">determinando a realização de auditoria complementar, de modo a verificar as medidas adotadas. </div><div class="t m0 x0 h30 y29f ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.2.5<span class="ff11"> <span class="_ _39"> </span></span>Apresentado o relatório final de auditoria, a aut<span class="_ _8"></span>oridade competente decidirá, no prazo </div><div class="t m0 x0 h7 y2a0 ff5 fs0 fc0 sc0 ls0 ws0">de 30 (trinta) dias, acerca do pedido de credenciamento formulado pela solicitante. </div><div class="t m0 x0 h30 y2a1 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.2.6<span class="ff11"> <span class="_ _39"> </span></span>Sobre <span class="_ _5"></span>a <span class="_ _4"></span>decisão <span class="_ _5"></span>de <span class="_ _5"></span>indeferimento <span class="_ _4"></span>de <span class="_ _5"></span>solicitação <span class="_ _5"></span>de <span class="_ _5"></span>credenciamento <span class="_ _5"></span>caberá <span class="_ _5"></span>recurso </div><div class="t m0 x0 h7 y2a2 ff5 fs0 fc0 sc0 ls0 ws0">administrativo <span class="_ _2c"></span>da <span class="_ _2c"></span>candidata <span class="_ _2c"></span>à <span class="_ _a"></span>autoridade <span class="_ _2c"></span>competente, <span class="_ _2c"></span>observado <span class="_ _2c"></span>o <span class="_ _2c"></span>disposto <span class="_ _a"></span>na <span class="_ _2c"></span>Lei <span class="_ _2c"></span>nº <span class="_ _2c"></span>9.784, <span class="_ _2c"></span>de <span class="_ _a"></span>29<span class="_ _8"></span> </div><div class="t m0 x0 h7 y2a3 ff5 fs0 fc0 sc0 ls0 ws0">de janeiro de 1999. </div><div class="t m0 x0 h30 y2a4 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Ato de credenciamento </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>
<div id="pf19" class="pf w0 h0" data-page-no="19"><div class="pc pc19 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">23</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.3.1<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _2d"> </span>deferimento <span class="_ _2d"> </span>ou <span class="_ _2d"> </span>o <span class="_ _2d"> </span>indeferimento <span class="_ _2d"> </span>do <span class="_ _2d"> </span>credenciamento <span class="_ _2d"> </span>será <span class="_ _2d"> </span>fund<span class="_ _8"></span>amentado <span class="_ _2d"> </span>e </div><div class="t m0 x0 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">comunicado, via cadeia hierárquica, ao PSBio que deu encaminhamento ao requerimento. </div><div class="t m0 x0 h30 y249 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.3.2<span class="ff11"> <span class="_ _39"> </span></span>O  ato <span class="_ _1b"> </span>de  credenciamento <span class="_ _1b"> </span>ser<span class="_ _8"></span>á <span class="_ _1c"> </span>publicado  no <span class="_ _1b"> </span>Diário  Of<span class="_ _0"></span>icial <span class="_ _1c"> </span>da  União, <span class="_ _1b"> </span>devendo  o </div><div class="t m0 x0 h7 y1d2 ff5 fs0 fc0 sc0 ls0 ws0">PSBio, <span class="_ _7"></span>por <span class="_ _7"></span>seu <span class="_ _7"></span>representante <span class="_ _7"></span>legal, <span class="_ _7"></span>apresentar <span class="_ _7"></span>termo <span class="_ _7"></span>de <span class="_ _7"></span>compromisso <span class="_ _7"></span>ao <span class="_ _7"></span>ITI, <span class="_ _5"></span>com <span class="_ _2c"></span>a <span class="_ _7"></span>d<span class="_ _8"></span>escriç<span class="_ _8"></span>ão <span class="_ _2c"></span>de </div><div class="t m0 x0 h7 y1d3 ff5 fs0 fc0 sc0 ls0 ws0">suas <span class="_ _2c"></span>responsabilidades <span class="_ _2c"></span>e <span class="_ _7"></span>o <span class="_ _2c"></span>compromisso <span class="_ _7"></span>de <span class="_ _2c"></span>desempenhar <span class="_ _7"></span>suas <span class="_ _2c"></span>funções <span class="_ _2c"></span>de <span class="_ _7"></span>acordo <span class="_ _2c"></span>com <span class="_ _7"></span>padrões <span class="_ _2c"></span>de </div><div class="t m0 x0 h7 y1d4 ff5 fs0 fc0 sc0 ls0 ws0">idoneidade <span class="_ _2c"></span>que <span class="_ _2c"></span>asse<span class="_ _8"></span>guram <span class="_ _2c"></span>a <span class="_ _2c"></span>independênci<span class="_ _8"></span>a <span class="_ _2c"></span>e <span class="_ _2c"></span>neutralidade <span class="_ _7"></span>de <span class="_ _2c"></span>suas <span class="_ _7"></span>avaliações <span class="_ _2c"></span>bem <span class="_ _7"></span>como <span class="_ _2c"></span>o <span class="_ _7"></span>devido </div><div class="t m0 x0 h7 y1d5 ff5 fs0 fc0 sc0 ls0 ws0">rigor técnico e operacional. </div><div class="t m0 x0 h30 y1d6 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.3.3<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _2c"></span>PSBio <span class="_ _a"></span>que <span class="_ _2c"></span>já <span class="_ _2c"></span>estiver <span class="_ _a"></span>credenciado <span class="_ _2c"></span>na <span class="_ _a"></span>ICP<span class="_ _8"></span>-Brasil <span class="_ _2c"></span>poderá <span class="_ _a"></span>prestar <span class="_ _2c"></span>serviço <span class="_ _a"></span>a <span class="_ _2c"></span>qualquer </div><div class="t m0 x0 h7 y1d7 ff5 fs0 fc0 sc0 ls0 ws0">AC, <span class="_ _2c"></span>a <span class="_ _2c"></span>qual <span class="_ _2c"></span>deverá <span class="_ _7"></span>comunicar <span class="_ _2c"></span>ao <span class="_ _2c"></span>ITI <span class="_ _2c"></span>com <span class="_ _7"></span>5 <span class="_ _2c"></span>(cinco) <span class="_ _2c"></span>dias <span class="_ _7"></span>de <span class="_ _2c"></span>antecedência <span class="_ _2c"></span>e <span class="_ _2c"></span>publicar <span class="_ _2c"></span>o <span class="_ _2c"></span>fato <span class="_ _7"></span>em <span class="_ _2c"></span>sua </div><div class="t m0 x0 h7 y1d8 ff5 fs0 fc0 sc0 ls0 ws0">página web. </div><div class="t m0 x0 h30 y216 ff5 fs0 fc0 sc0 ls0 ws0">2.2.6.4<span class="ff11"> <span class="_ _e"></span><span class="ff5">Vedações ao credenciamento </span></span></div><div class="t m0 x0 h7 y217 ff5 fs0 fc0 sc0 ls0 ws0">É <span class="_ _30"> </span>vedada <span class="_ _2a"> </span>a <span class="_ _2a"> </span>contratação, <span class="_ _2a"> </span>subcontratação <span class="_ _2a"> </span>ou <span class="_ _30"> </span>terceirização <span class="_ _2a"> </span>total <span class="_ _2a"> </span>ou <span class="_ _30"> </span>par<span class="_ _8"></span>cial <span class="_ _2a"> </span>das <span class="_ _2a"> </span>atividades <span class="_ _30"> </span>de </div><div class="t m0 x0 h7 y218 ff5 fs0 fc0 sc0 ls0 ws0">cadastramento, <span class="_ _8"></span>atualização <span class="_ _a"></span>ou <span class="_ _a"></span>consulta <span class="_ _8"></span>para <span class="_ _a"></span>fins <span class="_ _a"></span>de <span class="_ _a"></span>verificação <span class="_ _8"></span>de <span class="_ _a"></span>dados <span class="_ _a"></span>biométricos <span class="_ _8"></span>do <span class="_ _a"></span>requerente </div><div class="t m0 x0 h7 y1dc ff5 fs0 fc0 sc0 ls0 ws0">pelos <span class="_ _2c"></span>PSBio <span class="_ _2c"></span>credenciados <span class="_ _2c"></span>no <span class="_ _2c"></span>âmbito <span class="_ _2c"></span>da <span class="_ _2c"></span>ICP <span class="_ _2c"></span>Brasil, <span class="_ _2c"></span>salvo <span class="_ _2c"></span>a <span class="_ _2c"></span>contratação <span class="_ _2c"></span>de <span class="_ _2c"></span>empresas <span class="_ _2c"></span>fornecedoras </div><div class="t m0 x0 h7 y1dd ff5 fs0 fc0 sc0 ls0 ws0">de soluções <span class="_ _8"></span>biométricas, identificação <span class="_ _8"></span>(1:N) <span class="_ _8"></span>para um <span class="_ _8"></span>cadastro novo <span class="_ _8"></span>e <span class="_ _8"></span>verificação (1:1) <span class="_ _8"></span>em consultas </div><div class="t m0 x0 h7 y1de ff5 fs0 fc0 sc0 ls0 ws0">on-line <span class="_ _a"></span>da <span class="_ _a"></span>biometria <span class="_ _8"></span>solicitada, <span class="_ _a"></span>desde <span class="_ _a"></span>que <span class="_ _a"></span>previamente <span class="_ _a"></span>solicitadas <span class="_ _a"></span>ao <span class="_ _a"></span>ITI, <span class="_ _a"></span>conforme <span class="_ _a"></span>Anexo <span class="_ _a"></span>V <span class="_ _a"></span>deste </div><div class="t m0 x0 h7 y2a5 ff5 fs0 fc0 sc0 ls0 ws0">documento. </div><div class="t m0 x0 h31 y1e0 ff6 fs0 fc0 sc0 ls0 ws0">2.2.7<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos <span class="_ _2c"></span>para <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>de <span class="_ _2c"></span>PSC <span class="_ _2c"></span>de <span class="_ _2c"></span>Assinatura <span class="_ _2c"></span>Digital <span class="_ _2c"></span>e <span class="_ _2c"></span>Armazenamento </div><div class="t m0 x37 h2a y2a6 ff6 fs0 fc0 sc0 ls0 ws0">de Chaves Criptográficas </div><div class="t m0 x0 h30 y278 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Solicitação </span></span></div><div class="t m0 x0 h30 y2a7 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.1.1<span class="ff11"> <span class="_ _39"> </span></span>As <span class="_ _7"></span>solicitações <span class="_ _7"></span>dos <span class="_ _7"></span>candidatos <span class="_ _7"></span>ao <span class="_ _7"></span>credenciamento <span class="_ _2c"></span>como <span class="_ _7"></span>PSC <span class="_ _7"></span>de <span class="_ _7"></span>Assinatura <span class="_ _7"></span>Digital </div><div class="t m0 x0 h7 y2a8 ff5 fs0 fc0 sc0 ls0 ws0">e/ou  Armazenamento <span class="_ _1c"> </span>de  Chaves <span class="_ _18"> </span>Criptográficas <span class="_ _1c"> </span>na  ICP-Brasil  serão <span class="_ _18"> </span>encaminhadas <span class="_ _18"> </span>à  AC <span class="_ _1c"> </span>Raiz, </div><div class="t m0 x0 h7 y2a9 ff5 fs0 fc0 sc0 ls0 ws0">mediante a apresentação dos documentos a seguir relacionado<span class="ls4">s:</span> </div><div class="t m0 x36 h30 y2aa ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">formulário <span class="_ _5"></span>SOLICITAÇÃO <span class="_ _4"></span>DE <span class="_ _4"></span>CREDENCIAMENTO <span class="_ _4"></span>DE <span class="_ _4"></span>PRESTADOR <span class="_ _4"></span>DE <span class="_ _4"></span>SERVIÇO </span></span></div><div class="t m0 x37 h7 y2ab ff5 fs0 fc0 sc0 ls0 ws0">DE <span class="_ _24"> </span>CONFIANÇA <span class="_ _2a"> </span>DE <span class="_ _24"> </span>ARMAZENAMENTO <span class="_ _24"> </span>E <span class="_ _2a"> </span>ASSINATURA, <span class="_ _24"> </span>ADE-ICP-03.K <span class="_ _24"> </span>[4], </div><div class="t m0 x37 h7 y2ac ff5 fs0 fc0 sc0 ls0 ws0">devidamente preenchido e assinado pelos representantes legais do candidato; </div><div class="t m0 x36 h30 y2ad ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos relacionados no Anexo VI; </div><div class="t m0 x36 h30 y2ae ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">identificação <span class="_ _2d"> </span>do(s) <span class="_ _2d"> </span>local(is) <span class="_ _2d"> </span>onde <span class="_ _2d"> </span>o <span class="_ _2d"> </span>candidato(s) <span class="_ _2d"> </span>realizará(ão) <span class="_ _2d"> </span>as <span class="_ _2d"> </span>suas <span class="_ _2d"> </span>operações <span class="_ _2d"> </span>e </span></span></div><div class="t m0 x37 h7 y2af ff5 fs0 fc0 sc0 ls0 ws0">manterá(ão) seus equipamentos, documentação e materiais utilizados; </div><div class="t m0 x36 h30 y2b0 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>identificação <span class="_ _b"> </span>do <span class="_ _9"> </span>serviço <span class="_ _b"> </span>de <span class="_ _9"> </span>diretório <span class="_ _9"> </span>ou <span class="_ _b"> </span>página <span class="_ _9"> </span>web <span class="_ _9"> </span>onde <span class="_ _b"> </span>se <span class="_ _9"> </span>obtêm <span class="_ _b"> </span>o <span class="_ _9"> </span>arquivo <span class="_ _9"> </span>com <span class="_ _b"> </span>a </div><div class="t m0 x37 h7 y2b1 ff5 fs0 fc0 sc0 ls0 ws0">publicação da Política de Segurança <span class="ffe">–</span> <span class="ls3">PS.</span> </div><div class="t m0 x0 h30 y1ca ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.1.2<span class="ff11"> <span class="_ _39"> </span></span>A <span class="_ _2c"></span>solicitação <span class="_ _2c"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>será <span class="_ _2c"></span>protocolada <span class="_ _2c"></span>perante <span class="_ _2c"></span>o <span class="_ _2c"></span>Protocolo <span class="_ _2c"></span>Geral <span class="_ _7"></span>do <span class="_ _2c"></span>AC </div><div class="t m0 x0 h7 y2b2 ff5 fs0 fc0 sc0 ls0 ws0">Raiz. </div><div class="t m0 x0 h30 y2b3 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.1.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _3f"> </span>a <span class="_ _3f"> </span>solicitação <span class="_ _3f"> </span>de <span class="_ _3f"> </span>credenciamento <span class="_ _3f"> </span>não <span class="_ _3f"> </span>contenha <span class="_ _3f"> </span>todos <span class="_ _3f"> </span>os <span class="_ _3f"> </span>documentos </div><div class="t m0 x0 h7 y2b4 ff5 fs0 fc0 sc0 ls0 ws0">relacionados <span class="_ _1b"> </span>no <span class="_ _1c"> </span>Anexo <span class="_ _1b"> </span>VI, <span class="_ _1b"> </span>o <span class="_ _1c"> </span>ITI <span class="_ _1c"> </span>determinará <span class="_ _1b"> </span>a <span class="_ _1b"> </span>intimação <span class="_ _1c"> </span>do <span class="_ _1b"> </span>candidato <span class="_ _1c"> </span>para <span class="_ _1b"> </span>que, <span class="_ _1b"> </span>sob <span class="_ _1c"> </span>pena <span class="_ _1b"> </span>de </div><div class="t m0 x0 h7 y2b5 ff5 fs0 fc0 sc0 ls0 ws0">arquivamento do processo, <span class="_ _8"></span>supra as <span class="_ _8"></span>irregularidades no prazo máximo <span class="_ _8"></span>de 30 <span class="_ _8"></span>(trinta) dias, a <span class="_ _8"></span>contar do </div><div class="t m0 x0 h7 y2b6 ff5 fs0 fc0 sc0 ls0 ws0">recebimento de ofício enviado pelo ITI com comprovação de recebimento pelo destina<span class="_ _0"></span>tário. </div><div class="t m0 x0 h30 y1d0 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Auditoria Pré-operacional </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>
<div id="pf1a" class="pf w0 h0" data-page-no="1a"><div class="pc pc1a w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">24</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.2.1<span class="ff11"> <span class="_ _39"> </span></span>Ao <span class="_ _1b"> </span>protocolar <span class="_ _1b"></span>a <span class="_ _4"></span>solicitação <span class="_ _1b"> </span>de <span class="_ _4"></span>credenciame<span class="_ _8"></span>nto, <span class="_ _1b"></span>o <span class="_ _4"></span>candidato <span class="_ _1b"> </span>a <span class="_ _1b"></span>PSC <span class="_ _4"></span>deve <span class="_ _1b"></span>estar <span class="_ _4"></span>em </div><div class="t m0 x0 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">conformidade <span class="_ _7"></span>com <span class="_ _5"></span>todos <span class="_ _7"></span>os <span class="_ _5"></span>requisitos <span class="_ _7"></span>exigidos <span class="_ _5"></span>pelas <span class="_ _7"></span>resoluções <span class="_ _5"></span>do <span class="_ _7"></span>Comitê <span class="_ _5"></span>Gestor <span class="_ _7"></span>da <span class="_ _5"></span>ICP-<span class="_ _8"></span>Brasil </div><div class="t m0 x0 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">relacionados <span class="_ _2d"> </span>à <span class="_ _38"> </span>atividade <span class="_ _2d"> </span>de <span class="_ _38"> </span>PSC <span class="_ _2d"> </span>de <span class="_ _38"> </span>Assinatura <span class="_ _2d"> </span>Digital <span class="_ _2d"> </span>e/ou <span class="_ _38"> </span>Armazenamento <span class="_ _38"> </span>de <span class="_ _2d"> </span>Chaves </div><div class="t m0 x0 h7 y117 ff5 fs0 fc0 sc0 ls0 ws0">Criptográficas <span class="_ _2c"></span>e <span class="_ _2c"></span>pronto <span class="_ _a"></span>para <span class="_ _2c"></span>ser <span class="_ _2c"></span>auditado, <span class="_ _2c"></span>conforme <span class="_ _2c"></span>os <span class="_ _2c"></span>c<span class="_ _0"></span>ritérios <span class="_ _2c"></span>e <span class="_ _2c"></span>procedimentos <span class="_ _2c"></span>pa<span class="_ _0"></span>ra <span class="_ _2c"></span>a <span class="_ _2c"></span>realização </div><div class="t m0 x0 h7 y213 ff5 fs0 fc0 sc0 ls0 ws0">de auditoria nas entidades da ICP-Brasil dispostos no DOC-ICP-08 [8]. </div><div class="t m0 x0 h30 y1d4 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.2.2<span class="ff11"> <span class="_ _39"> </span></span>Durante <span class="_ _a"></span>as <span class="_ _a"></span>diligências <span class="_ _a"></span>de <span class="_ _a"></span>auditoria <span class="_ _a"></span>a <span class="_ _8"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>poderá <span class="_ _a"></span>exigir <span class="_ _a"></span>documentação <span class="_ _a"></span>adicional </div><div class="t m0 x0 h7 y1d5 ff5 fs0 fc0 sc0 ls0 ws0">contendo  especificações  sobre  equipamentos,  pr<span class="_ _8"></span>odutos  de  hardware  e  sof<span class="_ _8"></span>tware,  procedimentos </div><div class="t m0 x0 h7 y214 ff5 fs0 fc0 sc0 ls0 ws0">técnicos e operacionais adotados pela candidata. </div><div class="t m0 x0 h30 y1d7 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.2.3<span class="ff11"> <span class="_ _39"> </span></span>Caso <span class="_ _5"></span>o <span class="_ _5"></span>relatório <span class="_ _7"></span>de <span class="_ _5"></span>auditoria <span class="_ _7"></span>aponte <span class="_ _7"></span>o <span class="_ _5"></span>não-cumprimento <span class="_ _5"></span>de <span class="_ _5"></span>quaisquer <span class="_ _7"></span>dos <span class="_ _5"></span>critérios </div><div class="t m0 x0 h7 y1d8 ff5 fs0 fc0 sc0 ls0 ws0">para <span class="_ _8"></span>credenciamento <span class="_ _8"></span>exigidos <span class="_ _8"></span>pelo <span class="_ _8"></span>item <span class="_ _8"></span>2.1, <span class="_ _8"></span>a <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz <span class="_ _8"></span>intimará <span class="_ _8"></span>a <span class="_ _8"></span>candidata <span class="_ _8"></span>para <span class="_ _a"></span>que <span class="_ _8"></span>os <span class="_ _8"></span>cumpra <span class="_ _8"></span>no </div><div class="t m0 x0 h7 y1d9 ff5 fs0 fc0 sc0 ls0 ws0">prazo <span class="_ _4"></span>que <span class="_ _4"></span>fixar, <span class="_ _4"></span>a <span class="_ _4"></span>contar <span class="_ _4"></span>do <span class="_ _4"></span>recebimento <span class="_ _4"></span>de <span class="_ _4"></span>ofício <span class="_ _4"></span>enviado <span class="_ _4"></span>pela <span class="_ _4"></span>AC <span class="_ _5"></span>R<span class="_ _8"></span>aiz <span class="_ _4"></span>com <span class="_ _4"></span>comprovação <span class="_ _4"></span>de </div><div class="t m0 x0 h7 y2b7 ff5 fs0 fc0 sc0 ls0 ws0">recebimento pelo destinatário. </div><div class="t m0 x0 h30 y1db ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.2.4<span class="ff11"> <span class="_ _39"> </span></span>Após <span class="_ _1b"> </span>a <span class="_ _1b"> </span>comunicação <span class="_ _1b"></span>da <span class="_ _4"></span>candi<span class="_ _8"></span>data <span class="_ _4"></span>de <span class="_ _1b"> </span>que <span class="_ _1b"> </span>atendeu <span class="_ _1b"> </span>os <span class="_ _1b"> </span>critérios <span class="_ _1b"></span>de <span class="_ _4"></span>credenciamento </div><div class="t m0 x0 h7 y2b8 ff5 fs0 fc0 sc0 ls0 ws0">apontados <span class="_ _a"></span>como <span class="_ _a"></span>não <span class="_ _a"></span>cumpridos <span class="_ _a"></span>no <span class="_ _a"></span>rel<span class="_ _8"></span>atório <span class="_ _a"></span>de <span class="_ _a"></span>auditoria, <span class="_ _a"></span>a <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>intimará <span class="_ _2c"></span>a <span class="_ _8"></span>candidata <span class="_ _a"></span>por <span class="_ _a"></span>meio </div><div class="t m0 x0 h7 y2b9 ff5 fs0 fc0 sc0 ls0 ws0">de ofício <span class="_ _8"></span>enviado com <span class="_ _8"></span>comprovação de recebimento <span class="_ _8"></span>pelo destinatário, <span class="_ _8"></span>determinando a <span class="_ _8"></span>realização de </div><div class="t m0 x0 h7 y2ba ff5 fs0 fc0 sc0 ls0 ws0">auditoria complementar, de modo a verificar as medidas adotadas. </div><div class="t m0 x0 h30 y2a5 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.2.5<span class="ff11"> <span class="_ _39"> </span></span>Apresentado o relatório final <span class="_ _8"></span>de auditoria, a autoridade competente decidirá, no prazo </div><div class="t m0 x0 h7 y2bb ff5 fs0 fc0 sc0 ls0 ws0">de 30 (trinta) dias, acerca do pedido de credenciamento formulado pela solicitante. </div><div class="t m0 x0 h30 y2bc ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.2.6<span class="ff11"> <span class="_ _39"> </span></span>Sobre <span class="_ _5"></span>a <span class="_ _7"></span>decisão <span class="_ _7"></span>de <span class="_ _7"></span>indeferimento <span class="_ _7"></span>de <span class="_ _5"></span>solicitação <span class="_ _7"></span>de <span class="_ _7"></span>credenciamento, <span class="_ _7"></span>caberá <span class="_ _7"></span>recurso </div><div class="t m0 x0 h7 y2bd ff5 fs0 fc0 sc0 ls0 ws0">administrativo <span class="_ _2c"></span>da <span class="_ _2c"></span>candidata <span class="_ _2c"></span>à <span class="_ _a"></span>aut<span class="_ _8"></span>oridade <span class="_ _2c"></span>competente, <span class="_ _a"></span>observado <span class="_ _2c"></span>o <span class="_ _2c"></span>disposto <span class="_ _2c"></span>na <span class="_ _2c"></span>Lei <span class="_ _2c"></span>nº <span class="_ _a"></span>9.784, <span class="_ _2c"></span>de <span class="_ _2c"></span>29 </div><div class="t m0 x0 h7 y2be ff5 fs0 fc0 sc0 ls0 ws0">de janeiro de 1999. </div><div class="t m0 x0 h30 y2bf ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Ato de credenciamento </span></span></div><div class="t m0 x0 h30 y2c0 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.3.1<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _2d"> </span>deferimento <span class="_ _2d"> </span>ou <span class="_ _2d"> </span>o <span class="_ _2d"> </span>indeferimento <span class="_ _2d"> </span>do <span class="_ _2d"> </span>credenciamento <span class="_ _2d"> </span>será <span class="_ _2d"> </span>fundamentado <span class="_ _2d"> </span>e </div><div class="t m0 x0 h7 y2c1 ff5 fs0 fc0 sc0 ls0 ws0">comunicado ao candidato que deu encaminhamento ao requerimento. </div><div class="t m0 x0 h30 y2c2 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.3.2<span class="ff11"> <span class="_ _39"> </span></span>O  ato <span class="_ _1b"> </span>de  credenciamento <span class="_ _1c"> </span>será <span class="_ _1c"> </span>publicado  no <span class="_ _1b"> </span>Diário  Oficial <span class="_ _1b"> </span>da  União, <span class="_ _1b"> </span>devendo  o </div><div class="t m0 x0 h7 y2c3 ff5 fs0 fc0 sc0 ls0 ws0">candidato, por <span class="_ _8"></span>seu representante <span class="_ _8"></span>legal, apresentar <span class="_ _8"></span>termo <span class="_ _8"></span>de compromisso ao <span class="_ _8"></span>ITI, <span class="_ _8"></span>com a <span class="_ _8"></span>descrição de<span class="_ _8"></span> </div><div class="t m0 x0 h7 y2c4 ff5 fs0 fc0 sc0 ls0 ws0">suas <span class="_ _2c"></span>responsabilidades <span class="_ _2c"></span>e <span class="_ _7"></span>o <span class="_ _2c"></span>compromisso <span class="_ _7"></span>de <span class="_ _2c"></span>desempenhar <span class="_ _7"></span>suas <span class="_ _2c"></span>funções <span class="_ _2c"></span>de <span class="_ _7"></span>acordo <span class="_ _2c"></span>com <span class="_ _7"></span>padrões <span class="_ _2c"></span>de </div><div class="t m0 x0 h7 y2c5 ff5 fs0 fc0 sc0 ls0 ws0">idoneidade <span class="_ _2c"></span>que <span class="_ _2c"></span>asse<span class="_ _8"></span>guram <span class="_ _2c"></span>a <span class="_ _2c"></span>independênci<span class="_ _8"></span>a <span class="_ _2c"></span>e <span class="_ _2c"></span>neutralidade <span class="_ _7"></span>de <span class="_ _2c"></span>suas <span class="_ _7"></span>avaliações <span class="_ _2c"></span>bem <span class="_ _7"></span>como <span class="_ _2c"></span>o <span class="_ _7"></span>devido </div><div class="t m0 x0 h7 y2c6 ff5 fs0 fc0 sc0 ls0 ws0">rigor técnico e operacional. </div><div class="t m0 x0 h30 y2c7 ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.3.3<span class="ff11"> <span class="_ _39"> </span></span>O <span class="_ _7"></span>PSC <span class="_ _5"></span>de <span class="_ _7"></span>Armazenamento <span class="_ _7"></span>de <span class="_ _7"></span>Chaves <span class="_ _7"></span>Criptográficas <span class="_ _5"></span>que <span class="_ _7"></span>já <span class="_ _7"></span>estiver <span class="_ _7"></span>credenciado <span class="_ _7"></span>na </div><div class="t m0 x0 h7 y2c8 ff5 fs0 fc0 sc0 ls0 ws0">ICP-Brasil <span class="_ _7"></span>poderá <span class="_ _5"></span>prestar <span class="_ _5"></span>serviço <span class="_ _7"></span>a <span class="_ _5"></span>qualquer <span class="_ _7"></span>usuário <span class="_ _5"></span>da <span class="_ _7"></span>ICP<span class="_ _8"></span>-Brasil, <span class="_ _5"></span>em <span class="_ _7"></span>parceria <span class="_ _5"></span>com <span class="_ _5"></span>uma <span class="_ _7"></span>AC, <span class="_ _7"></span>a<span class="_ _8"></span> </div><div class="t m0 x0 h7 y2c9 ff5 fs0 fc0 sc0 ls0 ws0">qual <span class="_ _5"></span>deverá <span class="_ _5"></span>estar <span class="_ _4"></span>autorizada <span class="_ _5"></span>pelo <span class="_ _5"></span>ITI <span class="_ _5"></span>à <span class="_ _4"></span>prática <span class="_ _5"></span>de <span class="_ _5"></span>emissão <span class="_ _4"></span>declarada <span class="_ _5"></span>em <span class="_ _5"></span>sua <span class="_ _4"></span>PC/DPC, <span class="_ _5"></span>conforme </div><div class="t m0 x0 h7 y2ca ffe fs0 fc0 sc0 ls0 ws0">disposto no subitem “b” do item 3.1.<span class="ff5"> </span></div><div class="t m0 x0 h30 y2cb ff5 fs0 fc0 sc0 ls0 ws0">2.2.7.4<span class="ff11"> <span class="_ _e"></span><span class="ff5">Vedações ao credenciamento </span></span></div><div class="t m0 x0 h7 y2cc ff5 fs0 fc0 sc0 ls0 ws0">É <span class="_ _30"> </span>vedada <span class="_ _2a"> </span>a <span class="_ _2a"> </span>contratação, <span class="_ _2a"> </span>subcontratação <span class="_ _2a"> </span>ou <span class="_ _30"> </span>terceirização <span class="_ _2a"> </span>total <span class="_ _2a"> </span>ou <span class="_ _2a"> </span>parcial <span class="_ _2a"> </span>das <span class="_ _2a"> </span>atividades <span class="_ _30"> </span>de </div><div class="t m0 x0 h7 y2cd ff5 fs0 fc0 sc0 ls0 ws0">armazenamento <span class="_ _b"> </span>das <span class="_ _21"> </span>chaves <span class="_ _21"> </span>privadas <span class="_ _b"> </span>para <span class="_ _21"> </span>usuários <span class="_ _b"> </span>finais <span class="_ _21"> </span>pelos <span class="_ _b"> </span>PSC <span class="_ _21"> </span>de <span class="_ _21"> </span>Assinatura <span class="_ _b"> </span>Digital <span class="_ _21"> </span>e </div><div class="t m0 x0 h7 y2ce ff5 fs0 fc0 sc0 ls0 ws0">Armazenamento <span class="_ _1a"> </span>de <span class="_ _24"> </span>Chaves <span class="_ _1a"> </span>Criptográficas <span class="_ _1a"> </span>credenciados <span class="_ _24"> </span>no <span class="_ _1a"> </span>âmbito <span class="_ _1a"> </span>da <span class="_ _24"> </span>ICP<span class="_ _8"></span>-Brasil, <span class="_ _1a"> </span>salvo <span class="_ _1a"> </span>a </div><div class="t m0 x0 h7 y2cf ff5 fs0 fc0 sc0 ls0 ws0">contratação <span class="_ _5"></span>de <span class="_ _4"></span>empresas <span class="_ _4"></span>fornecedoras <span class="_ _4"></span>de <span class="_ _5"></span>soluções <span class="_ _4"></span>para <span class="_ _4"></span>hardwares <span class="_ _4"></span>criptográficos <span class="_ _4"></span>e <span class="_ _5"></span>sistemas <span class="_ _4"></span>para </div><div class="t m0 x0 h7 y2d0 ff5 fs0 fc0 sc0 ls0 ws0">serviços <span class="_ _1b"> </span>de <span class="_ _1b"></span>assinaturas <span class="_ _4"></span>digi<span class="_ _8"></span>tais <span class="_ _1b"></span>e <span class="_ _1b"> </span>verificação <span class="_ _1b"></span>das <span class="_ _1b"></span>assinaturas <span class="_ _1b"></span>digitais, <span class="_ _4"></span>conforme <span class="_ _1c"> </span>Anexo <span class="_ _1b"></span>VI <span class="_ _1b"></span>deste </div><div class="t m0 x0 h7 y2d1 ff5 fs0 fc0 sc0 ls0 ws0">documento. </div><div class="t m0 x0 h2f y2d2 ff6 fs4 fc0 sc0 ls0 ws0">3<span class="ff10"> <span class="_ _33"> </span></span>MANUTENÇÃO DO CREDENCIAMENTO<span class="_ _8"></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="pf1b" class="pf w0 h0" data-page-no="1b"><div class="pc pc1b w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">25</span> </div><div class="t m0 x0 h7 y14c ff5 fs0 fc0 sc0 ls0 ws0">As entidades credenciadas deverão manter atendidos os critérios definidos no item 2.1. </div><div class="t m0 x0 h30 y18c ff5 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Manutenção de credenciamento de AC </span></span></div><div class="t m0 x0 h7 y2d3 ff5 fs0 fc0 sc0 ls0 ws0">A entidade credenciada para desenvolver as atividades de AC deverá: </div><div class="t m0 x36 h30 y2d4 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comunicar, desde logo, à AC Raiz e à AC a que está subordinada: </span></span></div><div class="t m0 x39 h30 y2d5 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">qualquer <span class="_ _36"> </span>alteração <span class="_ _3f"> </span>em <span class="_ _36"> </span>seus <span class="_ _36"> </span>atos <span class="_ _3f"> </span>constitutivos, <span class="_ _36"> </span>estatuto, <span class="_ _36"> </span>contrato <span class="_ _36"> </span>social <span class="_ _3f"> </span>ou </span></span></div><div class="t m0 x3c h7 y2d6 ff5 fs0 fc0 sc0 ls0 ws0">administradores; </div><div class="t m0 x3a h30 y2d7 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">desvinculação de AC, de PSBio, de AR ou de PSSs credenciados; </span></span></div><div class="t m0 x3b h30 y2d8 ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">violação, <span class="_ _8"></span>de <span class="_ _a"></span>que <span class="_ _a"></span>tenha <span class="_ _a"></span>conhecimento, <span class="_ _a"></span>das <span class="_ _a"></span>diretrizes <span class="_ _a"></span>e <span class="_ _a"></span>normas <span class="_ _a"></span>técnicas <span class="_ _8"></span>da <span class="_ _a"></span>ICP<span class="_ _8"></span>-Brasil </span></span></div><div class="t m0 x3c h7 y2d9 ff5 fs0 fc0 sc0 ls0 ws0">cometida <span class="_ _2c"></span>pelas <span class="_ _7"></span>ACs, <span class="_ _2c"></span>ARs, <span class="_ _7"></span>PSSs. <span class="_ _7"></span>PSBios <span class="_ _2c"></span>ou <span class="_ _7"></span>PSCs <span class="_ _7"></span>que <span class="_ _2c"></span>lhe <span class="_ _7"></span>sejam <span class="_ _7"></span>operacionalmente </div><div class="t m0 x3c h7 y2da ff5 fs0 fc0 sc0 ls0 ws0">vinculados; ou </div><div class="t m0 x3b h30 y2db ff5 fs0 fc0 sc0 ls0 ws0">iv.<span class="ff11"> <span class="_ _3e"> </span></span>indício <span class="_ _24"> </span>ou <span class="_ _2a"> </span>fraude <span class="_ _24"> </span>comprovada <span class="_ _2a"> </span>na <span class="_ _24"> </span>emissão <span class="_ _2a"> </span>de <span class="_ _24"> </span>certificado <span class="_ _2a"> </span>por <span class="_ _24"> </span>requerente <span class="_ _2a"> </span>que </div><div class="t m0 x3c h7 y2dc ff5 fs0 fc0 sc0 ls0 ws0">apresente <span class="_ _2c"></span>documento <span class="_ _7"></span>ou <span class="_ _2c"></span>informação <span class="_ _7"></span>falsa, <span class="_ _2c"></span>no <span class="_ _7"></span>dia <span class="_ _2c"></span>útil <span class="_ _7"></span>imediatamente <span class="_ _2c"></span>subsequente <span class="_ _7"></span>à </div><div class="t m0 x3c h7 y2dd ff5 fs0 fc0 sc0 ls0 ws0">confirmação do ato, na forma estabelecida no ADE-ICP-03.H [14]. </div><div class="t m0 x36 h30 y2de ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>solicitar <span class="_ _8"></span>à <span class="_ _8"></span>AC Raiz <span class="_ _8"></span>autorização <span class="_ _8"></span>para <span class="_ _8"></span>alterar <span class="_ _8"></span>sua <span class="_ _8"></span>DPC, suas <span class="_ _8"></span>PCs <span class="_ _8"></span>ou <span class="_ _8"></span>sua <span class="_ _8"></span>Política <span class="_ _8"></span>de Segurança </div><div class="t m0 x37 h7 y2df ff5 fs0 fc0 sc0 ls0 ws0">- PS, constantes dos documentos relacionados no Anexo I; </div><div class="t m0 x36 h30 y2e0 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">manter <span class="_ _2c"></span>os <span class="_ _7"></span>titulares <span class="_ _2c"></span>dos <span class="_ _7"></span>certificados <span class="_ _2c"></span>informados <span class="_ _7"></span>acerca <span class="_ _7"></span>de <span class="_ _2c"></span>eventual <span class="_ _7"></span>sucessão <span class="_ _7"></span>de <span class="_ _2c"></span>AC <span class="_ _7"></span>ou <span class="_ _7"></span>AR </span></span></div><div class="t m0 x37 h7 y2e1 ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente vinculadas; </div><div class="t m0 x36 h30 y2e2 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>encaminhar <span class="_ _2a"> </span>à <span class="_ _30"> </span>AC <span class="_ _30"> </span>Raiz, <span class="_ _30"> </span>dentro <span class="_ _2a"> </span>do <span class="_ _30"> </span>prazo <span class="_ _2a"> </span>estabelecido <span class="_ _30"> </span>no <span class="_ _30"> </span>Plano <span class="_ _2a"> </span>Anual <span class="_ _30"> </span>de <span class="_ _30"> </span>Auditoria </div><div class="t m0 x37 h7 y1be ff5 fs0 fc0 sc0 ls0 ws0">Operacional, <span class="_ _2b"> </span>definido <span class="_ _2b"> </span>no <span class="_ _1"> </span>documento <span class="_ _1"> </span>CRITÉRIOS <span class="_ _2b"> </span>E <span class="_ _2b"> </span>PROCEDIMENTOS <span class="_ _1"> </span>PARA </div><div class="t m0 x37 h7 y2e3 ff5 fs0 fc0 sc0 ls0 ws0">AUDITORIA <span class="_ _1c"> </span>DAS <span class="_ _1c"> </span>ENTIDADES <span class="_ _1c"> </span>INTEGRANTES <span class="_ _1c"> </span>DA <span class="_ _1c"> </span>ICP-<span class="_ _8"></span>BRASIL, <span class="_ _1c"> </span>DOC-ICP-08 <span class="_ _1c"> </span>[8], </div><div class="t m0 x37 h7 y2e4 ff5 fs0 fc0 sc0 ls0 ws0">cronograma <span class="_ _7"></span>das <span class="_ _7"></span>auditorias <span class="_ _5"></span>a <span class="_ _7"></span>serem <span class="_ _7"></span>realizadas, <span class="_ _7"></span>durante <span class="_ _7"></span>o <span class="_ _5"></span>ano, <span class="_ _7"></span>nas <span class="_ _7"></span>entidades <span class="_ _7"></span>qu<span class="_ _8"></span>e <span class="_ _7"></span>lhe <span class="_ _5"></span>sejam </div><div class="t m0 x37 h7 y2e5 ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente vinculadas; </div><div class="t m0 x36 h30 y2e6 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">encaminhar  à  AC  Raiz  relatórios  de  audit<span class="_ _8"></span>orias  realizadas  nas  entidades  que  lhe  sejam </span></span></div><div class="t m0 x37 h7 y2e7 ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente vinculadas, até 30 (trinta) dias após sua conclusão. </div><div class="t m0 x36 h30 y2e8 ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">reg<span class="_ _8"></span>istrar <span class="_ _36"> </span>alterações <span class="_ _36"> </span>na <span class="_ _36"> </span>sua <span class="_ _36"> </span>infraestrutura <span class="_ _36"> </span>de <span class="_ _36"> </span>hardware, <span class="_ _36"> </span>soft<span class="_ _8"></span>ware <span class="_ _36"> </span>ou <span class="_ _36"> </span>procedimental </span></span></div><div class="t m0 x37 h7 y2e9 ff5 fs0 fc0 sc0 ls0 ws0">relacionada diretamente com a atividade de AC, AR, PSS ou PSBio. </div><div class="t m0 x0 h30 y2ea ff5 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Manutenção de credenciamento de AR </span></span></div><div class="t m0 x0 h30 y2eb ff5 fs0 fc0 sc0 ls0 ws0">3.2.1<span class="ff11"> <span class="_ _2b"> </span></span>A entida<span class="_ _8"></span>de credenciada para desenvolver as atividades de AR deverá: </div><div class="t m0 x36 h30 y2ec ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comunicar, desde logo, à AC a que está operacionalmente vinculada: </span></span></div><div class="t m0 x39 h30 y2ed ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">qualquer <span class="_ _36"> </span>alteração <span class="_ _3f"> </span>em <span class="_ _36"> </span>seus <span class="_ _36"> </span>atos <span class="_ _3f"> </span>constitutivos, <span class="_ _36"> </span>estatuto, <span class="_ _36"> </span>contrato <span class="_ _36"> </span>social <span class="_ _3f"> </span>ou </span></span></div><div class="t m0 x3c h7 y2ee ff5 fs0 fc0 sc0 ls0 ws0">administradores; </div><div class="t m0 x3a h30 y2ef ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">violação, <span class="_ _8"></span>de <span class="_ _a"></span>que <span class="_ _a"></span>tenha <span class="_ _a"></span>conhecimento, <span class="_ _a"></span>das <span class="_ _a"></span>diretrizes <span class="_ _a"></span>e <span class="_ _a"></span>normas <span class="_ _a"></span>técnicas <span class="_ _8"></span>da <span class="_ _a"></span>ICP<span class="_ _8"></span>-Brasil </span></span></div><div class="t m0 x3c h7 y2f0 ff5 fs0 fc0 sc0 ls0 ws0">por parte de seus funcionários; </div><div class="t m0 x36 h30 y2f1 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>observar a DPC, as PCs e a PS da AC a que estiver vinculada. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">26</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">3.2.2<span class="ff11"> <span class="_ _2b"> </span></span>As <span class="_ _5"></span>serventias <span class="_ _7"></span>extrajudiciais <span class="_ _7"></span>autorizadas <span class="_ _7"></span>pelo <span class="_ _5"></span>Conselho <span class="_ _7"></span>Nacional <span class="_ _5"></span>de <span class="_ _7"></span>Justiça, <span class="_ _7"></span>nos <span class="_ _5"></span>termos <span class="_ _7"></span>do </div><div class="t m0 x0 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">art. <span class="_ _1b"> </span>236 <span class="_ _1b"> </span>da <span class="_ _1b"> </span>Constituição <span class="_ _1b"> </span>Federal, <span class="_ _1c"> </span>desde <span class="_ _1b"> </span>que <span class="_ _1b"> </span>formalmente <span class="_ _1b"> </span>vinculadas <span class="_ _1b"> </span>a <span class="_ _1b"> </span>uma <span class="_ _1b"> </span>AR <span class="_ _1c"> </span>já <span class="_ _1b"> </span>credenciada, </div><div class="t m0 x0 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">poderão ter seus funcionários habilitados a atuar como agentes de registro. </div><div class="t m0 x0 h30 y14f ff5 fs0 fc0 sc0 ls0 ws0">3.3<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Manutenção de credenciamento de ACT </span></span></div><div class="t m0 x0 h7 y150 ff5 fs0 fc0 sc0 ls0 ws0">A entidade credenciada para desenvolver as atividades de ACT deverá: </div><div class="t m0 x36 h30 y2f2 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comunicar, desde logo, à AC Raiz: </span></span></div><div class="t m0 x39 h30 y2f3 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">qualquer <span class="_ _36"> </span>alteração <span class="_ _3f"> </span>em <span class="_ _36"> </span>seus <span class="_ _36"> </span>atos <span class="_ _3f"> </span>constitutivos, <span class="_ _36"> </span>estatuto, <span class="_ _36"> </span>contrato <span class="_ _36"> </span>social <span class="_ _33"> </span>ou </span></span></div><div class="t m0 x3c h7 y2f4 ff5 fs0 fc0 sc0 ls0 ws0">administradores; </div><div class="t m0 x3a h30 y2f5 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">desvinculação de PSSs credenciados; </span></span></div><div class="t m0 x3b h30 y2da ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">violação, de <span class="_ _8"></span>que <span class="_ _8"></span>tenha <span class="_ _8"></span>conhecimento, das <span class="_ _8"></span>dir<span class="_ _8"></span>etrizes e <span class="_ _8"></span>normas <span class="_ _8"></span>técnicas <span class="_ _8"></span>da ICP<span class="_ _8"></span>-Brasil, </span></span></div><div class="t m0 x3c h7 y2f6 ff5 fs0 fc0 sc0 ls0 ws0">cometida pelos PSSs que lhe sejam operacionalmente vinculados. </div><div class="t m0 x36 h30 y2dc ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>solicitar  à  AC  Raiz  autorização  para  alterar  sua  DP<span class="_ _0"></span>CT,  suas  PCTs  ou  sua  Política  de </div><div class="t m0 x37 h7 y2dd ff5 fs0 fc0 sc0 ls0 ws0">Segurança (PS), constantes dos documentos relacionados no Anexo IV; </div><div class="t m0 x36 h30 y2f7 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">encaminhar <span class="_ _2c"></span>à <span class="_ _2c"></span>AC <span class="_ _2c"></span>Raiz <span class="_ _2c"></span>relatórios <span class="_ _2c"></span>de <span class="_ _2c"></span>audit<span class="_ _8"></span>orias <span class="_ _2c"></span>realizadas <span class="_ _2c"></span>nas <span class="_ _2c"></span>suas <span class="_ _2c"></span>instalações <span class="_ _2c"></span>téc<span class="_ _8"></span>nicas, <span class="_ _2c"></span>até </span></span></div><div class="t m0 x37 h7 y2f8 ff5 fs0 fc0 sc0 ls0 ws0">30 (trinta) dias após a conclusão das mesmas; </div><div class="t m0 x36 h30 y2f9 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>registrar <span class="_ _36"> </span>alterações <span class="_ _3f"> </span>na <span class="_ _36"> </span>sua <span class="_ _36"> </span>infraestrutura <span class="_ _36"> </span>de <span class="_ _36"> </span>hardware, <span class="_ _36"> </span>software <span class="_ _36"> </span>ou <span class="_ _36"> </span>procedimental </div><div class="t m0 x37 h7 y2fa ff5 fs0 fc0 sc0 ls0 ws0">relacionada diretamente com a atividade de AC, AR, PSS ou PSBio. </div><div class="t m0 x0 h30 y2fb ff5 fs0 fc0 sc0 ls0 ws0">3.4<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Manutenção de credenciamento de PSS </span></span></div><div class="t m0 x0 h7 y61 ff5 fs0 fc0 sc0 ls0 ws0">A entidade credenciada para desenvolver as atividades de PSS deverá: </div><div class="t m0 x36 h30 y2fc ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comunicar <span class="_ _2c"></span>à <span class="_ _2c"></span>AC<span class="_ _0"></span>, <span class="_ _2c"></span>ACT <span class="_ _2c"></span>ou <span class="_ _2c"></span>PSC <span class="_ _2c"></span>ou <span class="_ _2c"></span>candidato <span class="_ _2c"></span>a <span class="_ _a"></span>AC, <span class="_ _2c"></span>ACT <span class="_ _2c"></span>ou <span class="_ _2c"></span>PSC <span class="_ _2c"></span>a <span class="_ _2c"></span>que <span class="_ _2c"></span>o <span class="_ _a"></span>candidato <span class="_ _2c"></span>a <span class="_ _2c"></span>PSS </span></span></div><div class="t m0 x37 h7 y2fd ff5 fs0 fc0 sc0 ls0 ws0">esteja operacionalmente vinculado, dir<span class="_ _8"></span>etamente ou por <span class="_ _8"></span>intermédio de <span class="_ _8"></span>PSBio ou de candidat<span class="_ _8"></span>o </div><div class="t m0 x37 h7 y1c1 ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _2a"> </span>PSBio, <span class="_ _2a"> </span>qualquer <span class="_ _2a"> </span>alteração <span class="_ _2a"> </span>em <span class="_ _2a"> </span>seus <span class="_ _2a"> </span>atos <span class="_ _2a"> </span>constitutivos, <span class="_ _2a"> </span>estatuto, <span class="_ _30"> </span>contrato <span class="_ _2a"> </span>social <span class="_ _2a"> </span>ou </div><div class="t m0 x37 h7 y2fe ff5 fs0 fc0 sc0 ls0 ws0">administradores; </div><div class="t m0 x36 h30 y2ff ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>observar <span class="_ _8"></span>a <span class="_ _8"></span>DPC, as <span class="_ _8"></span>PCs <span class="_ _8"></span>e <span class="_ _8"></span>a <span class="_ _8"></span>PS <span class="_ _8"></span>da AC, <span class="_ _8"></span>ou <span class="_ _8"></span>a <span class="_ _8"></span>DPCT, as <span class="_ _8"></span>PCTs <span class="_ _8"></span>e <span class="_ _8"></span>PS <span class="_ _8"></span>da <span class="_ _8"></span>ACT ou <span class="_ _8"></span>a <span class="_ _8"></span>DPPSC <span class="_ _8"></span>e <span class="_ _8"></span>PS </div><div class="t m0 x37 h7 y300 ff5 fs0 fc0 sc0 ls0 ws0">do PSC a que estiver vinculada. </div><div class="t m0 x0 h30 y301 ff5 fs0 fc0 sc0 ls0 ws0">3.5<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Manutenção de credenciamento de PSBio </span></span></div><div class="t m0 x0 h7 y302 ff5 fs0 fc0 sc0 ls0 ws0">A entidade credenciada para desenvolver as atividades de PSBio deverá, via cadeia hierárquica: </div><div class="t m0 x36 h30 y303 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comunicar, desde logo, ao ITI: </span></span></div><div class="t m0 x39 h30 y304 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">qualquer <span class="_ _36"> </span>alteração <span class="_ _3f"> </span>em <span class="_ _36"> </span>seus <span class="_ _36"> </span>atos <span class="_ _3f"> </span>constitutivos, <span class="_ _36"> </span>estatuto, <span class="_ _36"> </span>contrato <span class="_ _36"> </span>social <span class="_ _3f"> </span>ou </span></span></div><div class="t m0 x3c h7 y305 ff5 fs0 fc0 sc0 ls0 ws0">administradores, </div><div class="t m0 x3a h30 y306 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">violação, de que tenha conhecimento, das diretrizes e normas técnicas da ICP-Brasil, </span></span></div><div class="t m0 x3b h30 y9c ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">qualquer alteração na sua Política de Segurança <span class="ffe">–</span> <span class="ls3">PS.</span> </span></span></div><div class="t m0 x36 h30 y307 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>encaminhar <span class="_ _1c"> </span>ao <span class="_ _1b"> </span>ITI <span class="_ _1c"> </span>relatórios <span class="_ _1b"> </span>de <span class="_ _1b"> </span>auditorias <span class="_ _1c"> </span>em <span class="_ _1b"> </span>até <span class="_ _1c"> </span>30 <span class="_ _1b"> </span>(trinta) <span class="_ _1c"> </span>dias <span class="_ _1b"> </span>após <span class="_ _1b"> </span>a <span class="_ _1c"> </span>conclusão <span class="_ _1b"> </span>das<span class="_ _8"></span> </div><div class="t m0 x37 h7 y308 ff5 fs0 fc0 sc0 ls0 ws0">mesmas; </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">27</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">observar <span class="_ _1a"> </span>regulamento <span class="_ _1a"> </span>editado <span class="_ _1a"> </span>por <span class="_ _1a"> </span>instrução <span class="_ _1a"> </span>normativa <span class="_ _1a"> </span>da <span class="_ _1a"> </span>AC <span class="_ _1a"> </span>Ra<span class="_ _8"></span>iz <span class="_ _1a"> </span>que <span class="_ _1a"> </span>define <span class="_ _1a"> </span>os </span></span></div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">procedimentos para identificação biométrica na ICP-Brasil e a PS aplicável; e </div><div class="t m0 x36 h30 y1b0 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>registrar <span class="_ _36"> </span>alterações <span class="_ _3f"> </span>na <span class="_ _36"> </span>sua <span class="_ _36"> </span>infraestrutura <span class="_ _36"> </span>de <span class="_ _36"> </span>hardware, <span class="_ _36"> </span>software <span class="_ _36"> </span>ou <span class="_ _36"> </span>procedimental </div><div class="t m0 x37 h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">relacionada diretamente com a atividade de AC, AR, PSS ou PSBio. </div><div class="t m0 x0 h30 y26a ff5 fs0 fc0 sc0 ls0 ws0">3.6<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Manutenção <span class="_ _1c"> </span>de  credenciamento <span class="_ _1b"> </span>de <span class="_ _18"> </span>PSC <span class="_ _1c"> </span>de <span class="_ _1c"> </span>Assinatura <span class="_ _18"> </span>Digital <span class="_ _1c"> </span>e <span class="_ _1c"> </span>Armazenam<span class="_ _8"></span>ento <span class="_ _1c"> </span>de </span></span></div><div class="t m0 x3f h2a y26b ff6 fs0 fc0 sc0 ls0 ws0">Chaves Criptográficas </div><div class="t m0 x0 h7 y26c ff5 fs0 fc0 sc0 ls0 ws0">A <span class="_ _2d"> </span>entidade <span class="_ _2d"> </span>credenciada <span class="_ _2d"> </span>para <span class="_ _2d"> </span>desenvolver <span class="_ _1a"> </span>as <span class="_ _38"> </span>atividades <span class="_ _1a"> </span>de <span class="_ _38"> </span>PSC <span class="_ _1a"> </span>de <span class="_ _2d"> </span>Assinatura <span class="_ _2d"> </span>Digital <span class="_ _2d"> </span>e<span class="_ _8"></span> </div><div class="t m0 x0 h7 y26d ff5 fs0 fc0 sc0 ls0 ws0">Armazenamento de Chaves Criptográficas deverá: </div><div class="t m0 x36 h30 y26e ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">comunicar, desde logo, ao ITI: </span></span></div><div class="t m0 x39 h30 y309 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">qualquer <span class="_ _36"> </span>alteração <span class="_ _3f"> </span>em <span class="_ _36"> </span>seus <span class="_ _36"> </span>atos <span class="_ _3f"> </span>constitutivos, <span class="_ _36"> </span>estatuto, <span class="_ _36"> </span>contrato <span class="_ _36"> </span>social <span class="_ _3f"> </span>ou </span></span></div><div class="t m0 x3c h7 y30a ff5 fs0 fc0 sc0 ls0 ws0">administradores; </div><div class="t m0 x3a h30 y30b ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">violação, de que tenha conhecimento, das diretrizes e normas técnicas da IC<span class="_ _0"></span>P-Brasil; </span></span></div><div class="t m0 x3b h30 y30c ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">qualquer  alteração <span class="_ _9"> </span>na <span class="_ _9"> </span>sua <span class="_ _9"> </span>Declaração  de <span class="_ _9"> </span>Prát<span class="_ _8"></span>icas  de <span class="_ _9"> </span>Prestadores <span class="_ _9"> </span>de <span class="_ _9"> </span>Serviço <span class="_ _9"> </span>de </span></span></div><div class="t m0 x3c h7 y30d ff5 fs0 fc0 sc0 ls0 ws0">Confiança <span class="_ _21"> </span><span class="ffe">–</span> <span class="_ _30"> </span>DPPSC, <span class="_ _30"> </span>Plano <span class="_ _30"> </span>de <span class="_ _30"> </span>Capacidade <span class="_ _21"> </span>Operacional <span class="_ _30"> </span><span class="ffe">–</span> <span class="_ _30"> </span>PCO <span class="_ _21"> </span>e <span class="_ _30"> </span>Política <span class="_ _30"> </span>de </div><div class="t m0 x3c h7 y30e ff5 fs0 fc0 sc0 ls0 ws0">Segurança <span class="ffe">–</span> <span class="ls3">PS.</span> </div><div class="t m0 x36 h30 y30f ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>encaminhar <span class="_ _1c"> </span>ao <span class="_ _1b"> </span>ITI <span class="_ _1c"> </span>relatórios <span class="_ _1b"> </span>de <span class="_ _1b"> </span>auditorias <span class="_ _1c"> </span>em <span class="_ _1b"> </span>até <span class="_ _1c"> </span>30 <span class="_ _1b"> </span>(trinta) <span class="_ _1c"> </span>dias <span class="_ _1b"> </span>após <span class="_ _1b"> </span>a <span class="_ _1c"> </span>conclusão <span class="_ _1b"> </span>das<span class="_ _8"></span> </div><div class="t m0 x37 h7 y310 ff5 fs0 fc0 sc0 ls0 ws0">mesmas; </div><div class="t m0 x36 h30 y15b ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">observar <span class="_ _1a"> </span>regulamento <span class="_ _1a"> </span>editado <span class="_ _1a"> </span>por <span class="_ _1a"> </span>instrução <span class="_ _1a"> </span>normativa <span class="_ _1a"> </span>da <span class="_ _1a"> </span>AC <span class="_ _1a"> </span>Raiz <span class="_ _1a"> </span>que <span class="_ _1a"> </span>defina <span class="_ _1a"> </span>os </span></span></div><div class="t m0 x37 h7 y311 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _7"></span>operacionais <span class="_ _5"></span>mínimos <span class="_ _7"></span>para <span class="_ _5"></span>os <span class="_ _7"></span>prestadores <span class="_ _7"></span>de <span class="_ _5"></span>serviço <span class="_ _7"></span>de <span class="_ _5"></span>confiança <span class="_ _7"></span>da <span class="_ _7"></span>ICP<span class="_ _8"></span>-</div><div class="t m0 x37 h7 y279 ff5 fs0 fc0 sc0 ls0 ws0">Brasil, a DPPSC, o PCO e PS aplicável; e </div><div class="t m0 x36 h30 y312 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>registrar <span class="_ _36"> </span>alterações <span class="_ _3f"> </span>na <span class="_ _36"> </span>sua <span class="_ _36"> </span>infraestrutura <span class="_ _36"> </span>de <span class="_ _36"> </span>hardware, <span class="_ _36"> </span>software <span class="_ _36"> </span>ou <span class="_ _36"> </span>procedimental </div><div class="t m0 x37 h7 y27b ff5 fs0 fc0 sc0 ls0 ws0">relacionada diretamente com a atividade de AC, AR, PSS ou PSBio. </div><div class="t m0 x0 h2f y313 ff6 fs4 fc0 sc0 ls0 ws0">4<span class="ff10"> <span class="_ _33"> </span></span>DESCREDENCIAMENTO<span class="_ _8"></span> </div><div class="t m0 x0 h30 y314 ff5 fs0 fc0 sc0 ls0 ws0">4.1<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Descredenciamento de AC </span></span></div><div class="t m0 x0 h31 y2ae ff6 fs0 fc0 sc0 ls0 ws0">4.1.1<span class="ff10"> <span class="_ _10"> </span></span>Requisitos Gerais para o descrede<span class="_ _0"></span>nciamento de AC </div><div class="t m0 x0 h30 y315 ff5 fs0 fc0 sc0 ls0 ws0">4.1.1.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _2c"></span>descr<span class="_ _8"></span>edenciamento <span class="_ _2c"></span>de <span class="_ _7"></span>uma <span class="_ _2c"></span>AC <span class="_ _7"></span>pode <span class="_ _2c"></span>ocorrer <span class="_ _7"></span>em <span class="_ _2c"></span>relação <span class="_ _7"></span>a <span class="_ _2c"></span>todas <span class="_ _7"></span>as <span class="_ _7"></span>PCs <span class="_ _2c"></span>para <span class="_ _7"></span>qual <span class="_ _2c"></span>tenha </span></span></div><div class="t m0 x0 h7 y316 ff5 fs0 fc0 sc0 ls0 ws0">sido credenciada ou em relação a PC específicas. </div><div class="t m0 x0 h30 y317 ff5 fs0 fc0 sc0 ls0 ws0">4.1.1.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _4"></span>descredenciamento <span class="_ _4"></span>de <span class="_ _4"></span>uma <span class="_ _4"></span>AC <span class="_ _4"></span>para <span class="_ _4"></span>todas <span class="_ _4"></span>as <span class="_ _4"></span>PCs <span class="_ _4"></span>credenciadas <span class="_ _4"></span>enseja <span class="_ _4"></span>a <span class="_ _4"></span>revogação <span class="_ _4"></span>do </span></span></div><div class="t m0 x0 h7 y318 ff5 fs0 fc0 sc0 ls0 ws0">correspondente <span class="_ _36"> </span>certificado <span class="_ _38"> </span>e <span class="_ _36"> </span>o <span class="_ _36"> </span>descredenciamento <span class="_ _38"> </span>de <span class="_ _36"> </span>todas <span class="_ _36"> </span>as <span class="_ _38"> </span>entidades <span class="_ _36"> </span>que <span class="_ _36"> </span>lhe <span class="_ _38"> </span>sejam<span class="_ _8"></span> </div><div class="t m0 x0 h7 y319 ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente vinculadas: AC subsequentes, AR ou PSS. </div><div class="t m0 x0 h31 y31a ff6 fs0 fc0 sc0 ls0 ws0">4.1.2<span class="ff10"> <span class="_ _10"> </span></span>Hipóteses para o descredenciamento de AC </div><div class="t m0 x36 h30 y2f0 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">quando <span class="_ _8"></span>da <span class="_ _a"></span>expiração <span class="_ _a"></span>do <span class="_ _a"></span>prazo <span class="_ _a"></span>de <span class="_ _a"></span>validade <span class="_ _a"></span>de <span class="_ _a"></span>certificado <span class="_ _a"></span>da <span class="_ _a"></span>AC, <span class="_ _a"></span>sem <span class="_ _a"></span>que <span class="_ _a"></span>haja <span class="_ _a"></span>a <span class="_ _a"></span>emissão <span class="_ _a"></span>de </span></span></div><div class="t m0 x37 h7 y31b ff5 fs0 fc0 sc0 ls0 ws0">novo certificado para substituí-lo; </div><div class="t m0 x36 h30 y31c ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>quando do descredenciamento da AC de nível imediatamente superior; </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">28</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">quando <span class="_ _b"> </span>do <span class="_ _9"> </span>descr<span class="_ _8"></span>edenciamento <span class="_ _b"> </span>de <span class="_ _b"> </span>AR <span class="_ _9"> </span>única <span class="_ _21"> </span>vinculada, <span class="_ _b"> </span>sem <span class="_ _b"> </span>que <span class="_ _b"> </span>haja <span class="_ _9"> </span>a <span class="_ _b"> </span>solicitação <span class="_ _b"> </span>de </span></span></div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">credenciamento de nova AR; </div><div class="t m0 x36 h30 y1b0 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>quando <span class="_ _8"></span>do descredenciamento de <span class="_ _8"></span>PSS único vinculado, <span class="_ _8"></span>que desempenhe atividades descritas </div><div class="t m0 x37 h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">nas <span class="_ _8"></span>DPCs <span class="_ _a"></span>e <span class="_ _8"></span>PCs <span class="_ _a"></span>da <span class="_ _8"></span>AC, <span class="_ _a"></span>de <span class="_ _8"></span>modo <span class="_ _a"></span>a <span class="_ _8"></span>inviabilizar <span class="_ _a"></span>a <span class="_ _8"></span>continuidade <span class="_ _a"></span>de <span class="_ _8"></span>operação <span class="_ _a"></span>da <span class="_ _8"></span>AC, <span class="_ _a"></span>sem <span class="_ _8"></span>que </div><div class="t m0 x37 h7 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">haja a <span class="_ _8"></span>solicitação <span class="_ _8"></span>de cre<span class="_ _8"></span>denciamento de <span class="_ _8"></span>novo PSS <span class="_ _8"></span>e <span class="_ _8"></span>sem que <span class="_ _8"></span>a AC <span class="_ _8"></span>passe <span class="_ _8"></span>a <span class="_ _8"></span>desempenhar, ela </div><div class="t m0 x37 h7 y31d ff5 fs0 fc0 sc0 ls0 ws0">própria, as atividades antes executadas pelo PSS; </div><div class="t m0 x36 h30 y31e ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a pedido da própria AC, mediante requerimento, em relação às suas atividades; ou </span></span></div><div class="t m0 x36 h30 y1b5 ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">por <span class="_ _1b"> </span>determinação <span class="_ _1b"></span>da <span class="_ _4"></span>AC <span class="_ _1b"></span>Raiz, <span class="_ _4"></span>em <span class="_ _1b"> </span>razão <span class="_ _4"></span>de <span class="_ _1b"> </span>descumprimento <span class="_ _1b"></span>de <span class="_ _4"></span>qualquer <span class="_ _1b"> </span>dos <span class="_ _4"></span>critérios <span class="_ _1b"> </span>e </span></span></div><div class="t m0 x37 h7 y231 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _1a"> </span>exigidos <span class="_ _1a"> </span>para <span class="_ _1a"> </span>o <span class="_ _1a"> </span>seu <span class="_ _1a"> </span>funcionamento, <span class="_ _1a"> </span>após <span class="_ _1a"> </span>o <span class="_ _1a"> </span>decurso <span class="_ _1a"> </span>do <span class="_ _1a"> </span>prazo <span class="_ _1a"> </span>para </div><div class="t m0 x37 h7 y28b ff5 fs0 fc0 sc0 ls0 ws0">regularização, <span class="_ _b"> </span>sem <span class="_ _b"> </span>que <span class="_ _b"> </span>a <span class="_ _b"> </span>entidade <span class="_ _b"> </span>tenha <span class="_ _b"> </span>sanado <span class="_ _b"> </span>a <span class="_ _21"> </span>irregularidade <span class="_ _b"> </span>e <span class="_ _9"> </span>medi<span class="_ _8"></span>ante <span class="_ _b"> </span>processo </div><div class="t m0 x37 h7 y31f ff5 fs0 fc0 sc0 ls0 ws0">administrativo. </div><div class="t m0 x0 h31 y320 ff6 fs0 fc0 sc0 ls0 ws0">4.1.3<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para descredenciam<span class="_ _0"></span>ento de AC </div><div class="t m0 x0 h30 y321 ff5 fs0 fc0 sc0 ls0 ws0">4.1.3.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento solicitado pela própria AC </span></span></div><div class="t m0 x0 h7 y322 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _1b"></span>hipótese <span class="_ _1b"></span>de <span class="_ _4"></span>o <span class="_ _1b"> </span>descredenciamento <span class="_ _1b"> </span>ser <span class="_ _1b"> </span>solicitado <span class="_ _1b"> </span>pela <span class="_ _1b"> </span>própria <span class="_ _1b"></span>AC, <span class="_ _4"></span>deverão <span class="_ _1b"> </span>ser <span class="_ _1b"> </span>obedecidos <span class="_ _1b"> </span>os </div><div class="t m0 x0 h7 y323 ff5 fs0 fc0 sc0 ls0 ws0">seguintes procedimentos: </div><div class="t m0 x36 h30 y324 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5"> a AC comunicará, com 120 (cento e vinte) dias de antecedência, diretamente à AC Raiz e às </span></span></div><div class="t m0 x37 h7 y325 ff5 fs0 fc0 sc0 ls4 ws0">en<span class="ls0">tidades <span class="_ _a"></span>a <span class="_ _2c"></span>ela <span class="_ _8"></span>vinculadas, <span class="_ _2c"></span>e <span class="_ _a"></span>publicará <span class="_ _a"></span>em <span class="_ _2c"></span>sua <span class="_ _8"></span>página <span class="_ _2c"></span>web, <span class="_ _a"></span>para <span class="_ _a"></span>conhecimento <span class="_ _2c"></span>dos <span class="_ _8"></span>titulares<span class="_ _8"></span> </span></div><div class="t m0 x37 h7 y326 ff5 fs0 fc0 sc0 ls0 ws0">de <span class="_ _8"></span>certificados <span class="_ _8"></span>emitidos, <span class="_ _8"></span>a <span class="_ _a"></span>decisão <span class="_ _8"></span>de <span class="_ _8"></span>encerrar<span class="_ _8"></span> <span class="_ _8"></span>suas <span class="_ _8"></span>atividades <span class="_ _8"></span>de <span class="_ _a"></span>emissão <span class="_ _8"></span>de <span class="_ _8"></span>cer<span class="_ _8"></span>tificados <span class="_ _8"></span>no </div><div class="t m0 x37 h7 y327 ff5 fs0 fc0 sc0 ls0 ws0">âmbito da ICP-Brasil ou de não mais emitir certificados sob as PCs especificadas; e </div><div class="t m0 x36 h30 y328 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span><span class="ls4">a </span>AC divulgar<span class="_ _8"></span>á, pelos 90 (noventa) dias imediatamente anteriores à <span class="_ _8"></span>expiração do certificado, </div><div class="t m0 x37 h7 y329 ff5 fs0 fc0 sc0 ls0 ws0">em sua <span class="_ _8"></span>página web, a <span class="_ _8"></span>decisão <span class="_ _8"></span>de encerrar suas<span class="_ _8"></span> atividades no <span class="_ _8"></span>âmbito da <span class="_ _8"></span>ICP<span class="_ _8"></span>-Brasil ou de <span class="_ _8"></span>não </div><div class="t m0 x37 h7 y32a ff5 fs0 fc0 sc0 ls0 ws0">mais emitir certificados sob as PCs especificadas. </div><div class="t m0 x0 h30 y32b ff5 fs0 fc0 sc0 ls0 ws0">4.1.3.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por determinação da AC Raiz </span></span></div><div class="t m0 x0 h7 y32c ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _8"></span>hipótese <span class="_ _8"></span>de <span class="_ _8"></span>descredenciamento <span class="_ _8"></span>da <span class="_ _8"></span>AC <span class="_ _8"></span>por <span class="_ _8"></span>determi<span class="_ _8"></span>nação <span class="_ _8"></span>da <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz, <span class="_ _8"></span>deverão <span class="_ _8"></span>ser <span class="_ _8"></span>obedecidos <span class="_ _8"></span>os </div><div class="t m0 x0 h7 y32d ff5 fs0 fc0 sc0 ls0 ws0">seguintes procedimentos: </div><div class="t m0 x36 h30 y32e ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a <span class="_ _8"></span>AC <span class="_ _a"></span>Raiz <span class="_ _a"></span>comuni<span class="_ _8"></span>cará <span class="_ _a"></span>à <span class="_ _8"></span>AC <span class="_ _a"></span>o <span class="_ _a"></span>seu <span class="_ _a"></span>descr<span class="_ _8"></span>edenciamento, <span class="_ _a"></span>com <span class="_ _a"></span>relação <span class="_ _a"></span>às <span class="_ _a"></span>PCs <span class="_ _8"></span>que <span class="_ _2c"></span>especificar; </span></span></div><div class="t m0 x37 h7 y32f ff5 fs0 fc0 sc0 ls0 ws0">e </div><div class="t m0 x36 h30 y330 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>as <span class="_ _4"></span>ACs <span class="_ _5"></span>descredenciadas <span class="_ _5"></span>sob <span class="_ _4"></span>esta <span class="_ _5"></span>hipótese <span class="_ _5"></span>ficam <span class="_ _5"></span>impedidas <span class="_ _5"></span>de <span class="_ _4"></span>apresentar <span class="_ _5"></span>novo <span class="_ _5"></span>pedido <span class="_ _5"></span>de </div><div class="t m0 x37 h7 y331 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento <span class="_ _5"></span>pelo <span class="_ _4"></span>prazo <span class="_ _5"></span>de <span class="_ _4"></span>6 <span class="_ _5"></span>(seis) <span class="_ _4"></span>meses <span class="_ _4"></span>contados <span class="_ _5"></span>da <span class="_ _4"></span>publicação <span class="_ _5"></span>de <span class="_ _4"></span>que <span class="_ _4"></span>trata <span class="_ _5"></span>o <span class="_ _4"></span>item </div><div class="t m0 x37 h7 y332 ff5 fs0 fc0 sc0 ls0 ws0">4.1.3.3.a. </div><div class="t m0 x0 h30 y333 ff5 fs0 fc0 sc0 ls0 ws0">4.1.3.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por qualquer das hipóteses previstas </span></span></div><div class="t m0 x0 h7 y334 ff5 fs0 fc0 sc0 ls0 ws0">Em  qualquer <span class="_ _1c"> </span>das  hipóteses  de  des<span class="_ _0"></span>credenciamento  de <span class="_ _1c"> </span>AC  deverão  ser <span class="_ _1c"> </span>obedecidos  os  seguintes </div><div class="t m0 x0 h7 y286 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos: </div><div class="t m0 x36 h30 y287 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a <span class="_ _1b"> </span>AC <span class="_ _1c"> </span>Raiz <span class="_ _1b"> </span>divulgará <span class="_ _1c"> </span>o <span class="_ _1c"> </span>fato, <span class="_ _1b"> </span>logo <span class="_ _1c"> </span>após <span class="_ _1c"> </span>a <span class="_ _1b"> </span>consumação <span class="_ _1c"> </span>da <span class="_ _1b"> </span>respectiva <span class="_ _1c"> </span>hipótese, <span class="_ _1c"> </span>no <span class="_ _1b"> </span>Diário </span></span></div><div class="t m0 x37 h7 y288 ff5 fs0 fc0 sc0 ls0 ws0">Oficial da União e em sua página web; </div><div class="t m0 x36 h30 y335 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>as <span class="_ _2c"></span>ACs <span class="_ _8"></span>subsequentes, <span class="_ _2c"></span>AR<span class="_ _0"></span>s <span class="_ _a"></span>e <span class="_ _2c"></span>PSSs <span class="_ _8"></span>operacionalmente <span class="_ _a"></span>vinculado<span class="_ _8"></span>s <span class="_ _a"></span>deverão <span class="_ _a"></span>cessar, <span class="_ _2c"></span>em <span class="_ _8"></span>relação </div><div class="t m0 x37 h7 y336 ff5 fs0 fc0 sc0 ls0 ws0">às <span class="_ _2c"></span>PCs <span class="_ _2c"></span>objeto <span class="_ _2c"></span>do <span class="_ _a"></span>descr<span class="_ _8"></span>edenciamento, <span class="_ _2c"></span>suas <span class="_ _2c"></span>atividades <span class="_ _a"></span>de <span class="_ _2c"></span>emissão <span class="_ _2c"></span>de <span class="_ _2c"></span>certificados <span class="_ _2c"></span>no <span class="_ _2c"></span>âmbito </div><div class="t m0 x37 h7 y337 ff5 fs0 fc0 sc0 ls0 ws0">da ICP-Brasil, imediatamente após a comunicação de que trata a alínea anterior; 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<div id="pf1f" class="pf w0 h0" data-page-no="1f"><div class="pc pc1f w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">29</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">em caso de descredenciamento total de uma AC: </span></span></div><div class="t m0 x39 h30 y338 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">as <span class="_ _4"></span>chaves <span class="_ _4"></span>públicas <span class="_ _4"></span>dos <span class="_ _4"></span>certificados <span class="_ _5"></span>por <span class="_ _1b"></span>ela <span class="_ _5"></span>emitidos <span class="_ _4"></span>deverão <span class="_ _4"></span>ser <span class="_ _4"></span>armazenadas <span class="_ _4"></span>por </span></span></div><div class="t m0 x3c h7 y1b0 ff5 fs0 fc0 sc0 ls0 ws0">qualquer <span class="_ _2c"></span>AC <span class="_ _2c"></span>interessada. <span class="_ _2c"></span>Se <span class="_ _2c"></span>não <span class="_ _2c"></span>houver <span class="_ _2c"></span>AC <span class="_ _2c"></span>interessada, <span class="_ _2c"></span>obri<span class="_ _8"></span>gatoriamente <span class="_ _2c"></span>deve <span class="_ _2c"></span>ser </div><div class="t m0 x3c h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">assumida pela AC superior ou AC do PSS, após aprovação da AC Raiz; </div><div class="t m0 x3a h30 y339 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">quando <span class="_ _30"> </span>houver <span class="_ _30"> </span>mais <span class="_ _30"> </span>de <span class="_ _30"> </span>uma <span class="_ _30"> </span>AC <span class="_ _30"> </span>interessada, <span class="_ _30"> </span>assumirá <span class="_ _30"> </span>a <span class="_ _30"> </span>responsabilidade <span class="_ _30"> </span>do </span></span></div><div class="t m0 x3c h7 y33a ff5 fs0 fc0 sc0 ls0 ws0">armazenamento <span class="_ _5"></span>das <span class="_ _1b"></span>chaves <span class="_ _5"></span>públicas <span class="_ _4"></span>aquela <span class="_ _4"></span>indicada <span class="_ _4"></span>pela <span class="_ _4"></span>AC <span class="_ _4"></span>que <span class="_ _4"></span>encerra <span class="_ _4"></span>as <span class="_ _4"></span>suas </div><div class="t m0 x3c h7 y24a ff5 fs0 fc0 sc0 ls0 ws0">atividades; </div><div class="t m0 x3b h30 y33b ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">a <span class="_ _2c"></span>AC <span class="_ _2c"></span>que <span class="_ _2c"></span>encer<span class="_ _8"></span>ra <span class="_ _2c"></span>as <span class="_ _2c"></span>suas <span class="_ _7"></span>atividades <span class="_ _2c"></span>transferirá, <span class="_ _7"></span>se <span class="_ _2c"></span>for <span class="_ _7"></span>o <span class="_ _2c"></span>caso, <span class="_ _2c"></span>a <span class="_ _7"></span>documentação <span class="_ _2c"></span>dos </span></span></div><div class="t m0 x3c h7 y33c ff5 fs0 fc0 sc0 ls0 ws0">certificados <span class="_ _1b"> </span>digitais <span class="_ _1c"> </span>emitidos <span class="_ _1c"> </span>à <span class="_ _1c"> </span>AC <span class="_ _1b"> </span>que <span class="_ _1c"> </span>tenha <span class="_ _1c"> </span>assumido <span class="_ _1c"> </span>a <span class="_ _1b"> </span>guarda <span class="_ _1c"> </span>das <span class="_ _1c"> </span>respectivas </div><div class="t m0 x3c h7 y33d ff5 fs0 fc0 sc0 ls0 ws0">chaves públicas; e </div><div class="t m0 x3b h30 y33e ff5 fs0 fc0 sc0 ls0 ws0">iv.<span class="ff11"> <span class="_ _3e"> </span><span class="ffe">caso <span class="_ _a"></span>as <span class="_ _2c"></span>chaves <span class="_ _8"></span>públicas <span class="_ _a"></span>não <span class="_ _2c"></span>tenham <span class="_ _8"></span>sido <span class="_ _2c"></span>assumidas <span class="_ _8"></span>conforme <span class="_ _2c"></span>disposto <span class="_ _8"></span>na <span class="_ _a"></span>alínea <span class="_ _2c"></span>‘i’, </span></span></div><div class="t m0 x3c h7 y33f ff5 fs0 fc0 sc0 ls0 ws0">acima,  excepcionalmente <span class="_ _18"> </span>os  documentos  refere<span class="_ _0"></span>ntes  aos  certificados <span class="_ _1c"> </span>digitais  e  as </div><div class="t m0 x3c h7 y340 ff5 fs0 fc0 sc0 ls0 ws0">respectivas chaves públicas serão repassados à AC Raiz. </div><div class="t m0 x0 h30 y28c ff5 fs0 fc0 sc0 ls0 ws0">4.2<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Descredenciamento de AR </span></span></div><div class="t m0 x0 h7 y274 ff5 fs0 fc0 sc0 ls0 ws0">O descredenciamento de uma AR implicará a paralisação automática de suas operações. </div><div class="t m0 x0 h31 y341 ff6 fs0 fc0 sc0 ls0 ws0">4.2.1<span class="ff10"> <span class="_ _10"> </span></span>Hipóteses para o descredenciamento de AR </div><div class="t m0 x0 h7 y342 ff5 fs0 fc0 sc0 ls0 ws0">São as seguintes as hipóteses para descredenciamento de AR: </div><div class="t m0 x36 h30 y343 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">quando do descredenciamento da AC a que esteja operacionalmente vinculada; </span></span></div><div class="t m0 x36 h30 y344 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>a <span class="_ _a"></span>pedido <span class="_ _8"></span>da <span class="_ _8"></span>AC <span class="_ _a"></span>à <span class="_ _8"></span>qual <span class="_ _a"></span>a <span class="_ _8"></span>AR <span class="_ _8"></span>esteja<span class="_ _8"></span> <span class="_ _8"></span>operacionalmente <span class="_ _8"></span>vinculada, <span class="_ _8"></span>medi<span class="_ _8"></span>ante <span class="_ _8"></span>requerimento, <span class="_ _8"></span>em </div><div class="t m0 x37 h7 y345 ff5 fs0 fc0 sc0 ls0 ws0">relação às atividades da AR; </div><div class="t m0 x36 h30 y346 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a pedido da própria AR credenciada; ou </span></span></div><div class="t m0 x36 h30 y347 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>por <span class="_ _2c"></span>determinação <span class="_ _2c"></span>da <span class="_ _2c"></span>AC <span class="_ _2c"></span>Raiz, <span class="_ _2c"></span>em <span class="_ _2c"></span>razão <span class="_ _2c"></span>do <span class="_ _a"></span>descumpr<span class="_ _8"></span>imento <span class="_ _2c"></span>dos <span class="_ _2c"></span>critérios <span class="_ _2c"></span>e <span class="_ _2c"></span>procedimentos </div><div class="t m0 x37 h7 y348 ff5 fs0 fc0 sc0 ls0 ws0">exigidos <span class="_ _2c"></span>para <span class="_ _a"></span>o <span class="_ _2c"></span>seu <span class="_ _a"></span>funcionamento, <span class="_ _2c"></span>após <span class="_ _a"></span>o <span class="_ _2c"></span>decurso <span class="_ _a"></span>do <span class="_ _2c"></span>prazo <span class="_ _2c"></span>para<span class="_ _0"></span> <span class="_ _2c"></span>regularização, <span class="_ _a"></span>sem <span class="_ _2c"></span>que <span class="_ _a"></span>a </div><div class="t m0 x37 h7 y349 ff5 fs0 fc0 sc0 ls0 ws0">entidade tenha sanado a irregularidade e mediante processo administrativo. </div><div class="t m0 x0 h31 y34a ff6 fs0 fc0 sc0 ls0 ws0">4.2.2<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para descredenciam<span class="_ _0"></span>ento de AR </div><div class="t m0 x0 h30 y34b ff5 fs0 fc0 sc0 ls0 ws0">4.2.2.1<span class="ff11"> <span class="_ _e"></span><span class="ff5"> <span class="_ _40"> </span>Descredenciamento solicitado pela própria AC </span></span></div><div class="t m0 x0 h30 y34c ff5 fs0 fc0 sc0 ls0 ws0">4.2.2.1.1<span class="ff11"> <span class="_ _39"> </span></span>Na  hipótese  de  descredenciamento  de  AR  a <span class="_ _9"> </span>pedido  da  AC  à  qual  a  AR  esteja<span class="_ _8"></span> </div><div class="t m0 x0 h7 y34d ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente vinculada, a AC enviará o respectivo requerimento à AC Raiz, informando: </div><div class="t m0 x36 h30 y34e ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">o motivo do descredenciamento; e </span></span></div><div class="t m0 x36 h30 y34f ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>a data de encerramento das atividades da AR. </div><div class="t m0 x0 h30 y350 ff5 fs0 fc0 sc0 ls0 ws0">4.2.2.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por determinação da AC Raiz. </span></span></div><div class="t m0 x0 h7 y351 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _8"></span>hipótese <span class="_ _8"></span>de <span class="_ _8"></span>descredenciamento <span class="_ _8"></span>da <span class="_ _8"></span>AR <span class="_ _8"></span>por <span class="_ _8"></span>determi<span class="_ _8"></span>nação <span class="_ _8"></span>da <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz, <span class="_ _8"></span>deverão <span class="_ _8"></span>ser <span class="_ _8"></span>obedecidos <span class="_ _8"></span>os </div><div class="t m0 x0 h7 y352 ff5 fs0 fc0 sc0 ls0 ws0">seguintes procedimentos: </div><div class="t m0 x36 h30 y353 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a AC Raiz comunicará à AC e à AR o seu descredenciamento; </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">30</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>as <span class="_ _2c"></span>ARs <span class="_ _a"></span>descredenciadas <span class="_ _2c"></span>por <span class="_ _8"></span>determinação <span class="_ _2c"></span>da <span class="_ _a"></span>AC <span class="_ _2c"></span>Raiz <span class="_ _a"></span>ficam <span class="_ _a"></span>impedidas <span class="_ _2c"></span>de <span class="_ _a"></span>apresentar <span class="_ _2c"></span>nov<span class="_ _0"></span>o </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">pedido <span class="_ _a"></span>de <span class="_ _a"></span>credenciamento <span class="_ _a"></span>pelo <span class="_ _2c"></span>p<span class="_ _0"></span>razo <span class="_ _a"></span>de <span class="_ _a"></span>6 <span class="_ _a"></span>(seis) <span class="_ _a"></span>meses <span class="_ _a"></span>contados <span class="_ _a"></span>da <span class="_ _2c"></span>pub<span class="_ _0"></span>licação <span class="_ _a"></span>de <span class="_ _a"></span>que <span class="_ _a"></span>trata </div><div class="t m0 x37 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">o item 4.2.2.4.a; e </div><div class="t m0 x36 h30 y1b1 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">nos <span class="_ _1b"> </span>casos <span class="_ _1c"> </span>de <span class="_ _1c"> </span>reincidência <span class="_ _1c"> </span>de <span class="_ _1b"> </span>descredenci<span class="_ _8"></span>amento <span class="_ _1b"> </span>por <span class="_ _1c"> </span>determinação <span class="_ _1c"> </span>da <span class="_ _1b"> </span>AC <span class="_ _1c"> </span>Rai<span class="_ _8"></span>z, <span class="_ _1c"> </span>as <span class="_ _1c"> </span>ARs </span></span></div><div class="t m0 x37 h7 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">descredenciadas <span class="_ _2c"></span>ficam <span class="_ _2c"></span>impedidas <span class="_ _2c"></span>de<span class="_ _0"></span> <span class="_ _2c"></span>apresentar <span class="_ _2c"></span>novo <span class="_ _2c"></span>pedido <span class="_ _a"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _2c"></span>pelo <span class="_ _2c"></span>prazo </div><div class="t m0 x37 h7 y31d ff5 fs0 fc0 sc0 ls0 ws0">de 5 (cinco) anos, contados da data da publicação de que trata o item 4.2.2.4.a. </div><div class="t m0 x0 h30 y31e ff5 fs0 fc0 sc0 ls0 ws0">4.2.2.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _8"></span>pedido <span class="_ _8"></span>de <span class="_ _8"></span>descredenciamento <span class="_ _8"></span>por <span class="_ _8"></span>iniciativa <span class="_ _8"></span>da <span class="_ _8"></span>própria <span class="_ _8"></span>AR <span class="_ _8"></span>deverá <span class="_ _8"></span>ser <span class="_ _a"></span>feito <span class="_ _8"></span>por <span class="_ _8"></span>intermédio </span></span></div><div class="t m0 x0 h7 y355 ff5 fs0 fc0 sc0 ls0 ws0">da AC a que se encontre vinculada, seguindo-se o procedimento descrito no item 4.2.2.1. </div><div class="t m0 x0 h30 y356 ff5 fs0 fc0 sc0 ls0 ws0">4.2.2.4<span class="ff11"> <span class="_ _e"></span><span class="ff5">Em <span class="_ _21"> </span>qualquer <span class="_ _21"> </span>das <span class="_ _21"> </span>hipóteses <span class="_ _21"> </span>de <span class="_ _21"> </span>descredenciamento <span class="_ _21"> </span>de <span class="_ _21"> </span>AR, <span class="_ _21"> </span>deverão <span class="_ _21"> </span>ser <span class="_ _21"> </span>obedecidos <span class="_ _21"> </span>os </span></span></div><div class="t m0 x0 h7 y357 ff5 fs0 fc0 sc0 ls0 ws0">seguintes procedimentos: </div><div class="t m0 x36 h30 y358 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a <span class="_ _1b"> </span>AC <span class="_ _1c"> </span>Raiz <span class="_ _1b"> </span>divulgará <span class="_ _1c"> </span>o <span class="_ _1c"> </span>fato, <span class="_ _1b"> </span>logo <span class="_ _1c"> </span>após <span class="_ _1c"> </span>a <span class="_ _1b"> </span>co<span class="_ _8"></span>nsumação <span class="_ _1c"> </span>da <span class="_ _1b"> </span>respectiva <span class="_ _1c"> </span>hipótese, <span class="_ _1b"> </span>no <span class="_ _1c"> </span>Diário </span></span></div><div class="t m0 x37 h7 y359 ff5 fs0 fc0 sc0 ls0 ws0">Oficial da União e em sua página web; </div><div class="t m0 x36 h30 y35a ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>após <span class="_ _1c"> </span>a <span class="_ _1c"> </span>publicação <span class="_ _1b"> </span>ref<span class="_ _8"></span>erida <span class="_ _1b"> </span>na <span class="_ _1c"> </span>alínea <span class="_ _1b"> </span>ante<span class="_ _8"></span>rior, <span class="_ _1b"> </span>a <span class="_ _1c"> </span>AC <span class="_ _1b"> </span>à <span class="_ _1c"> </span>qual <span class="_ _1c"> </span>a <span class="_ _1c"> </span>AR <span class="_ _1c"> </span>descredenciada <span class="_ _1b"> </span>estava </div><div class="t m0 x37 h7 y35b ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente <span class="_ _2c"></span>vinculada <span class="_ _7"></span>deverá <span class="_ _2c"></span>adotar <span class="_ _7"></span>os <span class="_ _7"></span>seguintes <span class="_ _2c"></span>procedimentos, <span class="_ _7"></span>mantendo <span class="_ _2c"></span>a <span class="_ _7"></span>guarda </div><div class="t m0 x37 h7 y35c ff5 fs0 fc0 sc0 ls0 ws0">de toda a documentação comprobatória em seu poder: </div><div class="t m0 x40 h7 y35d ff5 fs0 fc0 sc0 ls0 ws0">i.  revogar,  em <span class="_ _9"> </span>até <span class="_ _9"> </span>3  (três) <span class="_ _9"> </span>dias  úteis,  no <span class="_ _9"> </span>sistema <span class="_ _9"> </span>de  certificação, <span class="_ _9"> </span>os  acessos  dos </div><div class="t m0 x40 h7 y28f ff5 fs0 fc0 sc0 ls0 ws0">equipamentos de AR e as autorizações dos agentes de registro da AR descredenciada; </div><div class="t m0 x39 h30 y290 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">revogar, <span class="_ _b"> </span>em  até<span class="_ _8"></span> <span class="_ _9"> </span>3 <span class="_ _b"> </span>(três) <span class="_ _b"> </span>dias <span class="_ _9"> </span>úteis, <span class="_ _b"> </span>no <span class="_ _b"> </span>sistema <span class="_ _b"> </span>de <span class="_ _b"> </span>certificação, <span class="_ _9"> </span>os <span class="_ _b"> </span>acessos <span class="_ _b"> </span>dos </span></span></div><div class="t m0 x3c h7 y291 ff5 fs0 fc0 sc0 ls0 ws0">equipamentos <span class="_ _a"></span>de <span class="_ _2c"></span>AR <span class="_ _a"></span>e <span class="_ _a"></span>as <span class="_ _2c"></span>autorizações <span class="_ _a"></span>dos <span class="_ _a"></span>agentes <span class="_ _2c"></span>de <span class="_ _8"></span>registro, <span class="_ _2c"></span>incluindo <span class="_ _8"></span>soluç<span class="_ _8"></span>ões <span class="_ _a"></span>e </div><div class="t m0 x3c h7 y292 ff5 fs0 fc0 sc0 ls0 ws0">autorizações <span class="_ _1c"> </span>de  AR <span class="_ _1c"> </span>ELETRÔNICA, <span class="_ _18"> </span>da <span class="_ _1c"> </span>AR  descredenciada; <span class="_ _1c"> </span><span class="fc1">(Redação  dada <span class="_ _1c"> </span>pela </span></div><div class="t m0 x3c h7 y293 ff5 fs0 fc1 sc0 ls0 ws0">Resolução CG ICP-Brasil nº 197, de 2021)<span class="fc0"> </span></div><div class="t m0 x3a h30 y35e ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">inventariar os certificados emitidos pela AR no prazo máximo de 40 (quarenta) dias; </span></span></div><div class="t m0 x3b h30 y35f ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">transferir, <span class="_ _2c"></span>se <span class="_ _2c"></span>for <span class="_ _7"></span>o <span class="_ _2c"></span>caso, <span class="_ _2c"></span>de <span class="_ _7"></span>forma <span class="_ _2c"></span>segura, <span class="_ _7"></span>a <span class="_ _2c"></span>documentação <span class="_ _7"></span>dos <span class="_ _2c"></span>certificados <span class="_ _2c"></span>gerados </span></span></div><div class="t m0 x3c h7 y360 ff5 fs0 fc0 sc0 ls0 ws0">pela <span class="_ _10"> </span>AR <span class="_ _20"> </span>descredenciada <span class="_ _10"> </span>para <span class="_ _10"> </span>o <span class="_ _20"> </span>local <span class="_ _10"> </span>identificado <span class="_ _10"> </span>no <span class="_ _20"> </span>requer<span class="_ _8"></span>imento <span class="_ _10"> </span>de </div><div class="t m0 x3c h7 y361 ff5 fs0 fc0 sc0 ls0 ws0">descredenciamento, no prazo máximo de 50 (cinquenta) dias; </div><div class="t m0 x3b h30 y362 ff5 fs0 fc0 sc0 ls0 ws0">iv.<span class="ff11"> <span class="_ _3e"> </span></span>publicar, <span class="_ _a"></span>em <span class="_ _a"></span>sua <span class="_ _2c"></span>página <span class="_ _8"></span>web, <span class="_ _2c"></span>informação <span class="_ _8"></span>sobre <span class="_ _2c"></span>o <span class="_ _8"></span>descredenciamento <span class="_ _2c"></span>da <span class="_ _8"></span>AR, <span class="_ _a"></span>em <span class="_ _2c"></span>até </div><div class="t m0 x3c h7 y363 ff5 fs0 fc0 sc0 ls0 ws0">5 (cinco) dias; </div><div class="t m0 x3a h30 y364 ff5 fs0 fc0 sc0 ls0 ws0">v.<span class="ff11"> <span class="_ _3e"> </span></span>disponibilizar <span class="_ _5"></span>relatório <span class="_ _5"></span>descrevendo <span class="_ _5"></span>todos <span class="_ _4"></span>os <span class="_ _5"></span>procedimentos <span class="_ _5"></span>de <span class="_ _5"></span>descredenciamento </div><div class="t m0 x3c h7 y365 ff5 fs0 fc0 sc0 ls0 ws0">adotados <span class="_ _24"> </span>para <span class="_ _2a"> </span>avaliação <span class="_ _24"> </span>pela <span class="_ _24"> </span>au<span class="_ _0"></span>ditoria <span class="_ _24"> </span>operacional, <span class="_ _2a"> </span>no <span class="_ _24"> </span>prazo <span class="_ _24"> </span>máximo <span class="_ _2a"> </span>de <span class="_ _24"> </span>60 </div><div class="t m0 x3c h7 y366 ff5 fs0 fc0 sc0 ls0 ws0">(sessenta) dias; e </div><div class="t m0 x3b h30 y367 ff5 fs0 fc0 sc0 ls0 ws0">vi.<span class="ff11"> <span class="_ _3e"> </span></span>excluir agentes de registro do Cadastro de Agentes de Registro <span class="ffe">–</span> <span class="ls1">CAR.</span> </div><div class="t m0 x0 h30 y368 ff5 fs0 fc0 sc0 ls0 ws0">4.3<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Descredenciamento de ACT </span></span></div><div class="t m0 x0 h31 y369 ff6 fs0 fc0 sc0 ls0 ws0">4.3.1<span class="ff10"> <span class="_ _10"> </span></span>Requisitos Gerais para o descredenciamento de AC<span class="_ _0"></span>T </div><div class="t m0 x0 h30 y287 ff5 fs0 fc0 sc0 ls0 ws0">4.3.1.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _2c"></span>descredenciamento <span class="_ _2c"></span>de <span class="_ _2c"></span>uma <span class="_ _2c"></span>ACT <span class="_ _a"></span>pode <span class="_ _2c"></span>ocorrer <span class="_ _2c"></span>em <span class="_ _2c"></span>relação <span class="_ _2c"></span>a <span class="_ _2c"></span>todas <span class="_ _a"></span>as <span class="_ _2c"></span>PCTs <span class="_ _2c"></span>para <span class="_ _2c"></span>as <span class="_ _2c"></span>quais </span></span></div><div class="t m0 x0 h7 y288 ff5 fs0 fc0 sc0 ls0 ws0">tenha sido credenciada ou em relação a PCT específicas. </div><div class="t m0 x0 h30 y36a ff5 fs0 fc0 sc0 ls0 ws0">4.3.1.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">O <span class="_ _8"></span>descredenciamento <span class="_ _a"></span>de <span class="_ _8"></span>uma <span class="_ _8"></span>ACT <span class="_ _a"></span>para <span class="_ _8"></span>todas <span class="_ _a"></span>as <span class="_ _8"></span>PCTs <span class="_ _8"></span>credenciadas <span class="_ _a"></span>enseja <span class="_ _8"></span>a <span class="_ _8"></span>revogação <span class="_ _a"></span>dos </span></span></div><div class="t m0 x0 h7 y36b ff5 fs0 fc0 sc0 ls0 ws0">correspondentes <span class="_ _33"> </span>certificados <span class="_ _33"> </span>e <span class="_ _33"> </span>o <span class="_ _22"> </span>descredenciamento <span class="_ _33"> </span>de <span class="_ _33"> </span>todos <span class="_ _33"> </span>os <span class="_ _33"> </span>PSSs <span class="_ _22"> </span>que <span class="_ _33"> </span>lhe <span class="_ _33"> </span>sejam </div><div class="t m0 x0 h7 y36c ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente vinculados. </div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" 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<div id="pf21" class="pf w0 h0" data-page-no="21"><div class="pc pc21 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">31</span> </div><div class="t m0 x0 h31 y14c ff6 fs0 fc0 sc0 ls0 ws0">4.3.2<span class="ff10"> <span class="_ _10"> </span></span>Hipóteses para o descredenciamento de ACT </div><div class="t m0 x36 h30 y16b ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a pedido da própria ACT, mediante requerimento, em relação às suas atividades; </span></span></div><div class="t m0 x36 h30 y36d ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>quando <span class="_ _8"></span>do descredenciamento de <span class="_ _8"></span>PSS único <span class="_ _8"></span>vinculado, que desempenhe atividades <span class="_ _8"></span>descritas </div><div class="t m0 x37 h7 y36e ff5 fs0 fc0 sc0 ls0 ws0">na DPCT <span class="_ _8"></span>e PCTs <span class="_ _8"></span>da ACTs, <span class="_ _8"></span>de <span class="_ _8"></span>modo a <span class="_ _8"></span>inviabilizar <span class="_ _8"></span>a continuidade <span class="_ _8"></span>de operação <span class="_ _8"></span>da ACT, <span class="_ _8"></span>sem </div><div class="t m0 x37 h7 y36f ff5 fs0 fc0 sc0 ls0 ws0">que <span class="_ _21"> </span>haja <span class="_ _30"> </span>a <span class="_ _21"> </span>solicitação <span class="_ _30"> </span>de <span class="_ _30"> </span>credenciamento <span class="_ _21"> </span>de <span class="_ _21"> </span>novo <span class="_ _30"> </span>PSS <span class="_ _21"> </span>e <span class="_ _30"> </span>sem <span class="_ _30"> </span>que <span class="_ _21"> </span>a <span class="_ _30"> </span>ACT <span class="_ _21"> </span>passe <span class="_ _21"> </span>a </div><div class="t m0 x37 h7 y370 ff5 fs0 fc0 sc0 ls0 ws0">desempenhar, ela própria, as atividades antes executadas pelo PSS; </div><div class="t m0 x36 h30 y371 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">por <span class="_ _4"></span>determinação <span class="_ _1b"> </span>da <span class="_ _4"></span>AC <span class="_ _1b"></span>Raiz, <span class="_ _4"></span>em <span class="_ _1b"> </span>razão <span class="_ _1b"></span>de <span class="_ _4"></span>descumprimento <span class="_ _4"></span>de <span class="_ _1b"> </span>qualquer <span class="_ _1b"></span>dos <span class="_ _4"></span>critérios <span class="_ _1b"></span>e </span></span></div><div class="t m0 x37 h7 y372 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _1a"> </span>exigidos <span class="_ _1a"> </span>para <span class="_ _1a"> </span>o <span class="_ _1a"> </span>seu <span class="_ _1a"> </span>funcionamento, <span class="_ _1a"> </span>após <span class="_ _1a"> </span>o <span class="_ _1a"> </span>decurso <span class="_ _1a"> </span>do <span class="_ _1a"> </span>prazo <span class="_ _1a"> </span>para </div><div class="t m0 x37 h7 y373 ff5 fs0 fc0 sc0 ls0 ws0">regularização, <span class="_ _b"> </span>sem <span class="_ _b"> </span>que <span class="_ _b"> </span>a <span class="_ _b"> </span>entidade <span class="_ _b"> </span>tenha <span class="_ _b"> </span>sanado <span class="_ _b"> </span>a <span class="_ _21"> </span>irregularidade <span class="_ _b"> </span>e <span class="_ _b"> </span>mediante <span class="_ _b"> </span>processo </div><div class="t m0 x37 h7 y374 ff5 fs0 fc0 sc0 ls0 ws0">administrativo. </div><div class="t m0 x0 h31 y375 ff6 fs0 fc0 sc0 ls0 ws0">4.3.3<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para descredenciam<span class="_ _0"></span>ento de ACT </div><div class="t m0 x0 h30 y376 ff5 fs0 fc0 sc0 ls0 ws0">4.3.3.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento solicitado pela própria ACT </span></span></div><div class="t m0 x0 h7 y377 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _5"></span>hipótese <span class="_ _5"></span>de <span class="_ _5"></span>o <span class="_ _5"></span>descredenciamento <span class="_ _7"></span>ser <span class="_ _5"></span>solicitado <span class="_ _5"></span>pela <span class="_ _5"></span>própria <span class="_ _5"></span>ACT, <span class="_ _5"></span>deverão <span class="_ _5"></span>ser <span class="_ _5"></span>obedecidos <span class="_ _5"></span>os </div><div class="t m0 x0 h7 y378 ff5 fs0 fc0 sc0 ls0 ws0">seguintes procedimentos: </div><div class="t m0 x36 h30 y379 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a <span class="_ _a"></span>ACT <span class="_ _a"></span>comunicará, <span class="_ _a"></span>com <span class="_ _a"></span>120 <span class="_ _a"></span>(ce<span class="_ _8"></span>nto <span class="_ _8"></span>e <span class="_ _2c"></span>vinte) <span class="_ _8"></span>dias <span class="_ _a"></span>de <span class="_ _2c"></span>antece<span class="_ _0"></span>dência, <span class="_ _a"></span>diretamente <span class="_ _a"></span>à <span class="_ _a"></span>AC <span class="_ _2c"></span>Raiz <span class="_ _8"></span>e </span></span></div><div class="t m0 x37 h7 y37a ff5 fs0 fc0 sc0 ls0 ws0">às  entidades <span class="_ _18"> </span>a  ela  vinculadas, <span class="_ _1c"> </span>e  publicará  em  sua <span class="_ _1c"> </span>página  web,  para  conhecimento <span class="_ _1c"> </span>do<span class="_ _8"></span>s </div><div class="t m0 x37 h7 y37b ff5 fs0 fc0 sc0 ls0 ws0">subscritores, <span class="_ _1b"> </span>a <span class="_ _1b"> </span>deci<span class="_ _8"></span>são <span class="_ _1b"> </span>de <span class="_ _1c"> </span>encerrar <span class="_ _1b"> </span>suas <span class="_ _1c"> </span>atividades <span class="_ _1b"> </span>de <span class="_ _1c"> </span>emissão <span class="_ _1b"> </span>de <span class="_ _1c"> </span>carimbo <span class="_ _1b"> </span>do <span class="_ _1c"> </span>tempo <span class="_ _1c"> </span>n<span class="_ _8"></span>o </div><div class="t m0 x37 h7 y37c ff5 fs0 fc0 sc0 ls0 ws0">âmbito da ICP-Brasil ou de não mais emitir carimbos sob as PCTs especificadas; e </div><div class="t m0 x36 h30 y37d ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>a <span class="_ _8"></span>ACT divulgará, pelos <span class="_ _8"></span>90 (noventa) dias <span class="_ _8"></span>imediatamente anteriores ao <span class="_ _8"></span>encerramento, em sua </div><div class="t m0 x37 h7 y37e ff5 fs0 fc0 sc0 ls0 ws0">página <span class="_ _2c"></span>web, <span class="_ _a"></span>a <span class="_ _2c"></span>decisão <span class="_ _2c"></span>de <span class="_ _2c"></span>encerrar <span class="_ _a"></span>suas <span class="_ _2c"></span>atividades <span class="_ _2c"></span>no <span class="_ _a"></span>âmbito <span class="_ _2c"></span>da <span class="_ _2c"></span>ICP-Brasil <span class="_ _2c"></span>ou <span class="_ _2c"></span>de <span class="_ _a"></span>não <span class="_ _2c"></span>mais </div><div class="t m0 x37 h7 y37f ff5 fs0 fc0 sc0 ls0 ws0">emitir certificados sob as PCTs especificadas. </div><div class="t m0 x0 h30 y380 ff5 fs0 fc0 sc0 ls0 ws0">4.3.3.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por determinação da AC Raiz </span></span></div><div class="t m0 x0 h7 y381 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _2c"></span>hipótese<span class="_ _0"></span> <span class="_ _2c"></span>de <span class="_ _a"></span>descredenciamento <span class="_ _2c"></span>da <span class="_ _2c"></span>AC<span class="_ _0"></span>T <span class="_ _2c"></span>por <span class="_ _a"></span>determinação <span class="_ _2c"></span>da <span class="_ _2c"></span>AC<span class="_ _0"></span> <span class="_ _2c"></span>Raiz, <span class="_ _a"></span>deverão <span class="_ _2c"></span>ser <span class="_ _a"></span>obedecidos </div><div class="t m0 x0 h7 y1c2 ff5 fs0 fc0 sc0 ls0 ws0">os seguintes procedimentos: </div><div class="t m0 x36 h30 y382 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a <span class="_ _21"> </span>AC <span class="_ _21"> </span>Raiz <span class="_ _21"> </span>comunicará <span class="_ _21"> </span>à <span class="_ _21"> </span>ACT <span class="_ _21"> </span>o <span class="_ _21"> </span>seu <span class="_ _21"> </span>descredenciamento, <span class="_ _21"> </span>com <span class="_ _30"> </span>relação <span class="_ _21"> </span>às <span class="_ _21"> </span>PCTs <span class="_ _21"> </span>que </span></span></div><div class="t m0 x37 h7 y1c4 ff5 fs0 fc0 sc0 ls0 ws0">especificar; </div><div class="t m0 x36 h30 y383 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>as <span class="_ _2c"></span>ACTs <span class="_ _2c"></span>descredenciadas <span class="_ _2c"></span>sob <span class="_ _2c"></span>est<span class="_ _8"></span>a <span class="_ _2c"></span>hipótese <span class="_ _2c"></span>ficam <span class="_ _2c"></span>impedidas <span class="_ _2c"></span>de <span class="_ _2c"></span>apresentar <span class="_ _2c"></span>novo <span class="_ _2c"></span>pedido <span class="_ _2c"></span>de </div><div class="t m0 x37 h7 y384 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento <span class="_ _5"></span>pelo <span class="_ _4"></span>prazo <span class="_ _5"></span>de <span class="_ _4"></span>6 <span class="_ _5"></span>(seis) <span class="_ _4"></span>meses <span class="_ _4"></span>contados <span class="_ _5"></span>da <span class="_ _4"></span>publicação <span class="_ _5"></span>de <span class="_ _4"></span>que <span class="_ _4"></span>trata <span class="_ _5"></span>o <span class="_ _4"></span>item </div><div class="t m0 x37 h7 y385 ff5 fs0 fc0 sc0 ls0 ws0">4.3.3.3.a. </div><div class="t m0 x0 h30 y1e ff5 fs0 fc0 sc0 ls0 ws0">4.3.3.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por qualquer das hipóteses previstas </span></span></div><div class="t m0 x0 h7 y386 ff5 fs0 fc0 sc0 ls0 ws0">Em <span class="_ _1b"> </span>qualquer <span class="_ _1b"> </span>das <span class="_ _1b"> </span>hipóteses <span class="_ _1b"> </span>de <span class="_ _1b"> </span>descredenciamento <span class="_ _1b"> </span>de <span class="_ _1b"> </span>ACT <span class="_ _1b"> </span>deverão <span class="_ _1b"> </span>ser <span class="_ _1b"> </span>obedecidos <span class="_ _1b"> </span>os <span class="_ _1b"> </span>seguintes </div><div class="t m0 x0 h7 y387 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos: </div><div class="t m0 x36 h30 y71 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a <span class="_ _1b"> </span>AC <span class="_ _1c"> </span>Raiz <span class="_ _1b"> </span>divulgará <span class="_ _1c"> </span>o <span class="_ _1c"> </span>fato, <span class="_ _1b"> </span>logo <span class="_ _1c"> </span>após <span class="_ _1c"> </span>a <span class="_ _1b"> </span>consumação <span class="_ _1c"> </span>da <span class="_ _1b"> </span>respectiva <span class="_ _1c"> </span>hipótese, <span class="_ _1c"> </span>no <span class="_ _1b"> </span>Diário </span></span></div><div class="t m0 x37 h7 y388 ff5 fs0 fc0 sc0 ls0 ws0">Oficial da União e em sua página web; </div><div class="t m0 x36 h30 y31b ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>os <span class="_ _30"> </span>PSSs <span class="_ _30"> </span>operacionalmente <span class="_ _30"> </span>vinculados <span class="_ _30"> </span>deverão <span class="_ _30"> </span>cessar, <span class="_ _30"> </span>em <span class="_ _21"> </span>relação <span class="_ _30"> </span>às <span class="_ _30"> </span>PCT <span class="_ _30"> </span>objeto <span class="_ _30"> </span>do </div><div class="t m0 x37 h7 y389 ff5 fs0 fc0 sc0 ls0 ws0">descredenciamento, <span class="_ _5"></span>suas <span class="_ _5"></span>atividades <span class="_ _7"></span>de <span class="_ _5"></span>emissão <span class="_ _5"></span>de <span class="_ _5"></span>carimbos <span class="_ _5"></span>do <span class="_ _5"></span>tempo <span class="_ _5"></span>no <span class="_ _5"></span>âmbito <span class="_ _5"></span>da <span class="_ _7"></span>ICP<span class="_ _8"></span>-</div><div class="t m0 x37 h7 y38a ff5 fs0 fc0 sc0 ls0 ws0">Brasil imediatamente após a comunicação de que trata a alínea anterior; </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="pf22" class="pf w0 h0" data-page-no="22"><div class="pc pc22 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">32</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">em caso de descredenciamento total de uma ACT: </span></span></div><div class="t m0 x39 h30 y338 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">a <span class="_ _2c"></span>ACT <span class="_ _a"></span>ou <span class="_ _2c"></span>a <span class="_ _2c"></span>AC <span class="_ _2c"></span>Raiz, <span class="_ _a"></span>conf<span class="_ _8"></span>orme <span class="_ _2c"></span>o <span class="_ _2c"></span>c<span class="_ _0"></span>aso, <span class="_ _2c"></span>solicitará <span class="_ _2c"></span>à <span class="_ _a"></span>AC <span class="_ _2c"></span>emitente <span class="_ _2c"></span>a <span class="_ _2c"></span>revogação <span class="_ _a"></span>do(s) </span></span></div><div class="t m0 x3c h7 y1b0 ff5 fs0 fc0 sc0 ls0 ws0">certificados(s) <span class="_ _30"> </span>digital(is) <span class="_ _2a"> </span>do(s) <span class="_ _2a"> </span>equipamento(s) <span class="_ _30"> </span>de <span class="_ _2a"> </span>carimbo <span class="_ _2a"> </span>do <span class="_ _2a"> </span>tempo <span class="_ _30"> </span>da <span class="_ _2a"> </span>ACT </div><div class="t m0 x3c h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">descredenciada; </div><div class="t m0 x3a h30 y339 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">a <span class="_ _2c"></span>ACT <span class="_ _a"></span>que <span class="_ _2c"></span>encerra <span class="_ _2c"></span>as <span class="_ _2c"></span>suas <span class="_ _2c"></span>atividades <span class="_ _2c"></span>transferirá <span class="_ _2c"></span>os <span class="_ _2c"></span>documentos <span class="_ _2c"></span>e <span class="_ _a"></span>logs <span class="_ _2c"></span>de <span class="_ _2c"></span>auditoria </span></span></div><div class="t m0 x3c h7 y33a ff5 fs0 fc0 sc0 ls0 ws0">gerados <span class="_ _7"></span>durante <span class="_ _7"></span>sua <span class="_ _7"></span>operação <span class="_ _7"></span>para <span class="_ _7"></span>outra <span class="_ _7"></span>ACT <span class="_ _7"></span>interessada <span class="_ _7"></span>ou, <span class="_ _7"></span>na <span class="_ _7"></span>falta <span class="_ _5"></span>dessa, <span class="_ _2c"></span>à <span class="_ _5"></span>AC </div><div class="t m0 x3c h7 y24a ff5 fs0 fc0 sc0 ls0 ws0">Raiz, para guarda pelo período estipulado nos regulamentos da ICP-Brasil. </div><div class="t m0 x0 h30 y26d ff5 fs0 fc0 sc0 ls0 ws0">4.4<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Descredenciamento de PSS </span></span></div><div class="t m0 x0 h31 y2f5 ff6 fs0 fc0 sc0 ls0 ws0">4.4.1<span class="ff10"> <span class="_ _10"> </span></span>Hipóteses para o descredenciamento de PSS </div><div class="t m0 x36 h30 y38b ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">quando do descredenciamento da AC a que esteja operacionalmente vinculado; </span></span></div><div class="t m0 x36 h30 y38c ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>a  pedido  da  AC  à  qual <span class="_ _18"> </span>esteja  operacionalmente  vinculado, <span class="_ _1c"> </span>medi<span class="_ _8"></span>ante  requerimento,  em </div><div class="t m0 x37 h7 y38d ff5 fs0 fc0 sc0 ls0 ws0">relação às atividades do PSS; ou </div><div class="t m0 x36 h30 y38e ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">por <span class="_ _1b"> </span>determinação <span class="_ _1b"> </span>da <span class="_ _1b"> </span>AC <span class="_ _1c"> </span>Raiz <span class="_ _1b"> </span>em <span class="_ _1b"> </span>razão <span class="_ _1c"> </span>de <span class="_ _1b"> </span>descumprimento <span class="_ _1b"> </span>de <span class="_ _1c"> </span>qualquer <span class="_ _1c"> </span>dos <span class="_ _1b"> </span>critérios <span class="_ _1b"> </span>e </span></span></div><div class="t m0 x37 h7 y38f ff5 fs0 fc0 sc0 ls0 ws0">procedimentos exigidos para o seu funcionamento. </div><div class="t m0 x0 h31 y390 ff6 fs0 fc0 sc0 ls0 ws0">4.4.2<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para descredenciam<span class="_ _0"></span>ento de PSS </div><div class="t m0 x0 h30 y391 ff5 fs0 fc0 sc0 ls0 ws0">4.4.2.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento solicitado pela própria AC ou ACT </span></span></div><div class="t m0 x0 h7 y392 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _21"> </span>hipótese <span class="_ _21"> </span>de <span class="_ _21"> </span>descredenciamento <span class="_ _21"> </span>de <span class="_ _30"> </span>PSS <span class="_ _21"> </span>a <span class="_ _21"> </span>pedido <span class="_ _21"> </span>da <span class="_ _21"> </span>AC <span class="_ _21"> </span>ou <span class="_ _30"> </span>ACT <span class="_ _21"> </span>à <span class="_ _21"> </span>qual <span class="_ _21"> </span>o <span class="_ _21"> </span>PSS <span class="_ _21"> </span>esteja </div><div class="t m0 x0 h7 y393 ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente <span class="_ _30"> </span>vinculado, <span class="_ _21"> </span>a <span class="_ _30"> </span>AC <span class="_ _30"> </span>ou <span class="_ _30"> </span>ACT <span class="_ _21"> </span>enviará <span class="_ _30"> </span>o <span class="_ _30"> </span>respectivo <span class="_ _30"> </span>requerimento <span class="_ _21"> </span>à <span class="_ _30"> </span>AC <span class="_ _30"> </span>Raiz, </div><div class="t m0 x0 h7 y394 ff5 fs0 fc0 sc0 ls0 ws0">informando: </div><div class="t m0 x36 h30 y395 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">o motivo do descredenciamento e </span></span></div><div class="t m0 x36 h30 y396 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>a data de encerramento das atividades do PSS. </div><div class="t m0 x0 h30 y397 ff5 fs0 fc0 sc0 ls0 ws0">4.4.2.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por determinação da AC Raiz. </span></span></div><div class="t m0 x0 h7 y398 ff5 fs0 fc0 sc0 ls0 ws0">Na hipótese de descredenciamento <span class="_ _8"></span>de PSS por dete<span class="_ _8"></span>rminação da AC Raiz, deverão <span class="_ _8"></span>ser obedecidos os </div><div class="t m0 x0 h7 y399 ff5 fs0 fc0 sc0 ls0 ws0">seguintes procedimentos: </div><div class="t m0 x36 h30 y39a ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a AC Raiz comunicará à AC ou ACT e ao PSS o seu descredenciamento; </span></span></div><div class="t m0 x36 h30 y39b ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>os <span class="_ _8"></span>PSSs <span class="_ _8"></span>descredenciados <span class="_ _8"></span>por <span class="_ _8"></span>determinação <span class="_ _8"></span>da <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz <span class="_ _8"></span>ficam <span class="_ _8"></span>impedidos <span class="_ _8"></span>de <span class="_ _8"></span>apresentar <span class="_ _8"></span>novo </div><div class="t m0 x37 h7 y39c ff5 fs0 fc0 sc0 ls0 ws0">pedido <span class="_ _a"></span>de <span class="_ _a"></span>credenciamento <span class="_ _a"></span>pelo <span class="_ _2c"></span>p<span class="_ _0"></span>razo <span class="_ _a"></span>de <span class="_ _a"></span>6 <span class="_ _a"></span>(seis) <span class="_ _a"></span>meses <span class="_ _a"></span>contados <span class="_ _a"></span>da <span class="_ _2c"></span>pub<span class="_ _0"></span>licação <span class="_ _a"></span>de <span class="_ _a"></span>que <span class="_ _a"></span>trata </div><div class="t m0 x37 h7 y39d ff5 fs0 fc0 sc0 ls0 ws0">o item 4.4.2.3.a; </div><div class="t m0 x36 h30 y39e ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">nos <span class="_ _4"></span>casos <span class="_ _1b"> </span>de <span class="_ _1b"></span>reincidência <span class="_ _4"></span>de <span class="_ _1b"> </span>descredenciamento <span class="_ _4"></span>por <span class="_ _1b"> </span>determinação <span class="_ _1b"></span>da <span class="_ _4"></span>AC <span class="_ _1b"></span>Raiz, <span class="_ _4"></span>os <span class="_ _1b"> </span>PSSs </span></span></div><div class="t m0 x37 h7 y39f ff5 fs0 fc0 sc0 ls0 ws0">descredenciados <span class="_ _2c"></span>ficam <span class="_ _a"></span>impedidos <span class="_ _2c"></span>d<span class="_ _0"></span>e <span class="_ _2c"></span>apresentar <span class="_ _a"></span>novo <span class="_ _2c"></span>pedido <span class="_ _a"></span>de <span class="_ _2c"></span>credenciamento <span class="_ _a"></span>pelo<span class="_ _8"></span> <span class="_ _2c"></span>prazo </div><div class="t m0 x37 h7 y3a0 ff5 fs0 fc0 sc0 ls0 ws0">de 5 anos, contados da data da publicação de que trata o item 4.4.2.3.a. </div><div class="t m0 x0 h30 y3a1 ff5 fs0 fc0 sc0 ls0 ws0">4.4.2.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por qualquer das hipóteses previstas </span></span></div><div class="t m0 x0 h7 y3a2 ff5 fs0 fc0 sc0 ls0 ws0">Em <span class="_ _1c"> </span>qualquer <span class="_ _1c"> </span>das <span class="_ _18"> </span>hipóteses <span class="_ _1c"> </span>de <span class="_ _1c"> </span>descredenciamento <span class="_ _1c"> </span>de  PSS <span class="_ _1b"> </span>deverão <span class="_ _1c"> </span>ser <span class="_ _18"> </span>obedecidos <span class="_ _1c"> </span>os <span class="_ _1c"> </span>seguintes </div><div class="t m0 x0 h7 y3a3 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos: </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">33</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a <span class="_ _1b"> </span>AC <span class="_ _1c"> </span>Raiz <span class="_ _1b"> </span>divulg<span class="_ _8"></span>ará <span class="_ _1b"> </span>o <span class="_ _1c"> </span>fato, <span class="_ _1b"> </span>logo <span class="_ _1c"> </span>após <span class="_ _1c"> </span>a <span class="_ _1c"> </span>consumação <span class="_ _1b"> </span>da <span class="_ _1b"> </span>res<span class="_ _8"></span>pectiva <span class="_ _1b"> </span>hipótese, <span class="_ _1c"> </span>no <span class="_ _1b"> </span>Diário </span></span></div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">Oficial da União e em sua página web; </div><div class="t m0 x36 h30 y1b0 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>após <span class="_ _1b"> </span>a <span class="_ _1b"></span>publicação <span class="_ _4"></span>referida <span class="_ _1b"> </span>na <span class="_ _4"></span>alínea <span class="_ _1b"> </span>anterior, <span class="_ _1b"></span>a <span class="_ _4"></span>AC <span class="_ _1b"> </span>à <span class="_ _1b"></span>qual <span class="_ _4"></span>o <span class="_ _1b"> </span>PSS <span class="_ _4"></span>descredenciado <span class="_ _1b"> </span>estava </div><div class="t m0 x37 h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">operacionalmente <span class="_ _2c"></span>vinculado <span class="_ _2c"></span>deverá <span class="_ _2c"></span>adotar <span class="_ _7"></span>os <span class="_ _2c"></span>seguintes <span class="_ _2c"></span>procedim<span class="_ _8"></span>entos, <span class="_ _2c"></span>mantendo <span class="_ _7"></span>a <span class="_ _2c"></span>guarda </div><div class="t m0 x37 h7 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">de toda a documentação comprobatória em seu poder: </div><div class="t m0 x39 h30 y1b3 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">publicar, <span class="_ _4"></span>em <span class="_ _4"></span>sua <span class="_ _1b"> </span>página <span class="_ _4"></span>web, <span class="_ _1b"></span>informação <span class="_ _4"></span>sobre <span class="_ _4"></span>o <span class="_ _1b"> </span>descredenciamento <span class="_ _4"></span>do <span class="_ _4"></span>PSS <span class="_ _1b"> </span>e <span class="_ _4"></span>o </span></span></div><div class="t m0 x3c h7 y31e ff5 fs0 fc0 sc0 ls0 ws0">credenciamento de novo PSS, se for o caso, em até 5 (cinco) dias úteis; e </div><div class="t m0 x3a h30 y3a4 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">disponibilizar <span class="_ _5"></span>relatório <span class="_ _5"></span>descrevendo <span class="_ _5"></span>todos <span class="_ _5"></span>os <span class="_ _5"></span>procedimentos <span class="_ _5"></span>de <span class="_ _4"></span>descredenciamento </span></span></div><div class="t m0 x3c h7 y356 ff5 fs0 fc0 sc0 ls0 ws0">adotados <span class="_ _24"> </span>para <span class="_ _2a"> </span>avaliação <span class="_ _24"> </span>pela <span class="_ _24"> </span>au<span class="_ _0"></span>ditoria <span class="_ _24"> </span>operacional, <span class="_ _2a"> </span>no <span class="_ _24"> </span>prazo <span class="_ _24"> </span>máximo <span class="_ _2a"> </span>de <span class="_ _24"> </span>60 </div><div class="t m0 x3c h7 y357 ff5 fs0 fc0 sc0 ls0 ws0">(sessenta) dias. </div><div class="t m0 x0 h30 y3a5 ff5 fs0 fc0 sc0 ls0 ws0">4.5<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Descredenciamento de PSBio </span></span></div><div class="t m0 x0 h31 y30b ff6 fs0 fc0 sc0 ls0 ws0">4.5.1<span class="ff10"> <span class="_ _10"> </span></span>Hipóteses para o descredenciamento de PSBio </div><div class="t m0 x36 h30 y3a6 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a pedido do próprio PSBio, mediante requerimento, em relação às suas atividades; </span></span></div><div class="t m0 x36 h30 y38f ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>por <span class="_ _2a"> </span>determinação <span class="_ _30"> </span>do <span class="_ _30"> </span>ITI, <span class="_ _30"> </span>em <span class="_ _2a"> </span>razão <span class="_ _30"> </span>de <span class="_ _30"> </span>descumprimento <span class="_ _30"> </span>de <span class="_ _2a"> </span>qualquer <span class="_ _30"> </span>dos <span class="_ _2a"> </span>critérios <span class="_ _30"> </span>e </div><div class="t m0 x37 h7 y3a7 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _1a"> </span>exigidos <span class="_ _1a"> </span>para <span class="_ _1a"> </span>o <span class="_ _1a"> </span>seu <span class="_ _1a"> </span>funcionamento, <span class="_ _1a"> </span>após <span class="_ _1a"> </span>o <span class="_ _1a"> </span>decurso <span class="_ _1a"> </span>do <span class="_ _1a"> </span>prazo <span class="_ _1a"> </span>para </div><div class="t m0 x37 h7 y3a8 ff5 fs0 fc0 sc0 ls0 ws0">regularização, <span class="_ _b"> </span>sem <span class="_ _b"> </span>que <span class="_ _b"> </span>a <span class="_ _b"> </span>entidade <span class="_ _b"> </span>tenha <span class="_ _b"> </span>sanado <span class="_ _b"> </span>a <span class="_ _21"> </span>irregularidade <span class="_ _b"> </span>e <span class="_ _b"> </span>mediante <span class="_ _b"> </span>processo </div><div class="t m0 x37 h7 y3a9 ff5 fs0 fc0 sc0 ls0 ws0">administrativo. </div><div class="t m0 x0 h31 y3aa ff6 fs0 fc0 sc0 ls0 ws0">4.5.2<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos para descredenciam<span class="_ _0"></span>ento de PSBio </div><div class="t m0 x0 h30 y3ab ff5 fs0 fc0 sc0 ls0 ws0">4.5.2.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento solicitado pelo próprio PSBio </span></span></div><div class="t m0 x0 h7 y3ac ff5 fs0 fc0 sc0 ls0 ws0">Na hipótese <span class="_ _8"></span>de o descr<span class="_ _8"></span>edenciamento ser solicitado <span class="_ _8"></span>pelo próprio <span class="_ _8"></span>PSBio, o <span class="_ _8"></span>mesmo comunicará o <span class="_ _8"></span>fato, </div><div class="t m0 x0 h7 y3ad ff5 fs0 fc0 sc0 ls0 ws0">com <span class="_ _2c"></span>60 <span class="_ _2c"></span>(sessenta) <span class="_ _7"></span>dias <span class="_ _2c"></span>de <span class="_ _7"></span>antecedência, <span class="_ _2c"></span>diretamente <span class="_ _2c"></span>ao <span class="_ _7"></span>ITI <span class="_ _2c"></span>e <span class="_ _2c"></span>às <span class="_ _7"></span>Autoridades <span class="_ _2c"></span>Certificadoras <span class="_ _7"></span>que <span class="_ _2c"></span>o </div><div class="t m0 x0 h7 y3ae ff5 fs0 fc0 sc0 ls0 ws0">contrataram <span class="_ _2c"></span>e <span class="_ _7"></span>publicará <span class="_ _2c"></span>em <span class="_ _7"></span>sua <span class="_ _2c"></span>página <span class="_ _7"></span>web <span class="_ _7"></span>a <span class="_ _2c"></span>decisão <span class="_ _7"></span>de <span class="_ _7"></span>encerrar <span class="_ _2c"></span>suas <span class="_ _7"></span>atividades <span class="_ _2c"></span>de <span class="_ _7"></span>prestação <span class="_ _2c"></span>de </div><div class="t m0 x0 h7 y3af ff5 fs0 fc0 sc0 ls0 ws0">serviços biométricos no âmbito da ICP-Brasil. </div><div class="t m0 x0 h30 y3b0 ff5 fs0 fc0 sc0 ls0 ws0">4.5.2.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por determinação do ITI </span></span></div><div class="t m0 x0 h7 y3b1 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _21"> </span>hipótese <span class="_ _21"> </span>de <span class="_ _b"> </span>descredenciamento <span class="_ _21"> </span>por <span class="_ _21"> </span>determinação <span class="_ _21"> </span>do <span class="_ _21"> </span>ITI, <span class="_ _21"> </span>o <span class="_ _21"> </span>PSBio <span class="_ _b"> </span>descredenciado <span class="_ _21"> </span>ficará </div><div class="t m0 x0 h7 y3b2 ff5 fs0 fc0 sc0 ls0 ws0">impedido <span class="_ _1b"> </span>de <span class="_ _1b"> </span>apr<span class="_ _8"></span>esentar <span class="_ _1b"> </span>novo <span class="_ _1b"> </span>pedido <span class="_ _1c"> </span>de <span class="_ _1b"> </span>credenciamento <span class="_ _1c"> </span>pelo <span class="_ _1b"> </span>prazo <span class="_ _1c"> </span>de <span class="_ _1b"> </span>24 <span class="_ _1b"> </span>(vi<span class="_ _8"></span>nte <span class="_ _1b"> </span>quatro) <span class="_ _1b"> </span>meses </div><div class="t m0 x0 h7 y3b3 ff5 fs0 fc0 sc0 ls0 ws0">contados da publicação de que trata o item 4.5.2.3.a. </div><div class="t m0 x0 h30 y3b4 ff5 fs0 fc0 sc0 ls0 ws0">4.5.2.3<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por quaisquer das hipóteses anteriormente previstas: </span></span></div><div class="t m0 x36 h30 y3b5 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">o <span class="_ _8"></span>ITI <span class="_ _a"></span>divul<span class="_ _8"></span>gará <span class="_ _a"></span>o <span class="_ _a"></span>fato, <span class="_ _a"></span>logo <span class="_ _a"></span>após <span class="_ _a"></span>a <span class="_ _a"></span>consumação <span class="_ _a"></span>da <span class="_ _a"></span>respectiva <span class="_ _a"></span>hipótese, <span class="_ _a"></span>no <span class="_ _a"></span>Diário <span class="_ _a"></span>Oficial <span class="_ _a"></span>da </span></span></div><div class="t m0 x37 h7 y3b6 ff5 fs0 fc0 sc0 ls0 ws0">União e em sua página web; </div><div class="t m0 x36 h30 y3b7 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>o <span class="_ _5"></span>PSBio <span class="_ _7"></span>deverá <span class="_ _5"></span>cessar <span class="_ _7"></span>suas <span class="_ _5"></span>atividades <span class="_ _7"></span>de <span class="_ _5"></span>prestação <span class="_ _7"></span>de <span class="_ _5"></span>serviços <span class="_ _7"></span>biomét<span class="_ _8"></span>ricos <span class="_ _5"></span>no <span class="_ _7"></span>âmbito <span class="_ _5"></span>da </div><div class="t m0 x37 h7 y3b8 ff5 fs0 fc0 sc0 ls0 ws0">ICP-Brasil imediatamente após a publicação de que trata a alínea anterior; </div><div class="t m0 x36 h30 y3b9 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">os documentos <span class="_ _8"></span>e <span class="_ _a"></span>dados <span class="_ _8"></span>biométricos dos <span class="_ _8"></span>titulares <span class="_ _8"></span>de <span class="_ _8"></span>certificados <span class="_ _8"></span>digital <span class="_ _8"></span>ICP<span class="_ _8"></span>-Brasil <span class="_ _8"></span>utilizados </span></span></div><div class="t m0 x37 h7 y3ba ff5 fs0 fc0 sc0 ls0 ws0">durante <span class="_ _1b"> </span>o <span class="_ _1c"> </span>período <span class="_ _1b"> </span>de <span class="_ _1c"> </span>operação <span class="_ _1b"> </span>na <span class="_ _1b"> </span>ICP<span class="_ _8"></span>-Brasil <span class="_ _1b"> </span>deverão <span class="_ _1c"> </span>ser <span class="_ _1b"> </span>armazenadas <span class="_ _1c"> </span>por <span class="_ _1c"> </span>outro <span class="_ _1b"> </span>PSBio </div><div class="t m0 x37 h7 y3bb ff5 fs0 fc0 sc0 ls0 ws0">credenciado, após aprovação do ITI; </div><div class="t m0 x36 h30 y3bc ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>quando <span class="_ _33"> </span>houver <span class="_ _3f"> </span>mais <span class="_ _33"> </span>de <span class="_ _3f"> </span>um <span class="_ _33"> </span>PSBio <span class="_ _3f"> </span>int<span class="_ _8"></span>eressado, <span class="_ _3f"> </span>assumirá <span class="_ _33"> </span>a <span class="_ _3f"> </span>responsabilidade <span class="_ _33"> </span>do </div><div class="t m0 x37 h7 y3bd ff5 fs0 fc0 sc0 ls0 ws0">armazenamento aquele indicado pela AC. </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="pf24" class="pf w0 h0" data-page-no="24"><div class="pc pc24 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">34</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">4.5.2.4<span class="ff11"> <span class="_ _e"></span><span class="ff5">Da Responsabilidade. </span></span></div><div class="t m0 x36 h30 y14d ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a  AC  responderá  solidariamente  com  o  PSBio  por  qualquer  dano  ori<span class="_ _0"></span>undo <span class="_ _9"> </span>de  falha  na </span></span></div><div class="t m0 x37 h7 y249 ff5 fs0 fc0 sc0 ls0 ws0">prestação do serviço; </div><div class="t m0 x36 h30 y269 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>o <span class="_ _8"></span>PSBio, ainda que <span class="_ _8"></span>descredenciado, não <span class="_ _8"></span>poderá, sob pena <span class="_ _8"></span>de responsabilidade <span class="_ _8"></span>civil, criminal </div><div class="t m0 x37 h7 y339 ff5 fs0 fc0 sc0 ls0 ws0">e administrativa, ceder, <span class="_ _8"></span>a qualquer títul<span class="_ _8"></span>o, os dados <span class="_ _8"></span>biométricos armazenados no <span class="_ _8"></span>desempenho </div><div class="t m0 x37 h7 y33a ff5 fs0 fc0 sc0 ls0 ws0">de suas atividades na ICP-Brasil, à exc<span class="ffe">eção do previsto na alínea “c” do item 4.5.2.3.</span> </div><div class="t m0 x0 h7 y3be ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h30 y3bf ff5 fs0 fc0 sc0 ls0 ws0">4.6<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Descredenciamento <span class="_ _1a"> </span>de <span class="_ _1a"> </span>PSC <span class="_ _1a"> </span>de <span class="_ _1a"> </span>Assinatura <span class="_ _1a"> </span>Digital <span class="_ _1a"> </span>e <span class="_ _1a"> </span>Armazenamento <span class="_ _1a"> </span>de <span class="_ _1a"> </span>Chaves<span class="_ _8"></span> </span></span></div><div class="t m0 x3f h2a y3c0 ff6 fs0 fc0 sc0 ls0 ws0">Criptográficas </div><div class="t m0 x0 h31 yfb ff6 fs0 fc0 sc0 ls0 ws0">4.6.1<span class="ff10"> <span class="_ _10"> </span></span>Hipóteses <span class="_ _2c"></span>para <span class="_ _2c"></span>o <span class="_ _2c"></span>descredenciamento <span class="_ _2c"></span>de <span class="_ _2c"></span>PSC <span class="_ _2c"></span>de <span class="_ _2c"></span>Assinatura <span class="_ _2c"></span>Digital <span class="_ _2c"></span>e <span class="_ _2c"></span>Armazenamento </div><div class="t m0 x37 h2a y3c1 ff6 fs0 fc0 sc0 ls0 ws0">de Chaves Criptográficas </div><div class="t m0 x36 h30 y175 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">a pedido do próprio PSC, mediante requerimento, em relação às suas atividades; </span></span></div><div class="t m0 x36 h30 y176 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>por <span class="_ _1b"> </span>determinação <span class="_ _4"></span>da <span class="_ _1b"> </span>AC <span class="_ _4"></span>Raiz, <span class="_ _1b"> </span>em <span class="_ _1b"></span>razão <span class="_ _4"></span>de <span class="_ _1b"> </span>descumprimento <span class="_ _4"></span>de <span class="_ _1b"></span>qualquer <span class="_ _4"></span>dos <span class="_ _1b"></span>critérios <span class="_ _4"></span>e </div><div class="t m0 x37 h7 y177 ff5 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _1a"> </span>exigidos <span class="_ _1a"> </span>para <span class="_ _1a"> </span>o <span class="_ _1a"> </span>seu <span class="_ _1a"> </span>funcionamento, <span class="_ _1a"> </span>após <span class="_ _1a"> </span>o <span class="_ _1a"> </span>decurso <span class="_ _1a"> </span>do <span class="_ _1a"> </span>prazo <span class="_ _1a"> </span>para </div><div class="t m0 x37 h7 y3c2 ff5 fs0 fc0 sc0 ls0 ws0">regularização, <span class="_ _b"> </span>sem <span class="_ _b"> </span>que <span class="_ _b"> </span>a <span class="_ _b"> </span>entidade <span class="_ _b"> </span>tenha<span class="_ _8"></span> <span class="_ _b"> </span>sanado <span class="_ _b"> </span>a <span class="_ _b"> </span>irregularidade <span class="_ _b"> </span>e <span class="_ _b"> </span>mediante <span class="_ _b"> </span>processo </div><div class="t m0 x37 h7 y3c3 ff5 fs0 fc0 sc0 ls0 ws0">administrativo. </div><div class="t m0 x0 h31 y3c4 ff6 fs0 fc0 sc0 ls0 ws0">4.6.2<span class="ff10"> <span class="_ _10"> </span></span>Procedimentos <span class="_ _3d"> </span>para <span class="_ _19"> </span>descredenciamento <span class="_ _3d"> </span>de <span class="_ _19"> </span>PSC <span class="_ _41"> </span>de <span class="_ _41"> </span>Assinatura <span class="_ _41"> </span>Digital <span class="_ _41"> </span>e </div><div class="t m0 x37 h2a y3c5 ff6 fs0 fc0 sc0 ls0 ws0">Armazenamento de Chaves Criptográficas </div><div class="t m0 x0 h30 y3c6 ff5 fs0 fc0 sc0 ls0 ws0">4.6.2.1<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento <span class="_ _a"></span>solicitado <span class="_ _2c"></span>p<span class="_ _0"></span>elo <span class="_ _a"></span>próprio <span class="_ _a"></span>PSC <span class="_ _a"></span>de <span class="_ _2c"></span>Assinatura <span class="_ _8"></span>Digital <span class="_ _a"></span>e <span class="_ _a"></span>Armazena<span class="_ _8"></span>mento <span class="_ _a"></span>de </span></span></div><div class="t m0 x0 h7 y3c7 ff5 fs0 fc0 sc0 ls0 ws0">Chaves Criptográficas. </div><div class="t m0 x0 h7 y3c8 ff5 fs0 fc0 sc0 ls0 ws0">Na  hipótese  de <span class="_ _9"> </span>o  descredenciamento <span class="_ _9"> </span>ser  solicitado <span class="_ _9"> </span>pelo  próprio  PSC <span class="_ _9"> </span>de  Assinatura <span class="_ _9"> </span>Digital  e </div><div class="t m0 x0 h7 y3c9 ff5 fs0 fc0 sc0 ls0 ws0">Armazenamento <span class="_ _8"></span>de <span class="_ _8"></span>Chaves <span class="_ _a"></span>Criptográficas, <span class="_ _8"></span>o <span class="_ _8"></span>mes<span class="_ _8"></span>mo <span class="_ _8"></span>comunicará <span class="_ _8"></span>o <span class="_ _a"></span>fato, <span class="_ _8"></span>com <span class="_ _8"></span>120 <span class="_ _a"></span>(cento <span class="_ _8"></span>vinte <span class="_ _a"></span>dias) </div><div class="t m0 x0 h7 y3ca ff5 fs0 fc0 sc0 ls0 ws0">dias <span class="_ _1b"></span>de <span class="_ _1b"></span>antecedência, <span class="_ _4"></span>diretamente <span class="_ _1b"> </span>à <span class="_ _1b"> </span>AC <span class="_ _1b"> </span>Raiz, <span class="_ _1b"> </span>aos <span class="_ _1b"> </span>titulares <span class="_ _1b"> </span>dos <span class="_ _1b"></span>certificados <span class="_ _1b"></span>e, <span class="_ _4"></span>se <span class="_ _1b"> </span>for <span class="_ _1b"> </span>o <span class="_ _1b"> </span>caso, <span class="_ _1b"> </span>às </div><div class="t m0 x0 h7 y3cb ff5 fs0 fc0 sc0 ls0 ws0">Autoridades <span class="_ _a"></span>Certificadoras, <span class="_ _a"></span>no <span class="_ _2c"></span>caso <span class="_ _8"></span>de <span class="_ _a"></span>armazenamento <span class="_ _a"></span>de <span class="_ _2c"></span>chaves <span class="_ _8"></span>privadas <span class="_ _a"></span>dos <span class="_ _a"></span>usuários <span class="_ _2c"></span>finais, <span class="_ _8"></span>que </div><div class="t m0 x0 h7 y3cc ff5 fs0 fc0 sc0 ls0 ws0">o <span class="_ _2c"></span>contrataram <span class="_ _7"></span>e <span class="_ _2c"></span>publicará <span class="_ _7"></span>em <span class="_ _7"></span>sua <span class="_ _2c"></span>página <span class="_ _7"></span>web, <span class="_ _2c"></span>para <span class="_ _7"></span>conhecimento <span class="_ _7"></span>dos <span class="_ _2c"></span>titulares <span class="_ _7"></span>dos <span class="_ _2c"></span>certificados, <span class="_ _7"></span>a </div><div class="t m0 x0 h7 y3cd ff5 fs0 fc0 sc0 ls0 ws0">decisão <span class="_ _2c"></span>de <span class="_ _2c"></span>e<span class="_ _0"></span>ncerrar <span class="_ _2c"></span>suas <span class="_ _a"></span>ati<span class="_ _8"></span>vidades <span class="_ _a"></span>de <span class="_ _2c"></span>prestação <span class="_ _2c"></span>de <span class="_ _2c"></span>serviço <span class="_ _a"></span>de <span class="_ _2c"></span>confiança <span class="_ _2c"></span>no <span class="_ _a"></span>âmbito <span class="_ _2c"></span>da <span class="_ _2c"></span>ICP-<span class="_ _8"></span>Brasil, </div><div class="t m0 x0 h7 y3ce ff5 fs0 fc0 sc0 ls0 ws0">continuando a prestar os serviços regularmente nesse período. </div><div class="t m0 x0 h30 y3cf ff5 fs0 fc0 sc0 ls0 ws0">4.6.2.2<span class="ff11"> <span class="_ _e"></span><span class="ff5">Descredenciamento por determinação da AC Raiz. </span></span></div><div class="t m0 x0 h7 y3d0 ff5 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _7"></span>hipótese <span class="_ _5"></span>de <span class="_ _7"></span>descredenciamento <span class="_ _5"></span>por <span class="_ _7"></span>determinação <span class="_ _5"></span>da <span class="_ _5"></span>AC <span class="_ _7"></span>Raiz, <span class="_ _5"></span>o <span class="_ _7"></span>PSC <span class="_ _5"></span>de <span class="_ _7"></span>Assinatur<span class="_ _8"></span>a <span class="_ _7"></span>Digital <span class="_ _5"></span>e </div><div class="t m0 x0 h7 y3d1 ff5 fs0 fc0 sc0 ls0 ws0">Armazenamento  de <span class="_ _b"> </span>Chaves  Criptográficas <span class="_ _9"> </span>descredenciado  fi<span class="_ _8"></span>cará  impedido <span class="_ _9"> </span>de <span class="_ _b"> </span>apresentar  novo </div><div class="t m0 x0 h7 y3d2 ff5 fs0 fc0 sc0 ls0 ws0">pedido <span class="_ _5"></span>de <span class="_ _5"></span>credenciamento <span class="_ _5"></span>pelo <span class="_ _5"></span>prazo <span class="_ _5"></span>de <span class="_ _5"></span>24 <span class="_ _5"></span>(vinte <span class="_ _5"></span>quatro) <span class="_ _5"></span>meses <span class="_ _5"></span>contados <span class="_ _5"></span>da <span class="_ _5"></span>publicação <span class="_ _5"></span>de <span class="_ _5"></span>que </div><div class="t m0 x0 h7 y3d3 ff5 fs0 fc0 sc0 ls0 ws0">trata o item 4.6.2.3.a. </div><div class="t m0 x0 h30 y3d4 ff5 fs0 fc0 sc0 ls0 ws0">4.6.2.3<span class="ff11"> <span class="_ _e"></span><span class="ff5"> Descredenciamento por quaisquer das hipóteses anteriormente previstas: </span></span></div><div class="t m0 x36 h30 y3b9 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5"> a <span class="_ _1b"></span>AC <span class="_ _4"></span>Raiz <span class="_ _1b"> </span>divulgará <span class="_ _1b"> </span>o <span class="_ _1b"> </span>fato, <span class="_ _1b"> </span>logo <span class="_ _1b"></span>após <span class="_ _1b"></span>a <span class="_ _1b"></span>consumação <span class="_ _1b"></span>da <span class="_ _4"></span>respectiva <span class="_ _1b"> </span>hipótese, <span class="_ _1b"> </span>no <span class="_ _1b"> </span>Diário </span></span></div><div class="t m0 x37 h7 y3ba ff5 fs0 fc0 sc0 ls0 ws0">Oficial da União e em sua página web; </div><div class="t m0 x36 h30 y3d5 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>os <span class="_ _a"></span>PSC <span class="_ _8"></span>dever<span class="_ _8"></span>ão <span class="_ _8"></span>cessar <span class="_ _a"></span>suas <span class="_ _8"></span>ati<span class="_ _8"></span>vidades <span class="_ _8"></span>de <span class="_ _8"></span>arm<span class="_ _8"></span>azenamento <span class="_ _8"></span>de <span class="_ _a"></span>novas <span class="_ _a"></span>chaves <span class="_ _a"></span>e/ou <span class="_ _a"></span>certificados </div><div class="t m0 x37 h7 y3d6 ff5 fs0 fc0 sc0 ls0 ws0">digitais <span class="_ _a"></span>ou <span class="_ _a"></span>serviços <span class="_ _a"></span>de <span class="_ _a"></span>assinaturas <span class="_ _a"></span>ou <span class="_ _a"></span>ambos <span class="_ _a"></span>no <span class="_ _8"></span>âmbito <span class="_ _2c"></span>da <span class="_ _8"></span>ICP-Brasil <span class="_ _a"></span>imediatamente <span class="_ _a"></span>após <span class="_ _a"></span>a </div><div class="t m0 x37 h7 y3d7 ff5 fs0 fc0 sc0 ls0 ws0">publicação de que trata a alínea anterior; </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="pf25" class="pf w0 h0" data-page-no="25"><div class="pc pc25 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">35</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">as <span class="_ _5"></span>operações <span class="_ _5"></span>do <span class="_ _5"></span>PSC <span class="_ _7"></span>uti<span class="_ _8"></span>lizados <span class="_ _5"></span>durante <span class="_ _5"></span>o <span class="_ _5"></span>período <span class="_ _5"></span>de <span class="_ _5"></span>operação <span class="_ _5"></span>na <span class="_ _5"></span>ICP<span class="_ _8"></span>-Brasil <span class="_ _5"></span>deverão <span class="_ _5"></span>ser </span></span></div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">realizadas <span class="_ _2c"></span>por <span class="_ _2c"></span>outro <span class="_ _2c"></span>PSC <span class="_ _2c"></span>credenciado, <span class="_ _2c"></span>após <span class="_ _2c"></span>aprovação <span class="_ _2c"></span>da <span class="_ _a"></span>AC <span class="_ _2c"></span>Raíz, <span class="_ _2c"></span>que <span class="_ _2c"></span>deverão <span class="_ _2c"></span>entrar <span class="_ _2c"></span>em </div><div class="t m0 x37 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">contato com os titulares das chaves privadas para os novos procedimentos de uso; </div><div class="t m0 x36 h30 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>os <span class="_ _5"></span>PSC <span class="_ _5"></span>descredenciados <span class="_ _5"></span>deverão <span class="_ _5"></span>imediatamente <span class="_ _5"></span>prover <span class="_ _5"></span>acesso <span class="_ _5"></span>aos <span class="_ _5"></span>HSMs <span class="_ _5"></span>e <span class="_ _5"></span>sistemas <span class="_ _5"></span>para </div><div class="t m0 x37 h7 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">outro PSC credenciado; </div><div class="t m0 x36 h30 y1b3 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">quando <span class="_ _7"></span>houver <span class="_ _7"></span>mais <span class="_ _5"></span>de <span class="_ _7"></span>um <span class="_ _7"></span>PSC <span class="_ _7"></span>inter<span class="_ _8"></span>essado, <span class="_ _7"></span>assumirá <span class="_ _7"></span>a <span class="_ _5"></span>responsabilidade <span class="_ _7"></span>aquele <span class="_ _7"></span>indicado </span></span></div><div class="t m0 x37 h7 y31e ff5 fs0 fc0 sc0 ls0 ws0">pelo PSC que encerra suas atividades; </div><div class="t m0 x36 h30 y1b5 ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">em <span class="_ _7"></span>caso <span class="_ _7"></span>de <span class="_ _7"></span>não <span class="_ _2c"></span>vincul<span class="_ _8"></span>ação <span class="_ _2c"></span>do <span class="_ _7"></span>PSC <span class="_ _7"></span>descredenciado <span class="_ _2c"></span>a <span class="_ _7"></span>uma <span class="_ _7"></span>AC <span class="_ _2c"></span>e <span class="_ _7"></span>não <span class="_ _7"></span>haja <span class="_ _7"></span>interessados <span class="_ _2c"></span>em </span></span></div><div class="t m0 x37 h7 y231 ff5 fs0 fc0 sc0 ls0 ws0">assumir <span class="_ _7"></span>as <span class="_ _5"></span>operações <span class="_ _7"></span>do <span class="_ _5"></span>PSC, <span class="_ _7"></span>os <span class="_ _5"></span>usuários <span class="_ _5"></span>deverão <span class="_ _7"></span>entrar <span class="_ _5"></span>em <span class="_ _7"></span>contato <span class="_ _5"></span>com <span class="_ _7"></span>a <span class="_ _5"></span>AC <span class="_ _7"></span>emissora </div><div class="t m0 x37 h7 y28b ff5 fs0 fc0 sc0 ls0 ws0">para procedimentos de reemissão do seu par de chaves e respectivo certificado; </div><div class="t m0 x36 h30 y270 ff5 fs0 fc0 sc0 ls0 ws0">g)<span class="ff11"> <span class="_ _2a"> </span></span>em  caso <span class="_ _18"> </span>de <span class="_ _1c"> </span>vincul<span class="_ _8"></span>ação <span class="_ _1c"> </span>do  PSC <span class="_ _1c"> </span>descr<span class="_ _8"></span>edenciado <span class="_ _1c"> </span>a  uma <span class="_ _18"> </span>AC <span class="_ _1c"> </span>e  não  haja <span class="_ _1c"> </span>interessados  em </div><div class="t m0 x37 h7 y271 ff5 fs0 fc0 sc0 ls0 ws0">assumir <span class="_ _b"> </span>as <span class="_ _9"> </span>operações <span class="_ _b"> </span>do <span class="_ _9"> </span>PSC, <span class="_ _b"> </span>as <span class="_ _b"> </span>ACs <span class="_ _9"> </span>que <span class="_ _b"> </span>emitiram <span class="_ _b"> </span>o <span class="_ _9"> </span>p<span class="_ _8"></span>ar <span class="_ _b"> </span>de <span class="_ _9"> </span>chaves <span class="_ _b"> </span>e <span class="_ _b"> </span>o <span class="_ _9"> </span>respectivo </div><div class="t m0 x37 h7 y3d8 ff5 fs0 fc0 sc0 ls0 ws0">certificado deverão entrar em contato com os usuários para informações de uso ou reemissão </div><div class="t m0 x37 h7 y87 ff5 fs0 fc0 sc0 ls0 ws0">do par de chaves e respectivo certificado. </div><div class="t m0 x0 h30 y3d9 ff5 fs0 fc0 sc0 ls0 ws0">4.6.2.4<span class="ff11"> <span class="_ _e"></span><span class="ff5">Da Responsabilidade </span></span></div><div class="t m0 x0 h7 y3da ff5 fs0 fc0 sc0 ls0 ws0">O <span class="_ _1a"> </span>PSC <span class="_ _2d"> </span>de <span class="_ _2d"> </span>Assinatura <span class="_ _1a"> </span>Digital <span class="_ _2d"> </span>e/ou <span class="_ _2d"> </span>Armazenamento <span class="_ _1a"> </span>de <span class="_ _2d"> </span>Chaves <span class="_ _2d"> </span>Criptográficas, <span class="_ _1a"> </span>a<span class="_ _8"></span>inda <span class="_ _2d"> </span>que </div><div class="t m0 x0 h7 y3db ff5 fs0 fc0 sc0 ls0 ws0">descredenciado, <span class="_ _a"></span>não <span class="_ _2c"></span>poderá, <span class="_ _a"></span>sob <span class="_ _2c"></span>pena <span class="_ _a"></span>de <span class="_ _2c"></span>responsabilidade <span class="_ _8"></span>civil, <span class="_ _2c"></span>criminal <span class="_ _a"></span>e <span class="_ _2c"></span>administrativa, <span class="_ _a"></span>ceder, <span class="_ _2c"></span>a </div><div class="t m0 x0 h7 y3dc ff5 fs0 fc0 sc0 ls0 ws0">qualquer <span class="_ _8"></span>título, <span class="_ _8"></span>as <span class="_ _8"></span>chaves <span class="_ _8"></span>privadas, <span class="_ _8"></span>certificados <span class="_ _8"></span>digitais e <span class="_ _a"></span>documentos armazena<span class="_ _8"></span>dos no <span class="_ _8"></span>desem<span class="_ _8"></span>penho </div><div class="t m0 x0 h7 y3dd ff5 fs0 fc0 sc0 ls0 ws0">de suas atividades na ICP-Brasil, à exceção do pr<span class="ffe">evisto na alínea “c” do item 4.5.2.3.</span> </div><div class="t m0 x0 h30 y3de ff5 fs0 fc0 sc0 ls0 ws0">4.7<span class="ff11"> <span class="_ _19"> </span><span class="ff6">Obrigações Subsistentes </span></span></div><div class="t m0 x0 h30 y3df ff5 fs0 fc0 sc0 ls0 ws0">4.7.1<span class="ff11"> <span class="_ _2b"> </span></span>As <span class="_ _2a"> </span>AC, <span class="_ _30"> </span>as <span class="_ _30"> </span>AR, <span class="_ _2a"> </span>os <span class="_ _30"> </span>PSS, <span class="_ _30"> </span>as <span class="_ _2a"> </span>ACT, <span class="_ _30"> </span>os <span class="_ _30"> </span>PSBio <span class="_ _2a"> </span>e <span class="_ _30"> </span>os <span class="_ _2a"> </span>PSC <span class="_ _30"> </span>de <span class="_ _30"> </span>Assinatura <span class="_ _30"> </span>Digital <span class="_ _30"> </span>e/ou </div><div class="t m0 x0 h7 y3e0 ff5 fs0 fc0 sc0 ls0 ws0">Armazenamento <span class="_ _8"></span>de <span class="_ _8"></span>Chaves <span class="_ _8"></span>Criptográficas <span class="_ _a"></span>operacionalmente <span class="_ _8"></span>vinculados <span class="_ _8"></span>têm <span class="_ _8"></span>o <span class="_ _8"></span>dever <span class="_ _8"></span>de <span class="_ _a"></span>observar <span class="_ _8"></span>as </div><div class="t m0 x0 h7 y2aa ff5 fs0 fc0 sc0 ls0 ws0">diretrizes <span class="_ _30"> </span>e <span class="_ _30"> </span>normas <span class="_ _30"> </span>técnicas <span class="_ _30"> </span>da <span class="_ _30"> </span>ICP-Brasil, <span class="_ _30"> </span>inclusive <span class="_ _21"> </span>as <span class="_ _30"> </span>obrigações <span class="_ _30"> </span>que <span class="_ _30"> </span>subsistirem <span class="_ _30"> </span>após <span class="_ _30"> </span>o </div><div class="t m0 x0 h7 y2ab ff5 fs0 fc0 sc0 ls0 ws0">encerramento das atividades de emissão e armazenamento de chaves privadas. </div><div class="t m0 x0 h30 y3e1 ff5 fs0 fc0 sc0 ls0 ws0">4.7.2<span class="ff11"> <span class="_ _2b"> </span></span>O <span class="_ _38"> </span>ITI <span class="_ _2d"> </span>poderá<span class="_ _8"></span> <span class="_ _2d"> </span>determinar <span class="_ _2d"> </span>a <span class="_ _38"> </span>revogação <span class="_ _2d"> </span>imediata <span class="_ _38"> </span>do <span class="_ _2d"> </span>certificado <span class="_ _2d"> </span>digital <span class="_ _38"> </span>emitido <span class="_ _2d"> </span>em </div><div class="t m0 x0 h7 y3e2 ff5 fs0 fc0 sc0 ls0 ws0">desconformidade  com <span class="_ _1c"> </span>as  normas <span class="_ _1c"> </span>que  regem  a <span class="_ _1c"> </span>ICP-Brasil,  com <span class="_ _1c"> </span>ônus  à <span class="_ _1c"> </span>enti<span class="_ _8"></span>dade <span class="_ _1c"> </span>infratora  para </div><div class="t m0 x0 h7 y3e3 ff5 fs0 fc0 sc0 ls0 ws0">ressalvar o direito de terceiros de boa-fé. </div><div class="t m0 x0 h7 y3e4 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _3b"> </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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Vt033XPbj4IAIB6Hqgj166fd3d7dPaL2LzhF4Or5kp9pW7SqPGTh49tjErvLtl9d829kz2eEnLUUr7ysdu6o9zwnKSIPGP4xD3GTEsRD66aP6dlUR5w0oqcnjll/2GVOu9aAICduJ577r+4e/WR33zjY+WKrXqIVB/F6IYRB0zY/cQZRzxn2sGH7bJHNVWeWqc6R0RrdM/48imrom2j30Lk/N4DXvH548/KEWdfde5/3viDgfdvKKt3vO0nuzaNNxUEAODJsg2uGkw5csoRkVOUaavuXuT2qC3sWrVw/o2Xzr+xvlZ84bj3/OPBp6YnPMFjh/qg0vOvsshlHhDWKcrUu+thpDToacwpIsyiBgB4Mm2L9Z6f2LoSOfWLyIiI6KyUH7rq29+59cKOgZ35FJBTDKzn9YWdzJQGAHhK1/OQs3HoK3OsLte+97Iv/ObBq56CJZnygNeUBnY0AAA7oL/TTt0pR7Ws9GvEnItcbjDwvHFqd1RqP7rl4tNmP6fyFAroSqRDhs9eU3ZsdCllkWNmw4Qw6gwAoJ4j8sFjZ5970ocrfbFcy+WqrtZ5LUu/d8eFly28eZA7RIoUf3v01tZa+6hK02A36LdiXb/18nLfT/rWdc45Ulq/qF3KG68h1/fH3Pu/lCI2WKd5g9v32wAl9x5nv48Eqfepc2xipefGqF765i8POsBcKGcAAPUcERFpWLVx/wm7VjfO1jho0h6Hnfemjmo52J2iM7o7a11RaSojt9Y6BrmWLseISkORUo5Y1t16/dy7bnjs7jLH1NETnrvbobOaJxV9WxWWkVvLzmWdLfcveuTBZY8tX9vS2rG2zGVdpTK8Ydjw+obJI8bvOn7arqOnjK4Mq0T/xfI2eNaUUs8ElGVda+5d+si81Yvmrli0qr21q1arVqoNlfppoyfsv8vsXcdOGdPzOAOsqXUOOuLeEJWmos7MDQAA9bw+l9fvZ51TpDx91MS6XOmIweo556ayrqmuMSIvWbvqhO+8Y219LfXer+efqVKmi9/0pd2bJ10x/443//oTj3Ut7y5yRKQcE64Y8dp9Tvy3o84Y2zRibtvyr139s9/ef+WClqVt1e5aEQMnGKec6mvFLo1jTtz9mafuddzxMw+pj8qAS/hyRy4ve+Tm39x7+e8e+NvCzpXdRe5Zb6T/q2yoVcZWR7z2wBd88DlnjK0M63//tug+5jtvXVO2x4BNXt60/ws/esybjT8DADzt6zlvuA9gjkgpp5wiFrQu6+5J5wErTVTLyusOfeGwqItI3bl8tGv56qJzoweuq6W23H3hw9e+49Jz5pVLo5LWPc/CcvWFD12158RZP7jz4lsXP7AmOiNFNAx2bD3zK1JuK2oP15Z+694Lv3vPRUfvsv9Hn/nmY2ccVI2iZ1GRrly78IG/fe76/712yT1lyjlt6uTltrravFj5udt+eu6dF551yMv/7Zmvbyx6bprKyI90LR2w3nNExLJaq7cjAMAO7u+y5kbqWW6jd85DTlFG7oq8pHvt2Vd+t6Outq6r132Rcjxv4sEfPfYfisdd3jhHXLLgxtf+38fmdSzdqL6rURy795Hv//OX/7bkrjWpc5OTigc+fopaka9YfPspv/7gl244v+yb5nz+PZe/6qKP/W3Z3bVKmdPGU1D6vlj/ISCnWFa2fvKGH3zqqvO6bNgNAPCUsP3HnnNESreveOg5P31n6pu7USvLVR1rlqxdsbK2ZuNJwDmqZXr5bsd++cR/GVVpfPzH7i7yx//09bWVzt7FO/pd5jd++Ohf3HFpa3QOesfGqJs8bOzwalOKWNy+Yln76u4BC8m1Vbo+cfX3njvz0MMm7rE2d332uh93VXJvF/eFcn1ZOXX2MfuNm1XmPGfVwluW3Hf7iofL9RmdyxRfvOnnk0dOeMdBp7guEABAPW9Oioho6W67dsndm/rp+qPJxfGTDn7rYS976e5H16ViKA++pqu9b42N3nkhOaUi5zF1I+5Zu3z9xOW8flT70JG7nfvSj+89ZnqKFJG7Iv/+4WvfeOHZA1N7Ter8w0PXHjZx9o0L77tz5cPrR+pzRIqiTG874JQvHv+eonddj9QRtZf/6t8vnndd6n3ilCPWFJ2fuPw7L9vz2MlNo73hAADU8zYzbeSklx944sG77FkMtlrcJgI6RUSRY3bD5KNmHDis2nDlo7fOW77wiPF7ta5Zvay9pRZlmaJMZZkiR4yvG/nT0z+9+/BJffmd6nK8ZNdn7jdu92uX3b1RmuccD61ekCPmtyyubRz9qYgYVt8YET0r06WIxqi87YCXNlea1h92zhFRyWlFy0r1DACgnreJ3kqe07LgHy/9TENUj5t26NsPfOnzdj28uVK/mYDOkSL+5cBXnX3MmY1FXYroyrXVbWtGNTV3l7X2WufKtta1nW0rOltXtres6WobXd+82/CJKXLOESk6ytpjLUvuW/5oR9k1yEFFLFq7vIwY1zSqEhutDJK7i/jKTec/smrRoRP3mDJ8/OTh40Y3Nh88ec/n7X54Q1FX9FV2z6srvNcAANTz0BV5QJqmQTamLlO0Rffv5l136dzrnzv+4F+++jMjKg2P97gpJubm9z3ztcOK+p5WbUjVCcNGReT6SmVYpX5sfXP07qgSPatelBELO1Zd/9idt8y//+KH/nbr8ge6KrlMgy+13FV2p4hnTj9gcuPYRzuX9RsNTxHRlrp+9tBlP3vospQjRUoR9bVictO4vcfOOOOgF794z6OHRTUpZwAA9bxFpjSNO332c9ddNpdzXtPdvmTNihvm3zWve0UebJ5Gd5EvW3rLJQ9c84q9jn3cKE9HTtl3fOPIx5/hUUuxvLbmoaXzrnj4xsvn3nTrwvuXlKtrKZcp952DwR+gp6mHR92x0w/94YN/iE2sAZJT77J8bdXaQ12LH160+I+/u/EZ1+3zuRP/6YhJe7paEABAPW+BWc27nHPcO6v9FsjLOUeKVV1rf3H3n//r2h880rZ4YJjWivy92y88da9joncL7kFUyjht7+MrMcgG3LUor51/1yUPX3ffikdvW/bgIysWdqTu3qWaI6LoGwCPx5tfnfr++fGj37Kqo/X3c6/rTLVN33D9s3cW+coVd73oV+/78JFvestBLxpZbfRuAwBQz0OSondiw/rvpBQRY+qGn3ngizrL7vde8cXB9huMGxbfvbxrTUTvossDNeW6g6buOfCn7WXXv1/2jW/e9ZuOdbFbWVe2vTcuIqq1YkbThKOmHXj7qjk3L7v/cV7C7qMm/+pln/rOrRd+8orvLam1dBflgA238wYZnSIilna3vP+vX71twX3fetEH6lLFGw4AQD0/ITmiq3uT24ms7lq7qr11WFGfN3H3hlwd1zxm4GN++uoffuXO/ys3mm0dOeU0ptr83OmHPmOXfWeO3GX/CbvuOnpKXVF99W8//vj1HBGVSG8/6CWv3veEeauX3LHkwftXPrZ47co5LQseWbVwbuvi1q62WirLFBsNZdeK/JMHLn3HwlOPnLyPNxwAgHreemXkqxfdfc41Pyo3cWVdilSklGOTWw7WlZXhdRtPilgTXefd8bsB6RwR6aDRu1386i9Oqh/Rb++S3B2xor1lCMebIvLouqbR42buN27mulKvRbm27Lpn6Zy7l8758e2XXLbw5lq/p04RnUV5x5KH1TMAgHoeWiWn6Ihad88MjoieZZDX1Np/d9/f/vWPX1kcqwcJ1Rw5xYjqsJGNwzs7Ojc19lxJRTFgv/HHWpYsaV8VRYoBs6Vfuscxu9RvdIlhas+dc1Yt2NTBt3a13734kY7cXYuyjLI7amXOtbKWy/LACbvPaJ5YyWlk0XDExD2PmLjXqXsd+6rzP3zpopvWLeKRI0cUg6yIBwCAeh4gR8QNS+7Z7Zun9SvZ3F2rtde6OqO71lOZG84ZjoicckQcOnHPMdXhizo6t2jZisWrlnVFd+Q8cDZIV607en6Qc0qpK9euW3jvV278xSNrF23qwsHulD/4xy9fteLujZbYSxEHjdr9V6/49IzmCRG5Z+718KL+yGn7/WnhTWVa9/JTijxp2BjvNgAA9bxZRUTuyrXFXas3TOq0buvsnAZOeu7ZQTC9ft+TqrHFC77tMnp8fVS7U9fA1TS+ceuvp4+a9ILZR1VTsWjt8m9c98sf3Pv7rqJcv6f3hsqIEdXGdx31qr9efHb/+Rg9D3xTywOvueBj5zz/vXuNnV4tKq1d7efdctFnr/9xdyX3fyGjy8Yjpu7r3QYAoJ43a9A5F+s7dbCVK1LP0PPsukknz37WVjzl9OaJU4aNe6B9wcAgXlGuOeuyz4/50zeKVLR2t7XV1XKx7pAGmenRXetOkU6c/YzJDWMe61q+0SvIEVcvu/uEH501Zfi4ukp15dqWpWVLXzr35ni1TKfvfcLk4WO92wAAdnY71DZ4eV1xTqwb+bHD3vinM746rqF5Kx6oMSpnHXZ6XVkMmu61Ii+trF1ctK6tr+WUI0djWTlm0oF9G55sYPGa5bUoR6bG9x/52kEfMKdoq+t+sHPRPW3zFqbVG406jyyaPvnMt/73CWdVsi1TAAB2etUd5UBypEiVnEblhkN22euzJ7zn4PG7p00MXG9WinjXIS+rS9V/u/LrLdGxqdtERKUsjhq3z8ee+7YZzZMO/t4b1tZ1b3SzB1bPv33Zw4ePm/2uQ04b3TjyXy/7ytLckh9ne5WeB885Io3NTV898QOv3Ou5xda+EAAAnpr13JTqXrfviSvLti26V32qG1HX1NzQNK5x5Pim0dNGTNxt7NRRdcMqKaV+jTu82nDmgS9qqwyyyd+YsrEhBm41GNVUvOOQU46cuu+FD1z14Kp5D66ct6x9VWfZlSI1VeonDBuz66jJM0fscsy0g4+efkB9qpaR/+e4d9+64sGBkX3nY/cfNG63ulScse/zj51+0BWP3vLwqgX3rZw7b83Slva1rd1r22udZVkWlaI+VUfVN08ZMWF684RnTd7/+bsdMaFxVNHvhdRF8Zb9XtiWB1l/4+jJB/R8jDhi4l5v3/eUQX5VuRhRbfKWBQB4EqWct8GoaM45pRSbG5EdeL9+Ybm5G6Yt/VmOnHquBcwRZeQyco6o5RwRdZGqqdj4UHpfxRCfOpcRZUSODc5gEakSW3IuNlgYJG3lOQAAYOep59y3gsYWBF4emKq5b9W3DVOxZ0G7tJlHzjlH/wfcqIbXPd26udVpCzp13Tla/wR50NTe4OVttLt43lQi9wZ+PM6eMEN7UgAAdoZ6HhiIvclZi7yyc82i1mUPrpg3Z/XC+a1Ll7SvXNPdvraro7PWlSM3FHXD6xqHVRsnDhszrXnCbqMm7zFuxsThY5qrjalnBDdH6reWXM45pd4A7f/1psJ94HfLnCOiSGlz2bzJ2H28ot0w+tOmD2zdHfOGHww2/tSw0TIgm/0QAQDAzlPPvfVXi7yss/W6+Xd+76YL/jL3ltbc0V2UfWtO5NRzieDAQ4mIHPW1yti65tP2Ou6th5+25+ipjan6+A0KAAA7ZT2XkR9YOe/iB6/5/Zxrrl14V0v32lrq2w1laFOA1x1VylGfK5OHj3vejMNfsutRx806dGTdMPkMAMBOW8/9hoPLyA+0LvzO9b/+1m0XtBQdj/+MPXfu3WJwCIocB46Y9YUXvO9Zk/dr2LEWqAYAQD1vYUGXERc88Nd3/u6zi/PqMg36HPFEtgrpmdExvKx78W7P/tzz3z21yaZ9AADsnPU8t3Xphy/75i8fuXJtdK7r6YGNXc1peKVxSvP4ScPHjahvGlE/rKFSH5G6al0tXWtXd66d37J4XuvStWVHuenlMFKO3Zsnv23/l56y53P2GD2lMBMaAICdqp6jFvlHd//xbX/4TGdR23iBiIi6Mk2tH/fsaQe9Yr8TnjPjoBHVxkqktOHCbDkiR+6OvLRj1SX3X/uD2y66Zcn9q1N7uYm1NFLEiFr991/88VNnHy2fAQDYmeo5Ijojn3L+By5ZcF2/dk7VsphYjPzAUa9/48Evbq409GwgsomB6fXfK2AZgxgAACAASURBVCN3RZ7TsvC/rzjvJ/dd2lEpc89ydbn/WshlRDGrYcL/nX7OAaNnFtY/BgBgJ6rniLhz2SOv+e3H7lz9SI6Y1jjhtXufcPpez917wqxhRV3EkPK2/6rJOXIZ+dHVi69bcPeP7rrkD3Ov70xl/1HtFJFzHpWa/uPot/3jIafWJZcSAgCw89RzjpjfseINP//orHHTvnDSP42sNG6rAeHuKP8y77a3XvxfD7cviih69rXuvQwxRV0tffDQ1//7s9/Y1LssNAAA7Pj1nHOk1NK5tr5S11CpxoabZj/xNH949cKv3fzLX9/3lzltizdavqNapqMm7fetkz6495jpfp0AAOwE9bx+8vL23BNweW3tKT99/1XL79poDbwU+fm7HP7b08+ptxo0AADb0zbKzTTgi+1gbGXYOc9795jcGDn1X9sjR/x5/s0/vuvS7sh+owAAbD+Vs88+e+c52jy1efwpex5bdtVuX/pgLWq9tZ5TWZR/eui61W1rjp5+UF1R5LASBwAA2942mrnx91VGfteln//WPb/tOfR1K+VVy/SDEz/ymn2et+EKdwAAsG0UO+dBp7MOe8XI7oaeP67L/+4i/+K+P9e26+Tr7Sdv5s8AADzpdsqx54goI181/87XXvjxxzqW9f9+Y1Q/c8w7Dxu3x84Y0CmivlKdPW76mPrhkSOnSDvnBwEAAPW8I/qfG376r3/7Zr/lN3JEpJ5loXfGX0aklOOAkTN/85r/mdY4LvrtIAMAwFOpnjdasi73m428Xfqv5wmWtrec9st/u2rZXWUqnzqDtDl2bZx47gs/fOzUg8QzAMBTsp57qi9357KaKn3Jl3OkWuTKdruCL0fMaVt6/LnvmFMujXhKzXLYtWHCn9/wjRlN49OG25gDAPAk2jZXDeac53es+v4df3jXhed0R5l70zZ1Re3tP/vkp6/+4YL2ldul/SNmNI17++GnFWU8xSYIP9K+5HU//8jc9uU5IqXkGkIAgB1B9Yk0c0Qqc86Rb1/88G/v++v/3PqzWSN3WTeFIkWUEVcvvvv7iy67d9mjH3v2mbNGTaps6zHUIuJdh7/8vuWP/OL+y9vLzpzWR3T/iSMbrW23UYL3/+mm/rnR3Qc+1MAnGnQKy6BHkiLKyGXR78Sm+Nuqe475wdvPPfnDz51+cE8/G38GAHhyPaGZG7Vczlu7ooxciahFHP2jt05oGnPNGd9tiNSzXER71A77yuvviQX/8cx/eMO+L6jkNLJh2Ii6xsixbaci1CLPW7v8sdYl7d0dO+lv4o8PX/fZG/63VuSNpqDMrB//5zd8Y9awCdIZAGAnrucy8qev/tF/XHtuLeWekdScormu6Vm77H/ytGe8+4hXfO+W357/0BV/e+y2tdGRcqSIyGlm04QPPetNbzzgBZW0jSaNRM9wc29x7pxThHNEaqt1fvvW33zxhp/NaV/Sf5A55ZjRMOHdh77inYe+rKlS7y0LAPAk2vqE7SprU5rGfeLZbx9VHV6m6Fk2rrWr7dK519+8/IEccffKuX+ce/3a6IiInKJMMaZhxHue8Zrurq41nW3bLP/XzxOJiNg5r65LEdFUqX/Poa+44oxv7do4sf+0jhz5kc6lH7z6m1+76Zc5svnPAAA7ZT1Xi8oZB5/8uv1OrE/VDWovRRm5HOwyt+a6prcdfMqZh53S3DDMqd9Iz+D5tMYx/3TEqyu9M6DXT5yupfylm37x4JrF9iAEAHgSbeXMjcdal77ugrNrldyVa7cte6Cz7O7/09H1I6YPm7CgbfnS9pX9tjKJxqLu4PF7FJFmNk/6/os/UpcL18FtlNA5Uket6zu3/fbsa763vHtNbyvniJQix/SG8b97xef2GzfLmQIAeFJs5ZobS1pWtHe29+zsd0DzrBw5Upq7dsmSrlURsbKzZWVnS8T6eRUzmiaOrxuRInW3d0bE3LXzW8uOMUVT5Bw7zVyL9atoDGF29WZWyMg9U136lgjJEam3kaOxUnfWIadFjn++8iu9U2L6JqfM7Vz6i/su3+9Zb/LGBQDYmer5oMmzL3/zt1LkHJEi5ci1yN+65lcXPXr1oLd/7+GvPGm3I/P6nI76nkkjO0c554jUl8Mp+mZXDxbIOTach70pPWuSbFjgqf9XZxx48vn3/vmvS27f8P8ayIvbV3jXAgDsZPUcvTOmU18qphTpqBkHThsz+MJq+4ydmQYfrt0J8jnniJRvXzrnsjk3dJbdB47f7RnT9h9dPzw2LOgcETnaah1/fuSme5fP7c61QybOfs70gxsqdRu9yFrkR1Yv+sND1y5vX33AhN1O3O0ZfXPH19/wrqUPP9qysBxwMOPrR3rXAgDsZPV8zaN3vPm3n+qZftC3s2AsLVtW57WD1GeKiTFyZNG07jv13cXv3/71aY1jdtjttfsfVlfKlzx83Vsu+s+luTUiKmXarWHi+a/87wPHzoq0fo28FNGV8gcu//o37/pNLeWeW37s8Dd+5Og39X+FbWX3f1/z4y9d/9NVqS2nqJbFi6cd+dmT/mn28EnrRrRX1drfecnn5nQsXTdC3XOS62uVF+12tHctAMCTpXL22Wdvxd06c+2Sedc3DRs2p2Pxgu6Vy/OaFXlNR3StG4quy5VIkfvm8q6JjuV5zZrUsev4acOHDZsxdvIZ+59cTetWltjh9O0LmP82/84zf/fpL9z009W5vXeOcorl5ZqL77+qVpa7jBg/urE5InWUnT+/+88fuPyr5z98RS317reYU1y38K7VbWtmj5s+umF4GXHfisfOuvTz37nrgraiu+fRypTvXf3YT277fX2l/uBd9qqk4oGV80//9YdvWHF/zySRddNGxlWav/Lcfz55tyOL5FpLAIAnqRKfyG4pZcTzf/ZPVyy6td+3c0R6w14v+OZJH/jnP33p23dc0L+NJzaMvu+tPxte1PcUdloX1zukzigvevDqf/jdfy3PayJi4AWOKceIsuEnp37yxFlHfOQv3/7crT+tpVpEkXovCew9ISmnqWn0ha//0s9vu+SrN5+/utI54KlyyinlOGnSYee85F8+eMmXL37s2tx/w/EURY5zjnrnPx/+Sjt2AwA8ibZ+3vOK9pZf3nX5wrXLNsrxiKiPal0U9UW17zs9U4KjrdZx7q0XNebqqXs8e9KIsesvIdzxtJVdZ1957tdvPr+10tU7b2LjzM85pdWVjnf94ZzXH/zir9xyfq3IPbPB80aNnWJerHz5Lz/4SOui7ko5WPumXETOccnim274wT+u6Grd4BFSpBwHDp95xgEvUM0AADtrPY9saL5m4Z33r35sfU6maCzqZo3YZfKwsSliatO4vUZPf2jV/K6oRUSRo7Wr7aNXfOutB5wycljzNnwNZcSNi+793YNXr2pvrUWkfit7rF8mo+eb/XfA7r2IMcW62/e78c1L7v/jvBvKSgyYmb3xqhpz2pd86pr/l4tBh4T79g+PeLBtYVRig2sM00aXHEaZ8pLu1Rs9TENUzjrw5e97xqvHNYzs/7wAAPz9bf3MjYhY0dn641v/0J1yinhk9aKv3v7zfcbu+rc3fLcxUpFTTrE2ug//2hvuKxc+Z9JBL9vtmBRx2C57PWvqvpVUbMPXcM/qecf+6B8X11q29z58lTKaUsOa1JEj9X+uNOCJU88mJylt8pBSrpRFQ6pry535cXv4rXu+6Bsnvb8imgEAdgDVJ3LnMfXN7zritJ5CvGrenV+/9fwUUY1U5JQipYhqFEWOiHTQ+NnvOfzlfRfdbUudUfvslT8YOGQ7BLnfVtiD9m3vNXu9Z6pMr5994kv3O/bMC/5zRVrbf17yRi+prkwvnnH0/LZl1y27e1M5n8ritFnHvO2Zp7/xlx+d373JJZzH1BrfedjLbckIAPBUqOfozc98y8IHfn7Pn2aNnlJfViM2WNi5rlaZ0jQmcn5wxbzdR08pYttcJ9hTtrWIb970m5/e/6dc2bpjj8eZCLGuiYscUxvGnX30mW/Y/6RqFIeced4F917xxZt//nDbog0fIKecnjV+308d8/ajpu7/aMvif7r0S7+fd23P6nXrMr3I6dCxe7x2nxPecsCLR9YPu+gVn/vEVef+ce4NrbkjReS+Sw6LiBMnH372MW89cPyu2hkAYAfxhGZu9FdGdEdtzsqFs0dPWTdWWkaes2rRxBFjhxf12zYBe1L07hWPHnnemWuKzrzdVu6oK4sz937hx4576y4No/pvMHjXyrmv+sWH7m57bF0c15XF8ZMO/eHLzp7QMKJnEejOqL3ugk/88tErc98QdpHj1bs977sv+vemVM198V6L8oalD5x+/r/P7Voe0XtZ4TET9v/dq744LFW9RwEAnlL1vPG1b/0HYyOndUsnb/ijJ5zPuTPyW3//3z+4//e9F/5FRI4UsceoaRMaR/cu9JHXHWHuWfgj9zvU3lukAd/PEZGLVEwYNvq1e53wir2PrxswUTvnvKq77bI5N/z0nj892rJo11FTztj3BcfNPKSpqOv/UheuXfGNm39985L7lratnjVy8nOmHvja/Z4/qq4p9+2Bsm4959uXPvStWy64Z+WjXbXug8btftZhr9hrzLRBzzIAADtxPT8pysjfvO237/3zF7qL/sefxhXNN5/5g6mNo7eoNnO/K//6f5E2WIdj8E8MZc49y3mkTT94T7cPZfpyGTkiiu30kQMAgCdmp5wYkCPuXznvI5d9Y8N0joj8vBmHTW0cndYH6BN/qjQgmPv9OOciRX7cqdxpo38/7lMVvfWevTUBAHZAxU53xGXkh1oWvu33n1lRtK0PzxwRMakY+f4jX5O2zWhtznmDYE4bFXHvDippiIPcGy0ZvZlbRMr9x74BANgx7GRjz7XIFz58zTsv/Mz8vGp9WKYUERPL4eed+vHDJ+2VNh2oWyJt5kLE9UPKWxy4aQg/V80AAOp5K60b3716wZ1v+c1/rExtG8yHyLlaK85+7tufN/2QvvnCSX0CAPA0queedY9zRIpURn5gxbxf3/+XL99y/vL1EzYiInKOSk7/cuir33rQS9ZtyCedAQB4WtVz71J3KaIW+Xu3XfS+y768ptKZ+9d1RERqKIu37ffSTzznzKpmBgBgO9tuK9atW8p4K++dazkvaVt1wX1X/u+9l1676K7OVBt4s/1GzPjcse8+ftah9b3rMQtoAAB2xnqO3BH59/dfffzuRzQVdZWIFKlnB76+uI7o2ZckbXDhXRnRFbWrHrvjnKvOu2rBHa1FZ04DDzoiYte68Re95gt7j57utwgAwM5dzzniqoV3nfS/757WPPG5Mw8/fb/jnzXtgLooqlGkiP4Z3XOFXy1yd+T7Vsz9zb1XXvnITVcuuL2t6Nq4m/P6Hfr2bpr6f6/+3J7Nk402AwCwc9dzjpizZvHpP//3G1seiJQiRzUXzdXGGSMnTRk+vrm+qbluWGOqzxHd0d3a3b6ms21x24q5LYuXta3sSjmnvu35BszEKHLad+SMF+121DsOOXXmiEmxfidwAADYOeu5O8o3/+Y//3fO5WUqIyL1LJ+RUuS8fiPsQQ4lNhps7v+dFFFfK9578OlnH/vWplT1mwMA4O9vG2dozjmluHHhvb9++IqyKHu/uW6ORjzeNiYD5zfnlCNSQ1k5euqBr5h93NHTDth33KxqKvzaAAB4KtRzSilyzF2xaEQM6yxbuno2nN6Kx4lIOTV2V0/b87gPHfPmPUdOruSi9wfZXigAADw5tsvMjVrkhZ2r/vrwzefecuHV825rL7q7i5zTUI4mUqS6Wtpn1MzX7H/iCbOP3G/MrIZU6f1x7lluQzoDAPAUque+1s3duVze0bpg9dIHVsx9uGXh/NalS9tXrelqb+vu6Kx1lTnqK5XGSn1TtWFc48jJw8dNb564++ipk0eOn9o8vqGoi/VLcwAAwFO6njcs6Q1GjHPvJOieb6YwngwAwM5g+16B15PmeeCsjRxFpCJSipQib2k6l4938SEAAGwvf6ex522rFrnIYVIHAAB/Zzvl6m+qGQCAJ8VOue1ICjsMAgCgnodazwAA8CSwbx8AAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAADUMwAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAMDWqEbEt7/tPGyBt73NGQMAf9HzNH17GHsGAIChUs8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAoE/KOTsLAAAwFNWIWLDAedgCkyc7YwDgL3qepm8PMzcAAGCo1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAOCpp+oU8LQy86NXOAnA08ojnzzGSQD1DP4WAQCeBGZuAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAAA2lnLOzgIAAAxFNSIWLHAetsDkyc4YAPiLnqfp28PMDQAAGCr1DAAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAADUMwAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYA/n+7dnAbIQyEYXSQ3IRPdEJnnOiMTji5jMktyuZkpDXKxu+V8Avh7zCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAAC9igmYyrqfRgD46To2I4B6Bo8EAPB+LjcAAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAL8tmWkFAADoUSKiNTvcUKvFAMBDz6Sfh8sNAADopZ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAIB6BgAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAADUMwAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKCeAQBAPQMAwNOKCZjKup9GAPh2HZsRQD2DdwIAGMLlBgAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAGCUJTOtAAAAPUpEtGaHG2q1GAB46Jn083C5AQAAvdQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAADUMwAAqGcAAHhaMQFTWffTCMBHuI7NCKCewWsEAHwwlxsAAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgCAUZbMtAIAAPQoEdGaHW6o1WIA4KFn0s/D5QYAAPRSzwAAoJ4BAEA9eKs4AwAAB39JREFUAwCAegYAAPUMAADqGQAA1DMAAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAIB6BgAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAAD+i2ICprLupxEA3u46NiOgnsH/HQDghcsNAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKCeAQBAPQMAwChLZloBAAB6lIhozQ431GoxAPDQM+nn4XIDAAB6qWcAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAIB6BgAA9QwAAOoZAADUMwAAoJ4BAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAADUMwAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAIC/rpiAqaz7aQSA69iMAOoZPBgAwFguNwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACAegYAAPUMAACjLJlpBQAA6FEiojU73FCrxQDAQ8+kn4fLDQAA6KWeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACoZwAAQD0DAIB6BgAA9QwAAOoZAADUMwAAqGcAAEA9AwCAegYAAPUMAADqGQAA1DMAAKhnAABQzwAAgHoGAAD1DAAA6hkAANQzAACoZwAAUM8AAIB6BgAA9QwAAOoZAADUMwAAqGcAAFDPAACgngEAAPUMAADqGQAA1DMAAKhnAABQzwAAoJ4BAAD1DAAA6hkAANQzAACoZwAAUM8AAKCeAQBAPQMAAOoZAADUMwAAqGcAAFDPAACgngEAQD0DAADqGQAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAANQzAACoZwAAUM8AAKCeAQBAPQMAgHoGAADUMwAAqGcAAFDPAACgngEAQD0DAIB6BgAA1DMAAKhnAABQzwAAoJ4BAEA9AwCAegYAAPUMAACoZwAAUM8AAKCeAQBAPQMAgHoGAAD1DAAAqGcAAFDPAACgngEAQD0DAIB6BgAA9QwAAOoZAABQzwAAoJ4BAEA9AwCAegYAAPUMAADqGQAAUM8AAKCeAQBAPQMAgHoGAAD1DAAA6hkAANQzAACgngEAQD0DAMDTigmYyrqfRgC4js0IoJ7BgwEAjOVyAwAAei2ZaQUAAOjxBS52csbkUc+8AAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">36</span> </div><div class="t m0 x0 h2f y3a ff6 fs4 fc0 sc0 ls0 ws0">5<span class="ff10"> <span class="_ _33"> </span></span>DOCUMENTOS REFERENCIADOS<span class="_ _8"></span> </div><div class="t m0 x0 h30 y124 ff5 fs0 fc0 sc0 ls0 ws0">5.1<span class="ff11"> <span class="_ _3c"> </span></span>Os <span class="_ _1c"> </span>documentos  abaixo <span class="_ _1c"> </span>são <span class="_ _1c"> </span>aprovados  por <span class="_ _1c"> </span>Resoluções <span class="_ _1c"> </span>do  Comitê <span class="_ _1c"> </span>Gestor <span class="_ _1c"> </span>da  ICP-Brasil, </div><div class="t m0 x0 h7 y125 ff5 fs0 fc0 sc0 ls0 ws0">podendo <span class="_ _24"> </span>ser <span class="_ _1a"> </span>alterados, <span class="_ _24"> </span>quando <span class="_ _1a"> </span>necessário, <span class="_ _24"> </span>pelo <span class="_ _24"> </span>mes<span class="_ _8"></span>mo <span class="_ _1a"> </span>tipo <span class="_ _24"> </span>de <span class="_ _1a"> </span>dispositivo <span class="_ _24"> </span>legal. <span class="_ _1a"> </span>O <span class="_ _24"> </span>sítio </div><div class="t m0 x0 h7 y126 ff5 fs0 fc0 sc0 ls0 ws0">http://www.iti.gov.br <span class="_ _2c"></span>publica <span class="_ _7"></span>a <span class="_ _7"></span>versão <span class="_ _2c"></span>mais <span class="_ _7"></span>atualizada <span class="_ _2c"></span>desses <span class="_ _7"></span>documentos <span class="_ _7"></span>e <span class="_ _2c"></span>as <span class="_ _7"></span>Resoluções <span class="_ _7"></span>que <span class="_ _2c"></span>os </div><div class="t m0 x0 h7 y127 ff5 fs0 fc0 sc0 ls0 ws0">aprovaram. </div></div><div class="c x14 y3e6 w10 h34"><div class="t m0 x15 h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">REF.<span class="ff5"> </span></div></div><div class="c x41 y3e6 w11 h34"><div class="t m0 x3b h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">NOME DO DOCUMENTO <span class="ff5"> </span></div></div><div class="c x42 y3e6 w12 h34"><div class="t m0 x32 h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">CÓDIGO<span class="ff5"> </span></div></div><div class="c x14 y3e8 w10 h22"><div class="t m0 x43 h2a y3e9 ff6 fs0 fc0 sc0 ls0 ws0">[5] </div></div><div class="c x41 y3e8 w11 h22"><div class="t m0 x1 h7 y3ea ff5 fs0 fc0 sc0 ls0 ws0">DIRETRIZES <span class="_ _21"> </span>DA <span class="_ _30"> </span>POLÍTICA <span class="_ _30"> </span>TARIFÁRIA <span class="_ _21"> </span>DA <span class="_ _30"> </span>AUTORIDADE </div><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">CERTIFICADORA RAIZ DA ICP-BRASIL </div><div class="t m0 x1 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 10, de 14 de fevereiro de 2002</span> </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y3e8 w12 h22"><div class="t m0 x1 h2a y3e9 ffc fs0 fc0 sc0 ls0 ws0">DOC<span class="ff6">-</span>ICP<span class="ff6">-</span>06<span class="ff6"> </span></div></div><div class="c x14 y3eb w10 h35"><div class="t m0 x43 h2a yb6 ff6 fs0 fc0 sc0 ls0 ws0">[6] </div></div><div class="c x41 y3eb w11 h35"><div class="t m0 x1 h7 y3ec ff5 fs0 fc0 sc0 ls0 ws0">REQUISITOS <span class="_ _c"> </span>MÍNIMOS <span class="_ _c"> </span>PARA <span class="_ _c"> </span>AS <span class="_ _3d"> </span>DECLARAÇÕES <span class="_ _c"> </span>DE </div><div class="t m0 x1 h7 y3ea ff5 fs0 fc0 sc0 ls0 ws0">PRÁTICAS <span class="_ _8"></span>DAS <span class="_ _8"></span>AUTORIDADES <span class="_ _8"></span>DE <span class="_ _8"></span>CARIMBO <span class="_ _8"></span>DE <span class="_ _a"></span>TEMPO <span class="_ _8"></span>DA </div><div class="t m0 x1 h7 ybf ff5 fs0 fc0 sc0 ls0 ws0">ICP- BRASIL </div><div class="t m0 x1 h7 yc0 ff5 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 59, de 28 de novembro de 2008</span> <span class="_ _32"> </span> </div><div class="t m0 x1 h7 yad ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y3eb w12 h35"><div class="t m0 x1 h2a yb6 ffc fs0 fc0 sc0 ls0 ws0">DOC<span class="ff6">-</span>ICP<span class="ff6">-</span>12<span class="ff6"> </span></div></div><div class="c x14 y3ed w10 h36"><div class="t m0 x43 h2a yba ff6 fs0 fc0 sc0 ls0 ws0">[7] </div></div><div class="c x41 y3ed w11 h36"><div class="t m0 x1 h7 yba ff5 fs0 fc0 sc0 ls0 ws0">REQUISITOS <span class="_ _1b"> </span>MÍNIMOS <span class="_ _1c"> </span>PARA <span class="_ _1c"> </span>AS <span class="_ _1c"> </span>POLÍTICAS <span class="_ _1c"> </span>DE <span class="_ _1c"> </span>CARIMBO </div><div class="t m0 x1 h7 yd0 ff5 fs0 fc0 sc0 ls0 ws0">DO TEMPO DA ICP-BRASIL </div><div class="t m0 x1 h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 60, de 28 de novembro de 2008</span> </div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y3ed w12 h36"><div class="t m0 x15 h2a yb0 ffc fs0 fc0 sc0 ls0 ws0">DOC<span class="ff6">-</span>ICP<span class="ff6">-</span>13<span class="ff6"> </span></div></div><div class="c x14 y3ee w10 h37"><div class="t m0 x43 h2a yb0 ff6 fs0 fc0 sc0 ls0 ws0">[8] </div></div><div class="c x41 y3ee w11 h37"><div class="t m0 x1 h1d y3ef ffe fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _36"> </span>E <span class="_ _36"> </span>PROCEDIMENTOS <span class="_ _36"> </span>P<span class="_ _e"></span>ARA<span class="_ _6"></span> <span class="_ _38"> </span>AUDITORIA<span class="_ _e"></span> <span class="_ _36"> </span>DAS </div><div class="t m0 x1 h7 yd0 ffe fs0 fc0 sc0 ls0 ws0">ENTIDADES INTEGRANTES DA<span class="_ _6"></span> ICP<span class="ff5">-</span>BRASIL<span class="ff5"> </span></div><div class="t m0 x1 h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 yc3 ffe fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 24, de 29 de agosto de 2003</span><span class="ff5"> </span></div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y3ee w12 h37"><div class="t m0 x15 h2a yb0 ffc fs0 fc0 sc0 ls0 ws0">DOC<span class="ff6">-</span>ICP<span class="ff6">-</span>08<span class="ff6"> </span></div></div><div class="c x14 y3f0 w10 h38"><div class="t m0 x43 h2a y3f1 ff6 fs0 fc0 sc0 ls0 ws0">[9] </div></div><div class="c x41 y3f0 w11 h38"><div class="t m0 x1 h1d y3f2 ffe fs0 fc0 sc0 ls0 ws0">REQUISITOS<span class="_ _0"></span> <span class="_ _41"> </span>MÍNIMOS <span class="_ _41"> </span>P<span class="_ _13"></span>ARA<span class="_ _6"></span> <span class="_ _3d"> </span>AS <span class="_ _3d"> </span>DECLARAÇÕES <span class="_ _41"> </span>DE </div><div class="t m0 x1 h1d y3ef ffe fs0 fc0 sc0 ls0 ws0">PRÁTICAS <span class="_ _a"></span>DE <span class="_ _a"></span>PREST<span class="_ _e"></span>ADOR <span class="_ _a"></span>DE <span class="_ _2c"></span>SER<span class="_ _13"></span>VIÇO <span class="_ _2c"></span>DE <span class="_ _8"></span>CONFIANÇA<span class="_ _6"></span> <span class="_ _2c"></span>DA<span class="_ _e"></span> </div><div class="t m0 x1 h7 yd0 ffe fs0 fc0 sc0 ls0 ws0">ICP<span class="ff5">-</span>BRASIL<span class="ff5"> </span></div><div class="t m0 x1 h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 yc3 ffe fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 132, de 10 de novembro de 20017</span><span class="ff5"> </span></div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y3f0 w12 h38"><div class="t m0 x15 h2a y3f1 ff6 fs0 fc0 sc0 ls0 ws0">DOC-<span class="ffc">ICP</span>-17 </div></div><div class="c x14 y3f3 w10 h39"><div class="t m0 x22 h2a y3f4 ff6 fs0 fc0 sc0 ls0 ws0">[10] </div></div><div class="c x41 y3f3 w11 h39"><div class="t m0 x1 h1d y3f5 ffe fs0 fc0 sc0 ls0 ws0">REQUISITOS<span class="_ _0"></span> <span class="_ _41"> </span>MÍNIMOS <span class="_ _41"> </span>P<span class="_ _13"></span>ARA<span class="_ _6"></span> <span class="_ _3d"> </span>AS <span class="_ _3d"> </span>DECLARAÇÕES <span class="_ _41"> </span>DE </div><div class="t m0 x1 h1d y3f6 ffe fs0 fc0 sc0 ls0 ws0">PRÁTICAS <span class="_ _42"> </span>DE <span class="_ _42"> </span>CER<span class="_ _6"></span>TIFICAÇÃO <span class="_ _42"> </span>DAS <span class="_ _11"> </span>AUT<span class="_ _0"></span>ORIDADES </div><div class="t m0 x1 h7 y3f7 ffe fs0 fc0 sc0 ls0 ws0">CER<span class="_ _e"></span>TIFICADORAS DA<span class="_ _0"></span> ICP<span class="ff5">-</span>BRASIL<span class="ff5"> </span></div><div class="t m0 x1 h7 y3f8 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y3f9 ffe fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 08, de 12 de dezembro de 2001</span><span class="ff5"> </span></div><div class="t m0 x1 h7 y3fa ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y3f3 w12 h39"><div class="t m0 x15 h2a y3f4 ff6 fs0 fc0 sc0 ls0 ws0">DOC-ICP-05 </div></div><div class="c x14 y3fb w10 h3a"><div class="t m0 x22 h2a y3fc ff6 fs0 fc0 sc0 ls0 ws0">[11] </div></div><div class="c x41 y3fb w11 h3a"><div class="t m0 x1 h1d yd0 ffe fs0 fc0 sc0 ls0 ws0">REQUISITOS<span class="_ _0"></span> <span class="_ _43"> </span>MÍNIMOS <span class="_ _43"> </span>P<span class="_ _13"></span>ARA<span class="_ _6"></span> <span class="_ _3e"> </span>AS <span class="_ _43"> </span>POLÍTICAS <span class="_ _43"> </span>DE </div><div class="t m0 x1 h7 yb0 ffe fs0 fc0 sc0 ls0 ws0">CER<span class="_ _e"></span>TIFICADO NA<span class="_ _0"></span> ICP<span class="ff5">-</span>BRASIL<span class="ff5"> </span></div><div class="t m0 x1 h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y3e7 ffe fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 07, de 12 de dezembro de 2001</span><span class="ff5"> </span></div></div><div class="c x42 y3fb w12 h3a"><div class="t m0 x15 h2a y3fc ff6 fs0 fc0 sc0 ls0 ws0">DOC-ICP-04 </div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao10_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:181.220000px;bottom:558.160000px;width:216.490000px;height:19.800000px;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" style="border-style:none;position:absolute;left:181.220000px;bottom:464.670000px;width:221.850000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao60_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:180.920000px;bottom:389.170000px;width:221.850000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao24_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:180.920000px;bottom:319.680000px;width:204.520000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao132_revogada.htm"><div class="d m1" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">37</span> </div></div><div class="c x14 y3fe w10 h34"><div class="t m0 x15 h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">REF.<span class="ff5"> </span></div></div><div class="c x41 y3fe w11 h34"><div class="t m0 x3b h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">NOME DO DOCUMENTO <span class="ff5"> </span></div></div><div class="c x42 y3fe w12 h34"><div class="t m0 x32 h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">CÓDIGO<span class="ff5"> </span></div></div><div class="c x14 y3ff w10 h3c"><div class="t m0 x22 h2a y400 ff6 fs0 fc0 sc0 ls0 ws0">[12] </div></div><div class="c x41 y3ff w11 h3c"><div class="t m0 x1 h7 y401 ffe fs0 fc0 sc0 ls0 ws0">POLÍTICA<span class="_ _6"></span> DE SEGURANÇA<span class="_ _6"></span> DA<span class="_ _6"></span> ICP<span class="ff5">-</span>BRASIL<span class="ff5"> </span></div><div class="t m0 x1 h7 y402 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y403 ffe fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução nº 02, de 25 de setembro de 2001</span><span class="ff5"> </span></div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y3ff w12 h3c"><div class="t m0 x15 h2a y400 ff6 fs0 fc0 sc0 ls0 ws0">DOC-ICP-02 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y404 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h30 y405 ff5 fs0 fc0 sc0 ls0 ws0">5.2<span class="ff11"> <span class="_ _3c"> </span></span>Os <span class="_ _30"> </span>documentos <span class="_ _21"> </span>abaixo <span class="_ _30"> </span>são <span class="_ _30"> </span>aprovados <span class="_ _30"> </span>pela <span class="_ _21"> </span>AC <span class="_ _30"> </span>Raiz, <span class="_ _30"> </span>podendo <span class="_ _30"> </span>ser <span class="_ _21"> </span>alterados, <span class="_ _30"> </span>quando </div><div class="t m0 x0 h7 y406 ff5 fs0 fc0 sc0 ls0 ws0">necessário, mediante publicação de uma nova versão no sítio http://www.iti.gov.br. </div></div><div class="c x27 y407 w10 h34"><div class="t m0 x15 h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">REF. </div></div><div class="c x44 y407 w11 h34"><div class="t m0 x3b h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">NOME DO DOCUMENTO <span class="ff5"> </span></div></div><div class="c x45 y407 w14 h34"><div class="t m0 x32 h2a y3e7 ff6 fs0 fc0 sc0 ls0 ws0">CÓDIGO<span class="ff5"> </span></div></div><div class="c x27 y408 w10 h29"><div class="t m0 x1 h2a yad ff6 fs0 fc0 sc0 ls0 ws0">[1] </div></div><div class="c x44 y408 w11 h29"><div class="t m0 x1 h7 y409 ff5 fs0 fc0 sc0 ls0 ws0">Formulário SOLICITAÇÃO DE CREDENCIAMENTO DE AC </div></div><div class="c x45 y408 w14 h29"><div class="t m0 x9 h2a y409 ff6 fs0 fc0 sc0 ls1 ws0">ADE<span class="ls0">-ICP-03.A </span></div></div><div class="c x27 ye3 w10 h3d"><div class="t m0 x43 h2a y36 ff6 fs0 fc0 sc0 ls0 ws0">[2] </div></div><div class="c x44 ye3 w11 h3d"><div class="t m0 x1 h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0">Formulário SOLICITAÇÃO DE CREDENCIAMENTO DE AR </div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 ye3 w14 h3d"><div class="t m0 x9 h2a yc3 ff6 fs0 fc0 sc0 ls1 ws0">ADE<span class="ls0">-ICP-03.B </span></div></div><div class="c x27 y40a w10 h3d"><div class="t m0 x43 h2a y36 ff6 fs0 fc0 sc0 ls0 ws0">[3] </div></div><div class="c x44 y40a w11 h3d"><div class="t m0 x1 h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0">Formulário SOLICITAÇÃO DE CREDENCIAMENTO DE PSS </div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 y40a w14 h3d"><div class="t m0 x9 h2a yc3 ff6 fs0 fc0 sc0 ls1 ws0">ADE<span class="ls0">-ICP-03.C </span></div></div><div class="c x27 y40b w10 h3a"><div class="t m0 x43 h2a y3fc ff6 fs0 fc0 sc0 ls0 ws0">[4] </div></div><div class="c x44 y40b w11 h3a"><div class="t m0 x1 h7 yd0 ff5 fs0 fc0 sc0 ls0 ws0">Formulário <span class="_ _3"> </span>SOLICITAÇÃO <span class="_ _2"> </span>DE <span class="_ _3"> </span>CREDENCIAMENTO <span class="_ _3"> </span>DE<span class="_ _8"></span> </div><div class="t m0 x1 h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0">PRESTADOR <span class="_ _f"> </span>DE <span class="_ _44"> </span>SERVIÇO <span class="_ _44"> </span>DE <span class="_ _f"> </span>CONFIANÇA <span class="_ _44"> </span>DE </div><div class="t m0 x1 h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0">ARMAZENAMENTO E ASSINATURA </div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 y40b w14 h3a"><div class="t m0 x9 h2a yd0 ff6 fs0 fc0 sc0 ls1 ws0">ADE<span class="ls0">-ICP-03.K </span></div></div><div class="c x27 y40c w10 h3e"><div class="t m0 x22 h2a y36 ff6 fs0 fc0 sc0 ls0 ws0">[13] </div></div><div class="c x44 y40c w11 h3e"><div class="t m0 x1 h7 y3f9 ff5 fs0 fc0 sc0 ls0 ws0">Formulário SOLICITAÇÃO DE CREDENCIAMENTO DE ACT </div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 y40c w14 h3e"><div class="t m0 x9 h2a y3f9 ff6 fs0 fc0 sc0 ls1 ws0">ADE<span class="ls0">-ICP-03.G </span></div></div><div class="c x27 y40d w10 h3f"><div class="t m0 x22 h2a yc3 ff6 fs0 fc0 sc0 ls0 ws0">[14] </div></div><div class="c x44 y40d w11 h3f"><div class="t m0 x1 h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0">Modelo <span class="_ _30"> </span>de <span class="_ _30"> </span>COMUNICAÇÃO <span class="_ _30"> </span>DE <span class="_ _2a"> </span>INDÍCIO <span class="_ _30"> </span>OU <span class="_ _30"> </span>FRA<span class="_ _8"></span>UDE <span class="_ _30"> </span>NA </div><div class="t m0 x1 h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0">EMISSÃO DE CERTIFICADO DIGITAL ICP-BRASIL </div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 y40d w14 h3f"><div class="t m0 x9 h2a yb0 ff6 fs0 fc0 sc0 ls1 ws0">ADE<span class="ls0">-ICP-03.H </span></div></div><div class="c x27 y40e w10 h3f"><div class="t m0 x22 h2a yc3 ff6 fs0 fc0 sc0 ls0 ws0">[15] </div></div><div class="c x44 y40e w11 h3f"><div class="t m0 x1 h7 yb0 ff5 fs0 fc0 sc0 ls0 ws0">Formulário <span class="_ _3"> </span>SOLICITAÇÃO <span class="_ _2"> </span>DE <span class="_ _3"> </span>CREDENCIAMENTO <span class="_ _3"> </span>DE<span class="_ _8"></span> </div><div class="t m0 x1 h7 yc3 ff5 fs0 fc0 sc0 ls0 ws0">PRESTADOR DE SERVIÇOS BIOMÉTRICOS </div><div class="t m0 x1 h7 y3e7 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 y40e w14 h3f"><div class="t m0 x1b h2a yb0 ff6 fs0 fc0 sc0 ls1 ws0">ADE<span class="ls0">-ICP-03.I </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y40f ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao2_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:180.920000px;bottom:662.730000px;width:217.180000px;height:13.800000px;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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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">38</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">ANEXO I - DOCUMENTOS PARA CRE<span class="_ _8"></span>DENCIAMENTO DE AC<span class="_ _8"></span> </div><div class="t m0 x0 h7 y411 ff5 fs0 fc0 sc0 ls0 ws0">O <span class="_ _2c"></span>candidato <span class="_ _a"></span>a <span class="_ _2c"></span>desenvolver <span class="_ _a"></span>as <span class="_ _2c"></span>atividades <span class="_ _2c"></span>de <span class="_ _a"></span>AC <span class="_ _2c"></span>deve <span class="_ _a"></span>entregar <span class="_ _2c"></span>à <span class="_ _2c"></span>AC <span class="_ _a"></span>Raiz <span class="_ _2c"></span>os <span class="_ _a"></span>seguintes <span class="_ _2c"></span>documentos </div><div class="t m0 x0 h7 y412 ff5 fs0 fc0 sc0 ls0 ws0">atualizados: </div><div class="t m0 x0 h30 y413 ff5 fs0 fc0 sc0 ls0 ws0">1<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua habilitação jurídica: </div><div class="t m0 x36 h30 y414 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ato constitutivo, devidamente registrado no órgão competente; e </span></span></div><div class="t m0 x36 h30 y415 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos da eleição de seus administradores, quando aplicável; </div><div class="t m0 x0 h30 y416 ff5 fs0 fc0 sc0 ls0 ws0">2<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua regularidade fiscal: </div><div class="t m0 x36 h30 y417 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y418 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _8"></span>de <span class="_ _8"></span>inscrição no <span class="_ _8"></span>cadastro <span class="_ _8"></span>de contribuintes estadual <span class="_ _8"></span>ou <span class="_ _8"></span>municipal, se <span class="_ _8"></span>houver, <span class="_ _8"></span>relativo ao </div><div class="t m0 x37 h7 y419 ff5 fs0 fc0 sc0 ls0 ws0">domicílio <span class="_ _5"></span>ou <span class="_ _5"></span>sede <span class="_ _5"></span>do <span class="_ _5"></span>candidato, <span class="_ _7"></span>pertinente <span class="_ _5"></span>ao <span class="_ _5"></span>seu <span class="_ _5"></span>ramo <span class="_ _5"></span>d<span class="_ _8"></span>e <span class="_ _5"></span>atividade <span class="_ _5"></span>e <span class="_ _5"></span>compatível <span class="_ _5"></span>com <span class="_ _5"></span>o </div><div class="t m0 x37 h7 y41a ff5 fs0 fc0 sc0 ls0 ws0">objeto contratual; </div><div class="t m0 x36 h30 y41b ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _2c"></span>de <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>junto <span class="_ _2c"></span>à <span class="_ _2c"></span>Fazenda <span class="_ _2c"></span>Pública <span class="_ _2c"></span>Federal, <span class="_ _2c"></span>Estadual <span class="_ _2c"></span>e <span class="_ _2c"></span>Municipal <span class="_ _2c"></span>do <span class="_ _2c"></span>domicílio </span></span></div><div class="t m0 x37 h7 y41c ff5 fs0 fc0 sc0 ls0 ws0">ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y41d ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _7"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>por </div><div class="t m0 x37 h7 y41e ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargos </div><div class="t m0 x37 h7 y41f ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h30 y420 ff5 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _3c"> </span><span class="ffe">Ficam <span class="_ _8"></span>dispensados <span class="_ _8"></span>da <span class="_ _8"></span>apresentação <span class="_ _8"></span>dos <span class="_ _8"></span>documentos <span class="_ _8"></span>citados <span class="_ _8"></span>nas <span class="_ _8"></span>alíneas <span class="_ _8"></span>“c” <span class="_ _8"></span>e <span class="_ _8"></span>“d” <span class="_ _8"></span>os <span class="_ _8"></span>órgão <span class="_ _8"></span>e </span></span></div><div class="t m0 x0 h7 y421 ff5 fs0 fc0 sc0 ls0 ws0">entidades da administração direta, suas autarquias e fundações públicas. </div><div class="t m0 x0 h30 y422 ff5 fs0 fc0 sc0 ls0 ws0">3<span class="ff11"> <span class="_ _10"> </span></span>Relativos <span class="_ _2c"></span>a <span class="_ _7"></span>sua <span class="_ _5"></span>qualificação <span class="_ _7"></span>econômico-financeira <span class="_ _7"></span>(exceto <span class="_ _5"></span>entidades <span class="_ _7"></span>da <span class="_ _7"></span>administração <span class="_ _7"></span>pública </div><div class="t m0 x36 h7 y423 ff5 fs0 fc0 sc0 ls0 ws0">direta e indireta, nas esferas federal, estadual e municipal) </div><div class="t m0 x0 h30 y424 ff5 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _3c"> </span></span>Certidão <span class="_ _33"> </span>negativa <span class="_ _22"> </span>de <span class="_ _33"> </span>falência <span class="_ _33"> </span>ou <span class="_ _22"> </span>recuperação <span class="_ _33"> </span>jud<span class="_ _8"></span>icial/extrajudicial <span class="_ _33"> </span>expedida <span class="_ _33"> </span>pelo </div><div class="t m0 x0 h7 y349 ff5 fs0 fc0 sc0 ls0 ws0">distribuidor <span class="_ _1b"> </span>da <span class="_ _1c"> </span>sede <span class="_ _1c"> </span>da <span class="_ _1c"> </span>pessoa <span class="_ _1c"> </span>jurídica, <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>de <span class="_ _1b"> </span>execução <span class="_ _1c"> </span>patrimonial, <span class="_ _1c"> </span>expedida <span class="_ _1c"> </span>no <span class="_ _1c"> </span>domicílio <span class="_ _1b"> </span>do </div><div class="t m0 x0 h7 y425 ff5 fs0 fc0 sc0 ls0 ws0">requerente; </div><div class="t m0 x0 h30 y426 ff5 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _3c"> </span></span>Parecer  de <span class="_ _1c"> </span>Contador<span class="_ _8"></span>  que <span class="_ _1c"> </span>possua<span class="_ _8"></span>  certidão <span class="_ _1c"> </span>emitida  pelo  Cadastro  Nacional <span class="_ _1c"> </span>de  Auditores </div><div class="t m0 x0 h7 y427 ff5 fs0 fc0 sc0 ls0 ws0">Independentes (CNAI)</div></div><div class="c x1 y1 w16 h0"><div class="t m0 x46 ha y428 ff5 fs3 fc0 sc0 ls0 ws0">1</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x47 h7 y427 ff5 fs0 fc0 sc0 ls0 ws0">, ou, alternativamente, atendimento ao seguinte: </div><div class="t m0 x36 h30 y429 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">balanço <span class="_ _4"></span>patrimonial <span class="_ _1b"></span>e <span class="_ _4"></span>demonstrações <span class="_ _1b"> </span>contábeis <span class="_ _4"></span>do <span class="_ _1b"> </span>último <span class="_ _1b"></span>exercício <span class="_ _4"></span>social, <span class="_ _1b"></span>já <span class="_ _4"></span>exigíveis <span class="_ _1b"> </span>e </span></span></div><div class="t m0 x37 h7 y42a ff5 fs0 fc0 sc0 ls0 ws0">apresentados <span class="_ _8"></span>na <span class="_ _a"></span>forma <span class="_ _8"></span>da <span class="_ _a"></span>lei, <span class="_ _a"></span>que <span class="_ _8"></span>comprovem <span class="_ _a"></span>a <span class="_ _8"></span>boa <span class="_ _a"></span>situação <span class="_ _8"></span>financeira <span class="_ _a"></span>da <span class="_ _8"></span>empr<span class="_ _8"></span>esa, <span class="_ _8"></span>vedada </div><div class="t m0 x37 h7 y42b ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _21"> </span>sua <span class="_ _b"> </span>substit<span class="_ _8"></span>uição <span class="_ _21"> </span>por <span class="_ _b"> </span>balancetes <span class="_ _21"> </span>ou <span class="_ _21"> </span>balanços <span class="_ _21"> </span>provisórios; <span class="_ _21"> </span>acompanhados <span class="_ _b"> </span>de <span class="_ _21"> </span>planilha </div><div class="t m0 x37 h7 y1f ff5 fs0 fc0 sc0 ls0 ws0">evidenciando os cálculos previstos na alínea seguinte; </div><div class="t m0 x36 h30 y42c ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>será <span class="_ _1c"> </span>considerada <span class="_ _1c"> </span>em <span class="_ _1c"> </span>boa <span class="_ _1c"> </span>situação <span class="_ _1c"> </span>econômico-financeira <span class="_ _1c"> </span>o <span class="_ _1c"> </span>candidato <span class="_ _1c"> </span>que <span class="_ _1c"> </span>demonstrar, <span class="_ _1b"> </span>no </div><div class="t m0 x37 h7 y42d ff5 fs0 fc0 sc0 ls0 ws0">exercício <span class="_ _8"></span>referido <span class="_ _a"></span>nas <span class="_ _8"></span>demonstrações <span class="_ _a"></span>financeiras, <span class="_ _8"></span>possuir <span class="_ _a"></span>RSPL <span class="_ _8"></span>(retor<span class="_ _8"></span>no <span class="_ _a"></span>sobre <span class="_ _8"></span>o <span class="_ _a"></span>patrimônio </div><div class="t m0 x37 h7 y42e ff5 fs0 fc0 sc0 ls0 ws0">líquido) <span class="_ _4"></span>igual <span class="_ _1b"></span>ou <span class="_ _4"></span>superior <span class="_ _4"></span>à <span class="_ _1b"></span>TJLP <span class="_ _4"></span>média <span class="_ _4"></span>(Taxa <span class="_ _4"></span>de <span class="_ _1b"> </span>Juros <span class="_ _4"></span>de <span class="_ _4"></span>Longo <span class="_ _1b"> </span>Prazo, <span class="_ _4"></span>aprovada <span class="_ _4"></span>pelo </div><div class="t m0 x37 h7 y42f ff5 fs0 fc0 sc0 ls0 ws0">Conselho <span class="_ _8"></span>Monetário <span class="_ _8"></span>Nacional, <span class="_ _8"></span>divulgada <span class="_ _8"></span>pelo <span class="_ _8"></span>Banco <span class="_ _8"></span>Central <span class="_ _8"></span>do <span class="_ _8"></span>Brasil <span class="_ _a"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>código <span class="_ _8"></span>256) <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y430 ff5 fs0 fc0 sc0 ls0 ws0">ser calculado da seguinte maneira: </div><div class="t m0 x48 h7 y431 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w16 h0"><div class="t m0 x0 h41 y432 ff5 fs6 fc0 sc0 ls0 ws0">1</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x49 h42 y433 ff5 fs1 fc0 sc0 ls0 ws0"> <span class="_ _8"></span> <span class="_ _a"></span>Cadastro <span class="_ _a"></span>Nacional <span class="_ _a"></span>de <span class="_ _8"></span>Auditores <span class="_ _a"></span>Independentes <span class="_ _8"></span>(CNAI) <span class="_ _a"></span>regulamentado <span class="_ _8"></span>pela <span class="_ _a"></span>Resolução <span class="_ _8"></span>do<span class="_ _8"></span> <span class="_ _8"></span>CFC<span class="_ _8"></span>-Conselho <span class="_ _a"></span>Federal <span class="_ _8"></span>de </div><div class="t m0 x0 h42 y434 ff5 fs1 fc0 sc0 ls0 ws0">Contabilidade, nº 1.019, de <span class="_ _0"></span>18.02.2005. </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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X9+iG7aftd/Ooe2Q/8BAAAAgIBMdRMrCQsRCZPe9PjEQqKInbQ8Z2lezsalORstmvLi6N/e0/9KPuVeAW0q2Rv/0RXRxS+/MunsXvuKmAOeRmEiQg9XAAAAgHopPunrVFrkhb2yGhEROVT90dVvztu6qNo/zp0FhMk/pNYGWUYvVgAAAIDmCKlBp7Pg5wAo06vuX/7iVwdWn4WBjcXvNbF/XAUAAACApmrysqgsZNJVrygmoohepxrVN9FWq9r7WxZP6XqRehblVJV4QHjXSr3aZzSZItQxJIFQhwoAAADQiiFV+sd1nX/pY2pNJtVEL3VWZJcXvL190fK8zQGeQExMPx3ZWqHZo9XQQAW8pqDymgBLah6pmQ9VhJhrZ6li8Z0UquZHcf+fmajO/KZ1ynvNzy/u4/RK3uzetVA9M6RaybT01pcCVpcqCKgAAAAArRtSOcxk7Z3Q2eSbDqlf+26D3rml2qQHehI5yOXQnKSG6iQVWnWA4URCkWqIwixEha6Kn4/u3HBsly6UGpMwJmNgp4j2Ss2CVTpJhe4odJTvO374QOGxoqryiuoqXXSzqoaHhIVbQpIj23Vul9Y5JiVGDVPJe/arOntlZqPXQqGzck/B4eyy40eLj5faK5yaZlJNIaolLSahd1LXznEpscZ2/FRqjoD1xyGkhipmNPcDAAAAtFpIrU2ltYuHChNLh+hEs6jVFCikioTq5lCzlUjyq0rHz/tNlUVj9/OMf7Oq8+Jb/tklov2POdtvXfCXY84ilyJExEIJP0Ze1/OSR4bfFBcaedRW9OqajxfuW5lbXmAzuTSF/Dt/srBFU5KssZd0GXpl99FjOw6wkOo3ikmqRV9+ePNXe77/Zv9PeY4SlyLGzAberzJEU+NMkdf1/dXDF90Up4Z5P99GrpHz7qzU7eS3BsEtvS97fOStqE0FAAAAaK2QKnVXgxIiZmFhotyKQpeRUP3GtJt09fqBl4WRmYhdoh9xFpUpDp8NmzW2iWvRoXW/WTorWy8glT37ydPLFh1cfV5ip3d3LN56Yn8lOYiJQgIdm9Eoz2JTtENawRt7Fr21++sRSb0fH3rrqPR+JlKM6Qucoi3a/9Psnz9cl79bZxGu7zSIzaxlU8nsbR/N37FoxoCrHhl6g1UxirJOcthZ4DdPKhFRoVaBCwsAAADgVDRxdD8bA/vdDeXCpJM4SfJdVU+tfKvarHniq+cGC41L7P/4qDuUBqcFFaIluRuv++8T2dUFPiHXRMqoHuc/tOKln/J3VrKj3g6f/ttn0hT58cQvkxY8/M8Nn+k1XVA/2/39NV8/8VPhLk3VhX37LdTcqM3awlSoVzy94d1nV7/jxOqoAAAAAC2vKTWpQsT8S/HBiz66l2sa/DVdL62uzK8qLtEqfTtoCpl0vipj1EuXPBCtWhvetkuRJ7+bW6U63NMEeI10ahce8+n2pRXkCPhEK5mTw+LCTaFMdMJeXGgvc/nNDGVTnX9Z8/aYjgMHJXarEuff13/gVMUdP2vyqEVXr+w6MjO+ky6SVZq3JX/vL8WH9Nq0KjrTPzZ9khyV8Jt+kzA0CgAAAKDNhFQmIip32dbl76rv0drtijK2ff87B02+ossIMyvBbLzSaa8Zze/uTCDMikisOXJ3VVFtp1KpraMdGJUx/4one8R2YGIicZJ8e2jdzYue8k+0lez438F1gxK7bszbu6PkUG0NshAxKTrf1WfSP8b+VnHPIMDVpF31xZ8WZ69n945ZiCoVx1++nzf5vFHJoTG4dAAAAADaRkhtirSo9lf1vaR/0nlKoOmf6smpTESKUNeQ5OHpfcNMISuPbM0uyhvSrntFZVmhvVwjXWfSWdeZhKidOeqjaX/rEt6+JuWyWejXnYdmxndZV7jLJwGL0MGyXCHKKT+h+WZrVojCLFYiMqaaYiIrqXf1uSJCDa09bBEiUoWLy0sQUgEAAADOrJDqDqNZ5bn3LH0uhEyj0wbe3feKcZ0HR6iWRnKqEBM90Peap0beblXMTOQUrcxWGR0a4dI1u+YosVVUOWzFjooSe3ml0xZjicgIT2QSESKmal07Vp6/t+hIte4McFBEx6uKdKL40GiVfOYgEJdCL2/67HDp8YGJ3VLC2yWHx8dYI/onnzeuy+AQxazUhFnj1Sm4agAAAADaYEhVxC8BcoBVQHUmG7m+yV6/9OjPY9r1//za5yLVkIa2y5QoEQ8OvS5MsRiRMIRNCWHRRGJR1TDVEmeJIPeE/2SMr9eJ8qpLfz62Y0vOvsUHf9patN+pis6Bpyh16i4mGtqhT7I17oij0Ktul4nIxs6PDy7/+OByFmJiJrJoSnJofI+49Jv6TZx43ogwMjECKgAAAEDbDKkpofHTuo7xjBwSkUqXPb+yeEPOzmxXsQRq3Hcpsrxgy5L9a6d2H9Vg9uXzU3q1s0Y13C1AYyrSKg8WZP94aOP3RzdtzduXr5dpLDpLzasJvAEjuoaTeVSHge8d+B/VM9uAsHueLZtJO+g8cej4iWXfbLxgfc/Zl/xuSPvzMGAKAAAAoC2G1E4RSbNG32vymrtKRIip1Fn16a4V/7fu3cO2E/75T1Pk7V8WXdl9JLnXOw1A1WlKj7EqBVjtVCN9Xc7OJYfW7y0+sq3wwOHivGp2uac4JSKlpjqXGur7yjX/fnLEbaXVFd8eXe9grf6CtXt3KLKyeOflXzz42Pm33Nbv8iiTFdcNAAAAQNsKqUzu1vDae5iJKNYcfnvfyx266/4f/xFo1SnacGJXkbOSyD1Zqb9QMfdLPc//Ubvu/NPy117f+VW1J1OqngDpLqwQmTQlPTRheFrfX0qzNhfua+AldIlO/mLys/O2Lnr6x7fztXKXovutbip10ioTERW4yh9a9cq23L1vXP5HM6u4dAAAAADaUEhtgBA5XfXOdl/mrCq1V4QplvoWtQ8RU3xErP82/7bmvZd3/Ff36QlLwsKxpogxHQZekNSrY1RS74TOnWNSzIrp2oVPNhxSiUglvrvfr6/tNT67LH97/oF9JcdOVJVkleceLs07WnGiwmnTWNeZfCpmNUX+s3/pb/KuPD+5Jy4dAAAAgDMgpOoka47vmrX2fb2ewUVMrDAL1bvwlFlXw82+LemV5Hxn+zd+CZWIuF9MxuJr/9HeEuk1tb64iIrt5UEcLxNJjDk0Jr5jZnxHTyDWSK/SnbsLsnYVZH3wy5LleZs1r10zkUPRt+cfQkgFAAAAaFshVWeqJs1lNPsTGdOHVmr2b/b+9IdlL5+gsgB5UEiYIk1hUdZwR7WjvppUlRXFb5nWY+X5+fZSUpj8erJe0W1kksVnlBXbxZFVmlvfwVc47btOHK4Wl0a6TrqLNF1E0zXR9b4JXdIjElXhKCVkSOJ5QxK7X9l91DWfPbb0+CbPdAFCQqQEmOIKAAAAAE5fSBUi2pC/O+P1KV6BUVyaZtecDnJpRpir25+TiISFiAYmnhdrCj9e7WjSAPkTpYVOcpGIfxcCp+Yi4wERZnaKtj5vz8sbPz1cdby+sVMuloeXvbS6eJfPnFlM1C+6yxdT/5YekUAkRr/YcMVyflrmd3mbdPa8fGaS9mGxuG4AAAAA2k5IVYjEKdoJZ1nd5MqedUqF/TukGutI8Q29LjU1fcn7pJh2FjK52Ok/bv+1rQs6RLf/VdfhJlaOVxW9tv7zd/d861T02gVU69KJIk3W+4Zfs2rxU96N+MaGN5Xvn/7lE7Muvr97XAeTolY47e9s+frvP3/gUsX7hcTo1iGpvXDdAAAAALSdkBqwob42DgYaI89GRWpXc/sJXYedxPF1iEhMCYvfb8/1z53FeuWM5S/EfveawkqFy2Yza6J4DilA9wCX5mLiS7pekBwSe8xZ5PMKhGhN4a7x789ICY83q6aSqvICvbwmobpTr0nnaT3GJ4fH4boBAAAAaFEttISSeIJdojnqiUE3f3fTK/EhESexISupMwZNM+tKwISsKVKgVp1QKqosmrCQkFVXR7bvWzMffx0nKos00qPY+tD51wXcoDDZzK4DjuO7bdl5XOZThxqlhD499M7nx89QBTP6AwAAALQsU/NvUoiJVeFoCRmQ1P3v43/bv10XrqcatlFMdN+AyWY2PbJybjlV11eGiFRdGR7f84kxd6VHtO//9o1VZpdPsf1lOb8UHhoc3/W+AVNirFF/WP5ygZRLA7P/GxsXIeI4CX3lkj9e3X2McrIvBAAAAABOKaSGsvn6XpeU6LYmbcjC5khzaERIaLw1ql1oTFpkYkZcarQ5TGVmrygZbgq5ve/lNjXAUk+xujWE/BecIhMrvxkw6fzUXov2rz5Qmn2gJLvQXurQnUwcqloSwmI7Ryd3jEwamdZ/RIc+FjbpJHNGz9xafMA/y+44tq9ffIaZlZt6XTyqQ78fj2w5VJq7t+RodmVBub2qwlVl1xy6riuqYmFTtCUiJTKhQ0TCsOTeF2cMSbBGK14vxEzKbZmX2STASP8RyX2MtD4ksfvdvSYFOOmiRJpCcfEBAAAA1Ielbsu4iDAzNVa/6MdvSH8DBbmpjwkJG8OhhEgn0UmESBMhIjOxiRXfQ3G/iiB3LTqRTiRU51woxCo15VzUmYKAT/IcAAAAAIBfSJWasfpNyFHinwilZhqnuonMmKGKG9myiJD3Bn1Cp2d3nn6v3IQ46Hm1tTuQgIm2zsvzWcpV6kui7hxNDSxZENxOAQAAABBS60l3dZKdRlLiqDxeUXigODurLC+noiDfXlLpslc5qx2aU0hCFHO42RpmsiaGxaZFJGREJ3eLT08Mj40wWdmojxRir8mhRITZnfO8b9eXj/3v1UWISGFuLJ3WmykbCo51szXXf2CeJ0rd/O0bzn0mHGg0qwMAAAAgpNYX8zSSQkfF+pwdb2/68oejWyqk2qXoNaPbhY1RUv4bJSIhi6bGmSOmdB995+Ap58WkWtnUcNQDAAAAAGgopOok+0uyFx9Y+23W2nV5O8tdVRrXTNYfXPdMz/ZZyCJqcnj8uPTBv+48fHSngVHmMKRUAAAAAGgspHpVbuok+yvy5v284I1tX5Yr1Q0/18ij7oWmgqAI9Y3s9OKvHhyWnBnSUlO0AgAAAMDZEVKJjFZ4nejL/avu/ebvJ6RM54Cl6VRmsje6AYTr5okZF86+eGZqKJZuAgAAAIAGQ+rRioLHlr/++eGVVeTwxFbf4kIm4XDVmhLRrn14fKQlNNISFqJaiNipOcudVWWOqpzyE9kVBVV6tV7/wHsW6hKRfFfvKyadd1G3mBQFvVQBAAAAIFBIJY3k/V3L7vrfcw5F8x2KTmTWOdUSf2Fav6mZ4y9K7xdpsqrEXHemJSESEhdJQXXpkn3r3t329Zb8fWVs1+sZtc9EkZrl3xOfvLLrCKRUAAAAAAgQUonIQTLpsz8uyV3vFVHZpCuJStQfh99wc/+JEWqIMb99PdWstffpJE6SrPK853985z97l1aruhjzT4n3HKI6kdIpJOG/02b1iemoYN5QAAAAAPAPqUS0o/Dw9IVP7Cg7LERp1oTreoyf1n1Mj4ROYYqZKKgU6T3bqJDoJEfKTqzP3fX+ziX/O/qzg3XvOlomEpFoDv3riLvuGXClmTGaCgAAAAD8l0UlyqkuvvGTxzvFp7146e+iVGtzVW+6SP8he9udi//vkP04kWIsIuoeicVk1vjhgTf86cKbQ93TqQIAAAAAQqonpIoQc7mjyqKaQ1QT1V2h9BQJ0aGyvFc3f75g7w9ZthM+EwWYdB7ePvONSx/uEdsBvxgAAAAAhNS6QbKh1UmbR5FWNemjh1YX7fSZ1IpJLk4avHDaLAtmUQUAAAA4h/llQfa70QLi1LBZ42bGipWE6yxoT7QiZ/MHO5e6SPC7AQAAADhnqU899dTp2K+kRrSbdN4o3an9UnBAI80dioV1Rf/u4PoyW+WIDv3MiiKEMf8AAAAA5xy/5v7WpZPct/SFN3YvNA7CM/WVSed3L/nz9J7j6k5ZBQAAAADnBOV0755nDJoa5QoxfvTkZZcin+5dobVox9iWI438DAAAAPLqoyMAACAASURBVAANO801qUSkk6zO2XHdoiePVRd6328l03Mj7x0U3+1MzKlMZFFNXeM7xFrCSUiY+MzM2wAAAADnaEg1zNnw0R9+et1roL8QERvTqZ6Jp5WYhfpEdfxq+pw0azx5LXAAAAAAACcRUn3moBKvnqItErOMHRTYy6d8/sjqwp0662dPlaNQZ2vi/MseG5XaDxkVAAAA4FRCqhGuxCW6idWaZCVCrJGoLTaISYiybAVj5/8mSy8gOquaxjuHJKy48bX00HZcd81YAAAAAKiP78ApEcmpLv339v/dt2iWi3RxJ0h2knb3x0//bc17ufaSFgnLROmh8XcPnqLodJZ13jxsz7/+kz8ftRcJETNjGBUAAABAo0zuFEqsiwjJLycOLdy7as7WjztFJXna3ZlIJ1pzYte/jy/fU3jkiQtv7xTdXm3uGkGF6L7BV+0tOvzpvu/tukO4Nqt69zbwmazKJ+l6P1rfv32e7r8p/x0F7PcQ8EiYSCfRFao9sUw/le4e+e7d8yc8NqZDfyOmojYVAAAAoAHu5n5N9OyqYp1EJdKIRrx/Z0Jo7Nqb3gohNgam20kb9PINuyn3r0PvuLHXr1ThqJCwSLOVhJq3/Vojya4qOlaRb3dVn6HndNmh9X/f8KGmiE+/hY6WditufK1TWAISKgAAAEDjIVUn+dua9/+6br7GYtQLClOEOXRYUu8JaRfMHDL17S0LPzv440/HtlVRNQsxEQl3DE14dNgtN/f5lcrNM9mqMVOTJ9idmd03hYhtmuPNrV/9Y8PHWfZ87ypTFkoPSZg5cOq9AyeHqhZcfAAAAAD1UYjIqWspofF/ufDuaFO4zmTMA1XhtC09+vPmov1CtKvk6LKjP1dRNREJk84UGxL52wumu5zOSoet2fJybecCIqIzc4ARE1GoavntwKk/3vRGZ2uid18AITnsKHh4zeuvbvpcztC5tQAAAABaLaSaFPWm/hOuz7zEwqY6oYpJJ9EDjfSJMIfe1X/S7YMmRYSE4ST6MKqC06yxvxtyrerunVrbqVVj+eemTw9UnsBKVAAAAAD14aPl+dd/+ZSmilO0bYX7HbrL++EYS2SHsIRcW1GBvcRrpn2yKub+7bopxB0j2v974p/NomAokE9SFeJqzTlv28Kn1r5d5Kp0R1IhYiahDiHtvpk6OzO+E84UAAAAgD9Tfnmx3WE31nfqE9FJSIj5aFV+vrOUiEoc5SWOcqLaxvj00MR25kgmdtkdRHS0KqdCr45VQkmEzpgG+trx+kH0fG1kLL4Y/SNqJiMQInZHUbKq5hkDppDQ71e+7O5HUdOj4aij4NO932cOuwWXIAAAAECAkNovuev3t77BJELExEKikbyx9ouvj6wJ+IT7B199acb5UptayWJMtnpmBFQh4prUyVTT8zVQDhWq20e2PsbsB3WDLnvfuqnvhM/2rFiV/0vd1n05YS/G9QcAAAAQOKSSe0J/rklkzMTD0/umxQaeKalnXEcOXPl4BqRUESKWXwqylmdtcOiuvu0yLkjrHWMJp7pBVYhIyKZVrzi8aU/RUZdoAxK7XtShf4hq9nmRGsnhsuP/O7iuyF7WJyHjkowLavr11hbcWXDoSHme7ncw7SxRuP4AAAAAAofUtUe237rwWaPNumZ9KSrQy8ukKkDIY0qkqCgl1HOPxaV8e/fcNGtsm13L1PuwnCxLDq2/7etnCqSCiFSdM0ISP7v6+b5xnYhrJ71iIifLH7+f+/rOrzQWo+QTg2/+84hbvF+hTXc9v/aDf/78USnbhMmkKxPTzv/7pb/rGt7eUz9bqtnvXTI7q7rAU99qnGSLpl6eMQLXHwAAAEBA6qNP/nlJ9s+hYWFZ1SdyXSVFUlksldXk9FSsmkUlJqnpZ1lJ1UVSWcnVndulhYeFpccl39R7gok9Y9jbnJrVoeSnnB23f/O3Fzd9VCZ2d/9RpiK9cvG+1ZquJ0W2i7FGEHG17vhk14o/fv/KZ4d+1Ni96pYwrc/bWWar7BrfISYkXCfaW3xsxtIX5u380qa4jK3pLHvKjv1n27cW1dI/qbvKyv6SnGkLHttQvM/oWeDpaxCvRrw85vcTMs5XGMPNAAAAAAJFOGMyf53o4o9/9+PxrV4PCRHf2P1Xr1/6x99/9883t3/pHUETQ2L23vlxuGIxgix7Mmyb5CD96wNr7vjm/4qkkoj8x3ixUKQe8p8rn76k05A///Dm7K0faawRKeweFeU+ISycyjGLbvjnJ9uWvLL5szLV4bcrYWEWurT9oFm/fuDhJS8tPrZOvFd3ZVKEZg2/9/eDr8byqAAAAAD1MRFRsb38853f51UV+uRXIrKQyUyKRTHV3GN01ySbVj1/69dWMV3Z7cL2kXG1o6jaHpvufGrl/LmbP6tQne7Gdt80LcJcplbf979ZN/Sf+PKWzzRFjJ664hNlmbKp5KrPHz5ccdyl6oEiJotCIrTkxKYN795T7KyoswUmFuob3vGmPr9COAUAAABoJKRGhUSszduxr+xYbWpjsirmTpFJyWFxTJQaGt89psPB0hwnaUSkCFU4bY//+MadfSZFhUU049HoRBuP7/nmwJpSe4VGxF5zCNQOyDfu9F5u1D2Oi8lT3qvw5vx9y7I36Cr59Zr1Hb+fZc9/du2/RAlYwVmzWCvRAVseqVRnmBX7jLoinSXfVeazmRBSZ/S96sELro0PifLeLwAAAAD4YBEhomJHxQdb/+diYaLDZcdf+eWTnnGdf7rxLSuxIixMVeQa/OqNe/W8i9r3m5wxkokGJXUfltpLdfdGbR67y7JHvX/PCa28pVdjUnUK5ZBKrhZi732x347ZmIOfud5DYlF1JYTNNnFIg7HzzvMuf+3Sh1RkUwAAAIDGGO34FGuJuG/IFCOIrc7eMXfrZ0xkIlaEmZiJTKQoQkTcr13X3w6+qmbcUXNykPb3le/6V0AGQbzWHQ0YI93DltyvWecbul5yReao2798ppirvPuM+rwks84T00fk2ArXF+6qLzWzrkzpNPKuodNu/vzxHFe9U5/GatZ7B12FhbkAAAAAmhBSyZ3yZEve/k92f9cpJsWim4jqTIhq1tSU0FgSOVCc3SUmRaHmGSplBEiN6PVNX3207ztRT2Ibjcy674meilBqSPxTI26/sfelJlIG3P7Ol3t+/MfmTw7ZjtfdgLDwsHa9nh159/DU3kfKT/xu6T+/zV5nTEflScOK8MC4btf1HH9bn4lRlrCvp87+y+r5y45uqJBqJpKaUVcK0SXJg58aeWffdp0RUQEAAACCindGc783nchFWlZJXteYFE/Nn06SVXo8MTIuXLE0b9IyEt+u4iPnv3N7peKQFpsjwKwrt/e47InRdyaFRHsvM7Wz5Og1nz66y3bMk0HNujK2/cD3Jj+VEBJpTJ7qIO36L//y+ZGVUlMhqwhdmzHurcv/FMomqcnIGukbCvZP++xPR51FRO6RVSMTen9zzT/C2ISrDQAAAOBkQqrv8B/vqkXP4vR+D51yShUHyZ3fPv/uvm/dY5+ISIiJukWnJVhj3FMKiOcIxZhiQLwO1V2C/e4XIhKFlYSwmOu6j5/aY6zZrxOtiJS6bMuzNny0+7sj5cc7R6fc1OtXozsOCFXM3i81r6r4tc0LNufvLbCVdYpKvii173WZF0ebQ6Vmin7PPKi/FBx8Y8uXu0uOODVXv/guMwZN7R6bRoHOMgAAAAA0HlJPC53k9W0L71/xokvxPhKOVyI23/5uqjWmSaFOvAY/ed/gOiP+KWBk1EWMiQO4/o0b8TiYrqU6CREpLZTsAQAAAM5qp7kNWoj2lWT/eflrdRMqEcm49EGp1hiuzXmnviv2y6VeD4soTNJgN1v2+W+Du1LcIVlwkQEAAAA0lXIa962THCzPu+vb54oVW22+EyKi9krUQ+dP5+apexSROrmUfYKne4J/DrLK1meq1UZKEIt3TS4AAAAABOG01aRqJIsOrb130XM5Ulqb35iJKFEPf+fKJwe3787158Cm4EbGYtVWkDY5R3IQjyOcAgAAALT1kOqprVyTu+O2r/5awrY6jegiJk15aszd4zoMqOnLyQh5AAAAAAipLRFMpWb8O+sk+4uzF+z74aUtnxXVtvITEYmQKvzAwGvv7Pdrz7JMSKgAAAAACKktklG5ptVbI3l729cPLn+pUnWId4glIuIQXbkr84q/XHS7CdEUAAAA4NwWxBRUnilATy6ikmgi+bbSL/eu/HDP0nXHdzpY8y+WGZk+e9TMsZ0GWtzzmCKnAgAAACCkNpgzq0m+3bdmbJchoYpZJWJiYx2mmgxLZEybz3XGHulETtJWH9s+a/U7q3O3VygOYf/dExF1Nrf7evqLPWI64PcBAAAAAEGFVCFanbfz0g9npkUkjuk4eFrm2GFpfcykmEhhIu+0agxy0khcJHuLj361Z+XKw5tW5v5iU5y+8VRq12nqEZr632tnnxeRjLpTAAAAAAgqpApRVuWJaZ/8aWP5fmImIZMoESZrelT7lPB2EZbQCHOYlS1C5CJXhcte6bCdsBUfLT9RaCtxsgjXLNLk13yvCPeKSr88Y/hvBlzZMbI91S67CgAAAAAIqQ2GVBfpt371zIdZ3+usExEbA/WZSaR21dEAGyWfqlPve5jIoin395/21Kg7Q9mE3wEAAAAA+Kg3I4oIM23M27Pg0I+6orvv9DTsU0Oz7Pv3PRUWIg7R1RGpfad2HT0irU+v+E4mVvALAAAAAIAmhFRmJqGjxccjKcyhlzuN1T2bjolY2OoyTTlv9KMjbz0vKlkVxf2AYKp+AAAAAAiUIRtu7tdI8hylqw5tnr9l0ZrsbXbF5VJEOJjtEhObNe4Z3XF670vGdz0/M7ZTCKvuh8UY2I+ECgAAAABND6k1kVJcohdVV+SWFewvPnqoPC+noqDAXlrptNtc1Q7NqQtZVNWqWkJNIfHWqOTw+A4RiV1iUpOj2qVGtAtRzFQ7CQAAAAAAQHOE1LqBtU79p7g7qBp3MqF2FAAAAABOWbBDl4wsK/5N/UIKsULMxEzS1ISqNzT+CgAAAADOUU2uSW1eGokihJ4AAAAAAODtNE8ChXAKAAAAAP5O81z6TFhnCgAAAADaXEgFAAAAAPCFNZ8AAAAAACEVAAAAAAAhFQAAAAAQUgEAAAAAEFIBAAAAACEVAAAAAAAhFQAAAAAQUgEAAAAAEFIBAAAAABBSAQAAAAAhFQAAAAAAIRUAAAAAEFIBAAAAABBSAQAAAAAhFQAAAAAAIRUAAAAAEFIBAAAAABBSAQAAAAAQUgEAAAAAIRUAAAAAACEVAAAAABBSAQAAAAAQUgEAAAAAIRUAAAAAACEVAAAAAAAhFQAAAAAQUgEAAAAAEFIBAAAAACEVAAAAAAAhFQAAAAAQUgEAAAAAEFIBAAAAACEVAAAAAAAhFQAAAAAAIRUAAAAAEFIBAAAAABBSAQAAAAAhFQAAAAAAIRUA4NwkIjgJAHBuMuEUAAC0KcyMkwAA+FqOkAoA0NbfqQEAzsHv52juBwBAVAUAaHMQUgEA2ii0+wMAQioAAAAAAEIqAAAAAABCKgAAAAAgpAIAAAAAIKQCAAAAAEIqAAAAAABCKgAAAAAgpAIAAAAAIKQCAAAAACCkAgAAAABCKgAAAAAAQioAAAAAIKQCAAAAACCkAgAAnI1EBCcBACEVAACgbWFmZFkAIjLhFAAAAJxmRuDkIMrUFAsyywKcuVCTCgAAcPrSKSpEARBSAQAA2hpUiAIgpAIAALRduTk5zMzMdrvd+36fqtac7GyjmM1mw0kDhFQAAAA4PeqramVmI7+iwwAgpAIAAMBp/kRmVn3yKzoMAEIqAAAAAABCKgAAAAAgpAIAAAAAIKQCAAAAACCkAgAAAABCKgAAAAAAQioAAAAAIKQCAABAs2ASn9lOhSjQJP2YFfXUNbD8wRm6MoL3YZ9NizsgpAIAAJz2lBE4kvpnjiAD1lmQVOp74d43/F9mfS/c+/4Ggv4Z+h3A+7DPpq8xCKkAAABtIGf4/8xNyxxnWVLxeQmeH71vGLeDCaBnR3QLciHcZvm60ha+55jwvgAAANBGMhkz9+7dm4iEdSJiUYhImFho35793uX7ZPaWQLlr37597ujmH3zP6lN3EiHsjEuuQS6EG+TXlYbPQFs4OQipAAAAp5+nkuzAgQPualRPHwAmEnI4HN7R4cDBA0LEzD41XtXV1Var9aw/V6ceoYxT1wZzajMeVVNjqH/503uK+GzqYAsAcBbwjx1wbqVV0omIa/rjBZMSzsRKQThDg29rvvWhTyoAAEBbSRLuT+uauErBtbqe9V9sqqqqpk6d6ukLUZ+NGzdOmzYtPj5eVdXU1NT77rsvJyfHv8zUqVPj4+MVRTHKBCx2ujzzzDMchEcffdT7WW+99ZZPgQEDBhgP5eTkMLOiKNXV1fVdckaZgGJjY8eNG/fee++dlrOB5n4AgHMqB1FuTk5KWmptFKppUGaFYmLihg8fTkS3337rlVdcyXUrMmw229zXX/3iiy927dpVUlJisVji4uKGnj/shhtumDJlintTIrm5ualpqZ4Nu5utiYgoNja234D+t9962w033OB1PHkpacnG9pu3ndqT2s6UOkZ3j0PPaecmP/eMvjIDvmQh2rhp47Srph4+fJjY3VU34G930aJFk678teiUnJI0tNcFu3fumTt37n8+/mjjxo2dO3byKnOF6HpyStKwXkONMkT0n48/2rRpU6f0jsEfr67rffv2TU5Ofvjhh8ePH9/oCwlSXFxcRkaG+0oQIqL9Bw8QUUbXzlTTR5mIUlJSvJ8VExOTkZGhkEpElZWVucdrMzeLwqQI6QG/xtTsyF0mMzPT+1FN044cObJ8+fLly5d/8sknCxcuPA3f2wAAoO1o2XdmXXKOZRvv/7169+zVu2evXr0yMzN79e7Zved5IaFWd29Ipltvv8X7eQcOHDA+F1mlfgP6jr9k3Oixo2LjY4xNTZ8+3di4sf2agemUmZnZM7NHZmbPzMzMHj16hIWFGQ9cfvnlXseT6wnBzf1a3f8EeEjXcaW1mqDOdj2/qlfmvkoKx8TEPProo8TUq3fPgL/dysrKuLg4Ynpl7su6aLpomqbde++9RDR67Bi/Mq8aZXRdv+eee+655x7vYkHSNG3EiBHGpdu/f//+/ft/+umnzf7XWlVR6a4QzcvWRWvkDOsiuvzng4+MQzIeyjmWa3ztaeDvq+EyH3zwgfHtcdasWa381oeQCgBwjoZUu93u97kr8+bNmzdvHqtETB9++KHnoQuGDSWiyZMnFxYWeoqLaB9++KHxAfb222/XfODVhlT/zzxPefcHXkuGVDgLDBw8qN+A/ocOHVqzZk2dkFrXq6++alyf3pe6pmnGN6vNmzd7ylx55ZU+ZXyKNSl2L1682BNViZROnTq9MvfVKruteb4UeYXU3NzcIJ/04YcfNktI9T7ml19+mYg6derUym996JMKAHCutvzXrbwiIoXpjjvuuOOOO+a+8hoJPf/880bJ/fv3r1uzNiws7OOPP46Ljat5PpPw9OnTFy9e/PDDD4eEhASz0+nTpy9a+DURP/PMM06ns4VaCD3trvXPkQ8t1Wq/aeOmbdu2Bfh1iGzdunXTpk1N+sW8Nve1n9f/3LFjx4b6CQjNmzePiP70yJ/Eq1FbYeWBBx4gonlvziOht+a9TcSP/ulR710rrHiKvfnmm03tXDFhwoRVq1ZlZ2dnZ2d/9NF/Jk2a9Pbbb8fHx44dN/bxJ/68ZMmSsrIyIjn1vhhCIlRnOQPxb753n9jm6fjh3YFk+vTpRJSVlVVcXNyaVxP6pAIAnLuBwt0HsvZzyf1fIxOUlpYaP8bFxRFRVVXVqlWrxowZ411aRMaMGTNmzBgJeuDO8GHDmbisrKywsDCpfVKzvyrPh+u0q6cRUW5uLteMQNJ1XVEU79g0Z86coUOH4lJotktK12++6abtO3d88cUXkydP9v51fP7559OmTevVq9f2bb+wEmwd2flDhgSz0y1bthDR4EFDuO7FbPxy1/z0k1GGiQcPGuJ/wbuLrVnT8Jef+jr+GhWx11xz9TXXXC1Eecdz5syZ88KcF595+llFUa677tpHHnkkM7PPKSVFNhJo7bRZAeaKIuPvmU/xD8dffn4+ESmKEh0djZAKAACtQPGd46UmZy5atIiIhgwabMwIHxcXN3ny5AULFlx22WUzZsy45ZZbMjMz3eshETfyCec3juTw0SwhXWElMTGxRV/e6tWriSgvN7eBSruCggJcB835DUFVln637KKLLpo6derCrxdN+NUE4ze/8OtF0665ukuXLitXrmS1mVtxy8rKiCgk1MpqbVYzfumxsbFEVFxaUlpeJkRWq5XVAFuIiYkjUkpKSk4uw/lc6cntU2b/fc5fn3p67ty5c+bMef/9D99//8MHH3xw9uzZTQ79ngkfRDFa5BtdUqt2bNnJ7svf22+/TUSjRo1SlFZtgUdIBQCAmk8pnebOfYWIjCHPxrgTw/z584uLi7///vvZs2fPnj07Li5u1KhRY8eOnTBhQpcuXZq0lzofeC3ZGJ+T7R7jjBlEW+PiqanhS0pK+uGHH4YPHz5lypSvv/567Ogx33333RVXXNGxY8fVq1cbtfLNtS+DJjoRGfnJJ8MZdzocDk3TiKi+GlxVVY1ipxTQ6xwhWa1hSUlJ7dq1y8vLI6KDBw+20vcEbs6a1JycnNdee82I148//ngrX1QIqQAA56gRFw0nIoVUowZF07S9e/dWVVUZjz777LOjx44hclcQxcTErFixYunSpW+++eayZcuKiooWLFiwYMECIho6dOjf/va30aNHN/rR7f7AmzObuDU+8Fonm57ds+gH34vD+zwkp6Ss+OH74UOHTbzs8lmzZv3hD39Ibp/006rV7du3b65zXjsDFbuTqGh6nWp7JuOqJqKQkBBVVYl00V0Bp4jSNCeRbrFYTvl8EbFeVVX1+utvzpkzx5h+dcSIEY899tiEX01o6ZVqvfuqnsRlKSKhoaEBH1IU5eWXX/bq6oOQCgAALRk7Nm3c7MmgHsYIifvvv/+CCy7wf+7FF1988cUXE9GOHTtWrFixZMmSpUuXrl27dsyYMR9++KHxXG8+n3nuhSjV0/OBB61zdRnxqFPHTitWrBgxYsTMmTOTkpJWrlzpM7XnqXwZEBHy+jEmJoaM2Sp03aeu1GjBj4uLa6CMp1h8fPyp/E0xcXFR0ZwXZs2dO7e4pIyYJk+e/Nhjjw0aNMj/D62lvy/5fLsIMrO6D7WG2WyOjY0dMGDArbfe2rVr19a/nBBSAQDOLZ6PK1tVncnzx44du+L7FZ0yOhORO6HWP796r8zMzMzMGTNmFBcW3XzzzQu/XnTvvfdee/V0VursaODAgUYPORbF84F32223BdND4KQrhBpITtDS8ZS9xuJVVVXZ7XYmqrbZjW6jzfLlKuBVkZyakpuTczDrcJcunb3v3713FzF17tzZq8whr8tP9y92Eoym/BfnvPCvf/3LZrdZQ6x33HHHI488YuxI1/WPP/44KSmp2b+YNXBhGx0Y6sus9Vm9enWQ03QgpAIAQEuFCf8Prblz5/bqnfncc88R0U033NijR49gthYbF/fRJx/Hx8eXlJRs3rx54KAB3jtatWpViNVCTVyJ3ieInHTEvO6664jI6BFI9awdOmvWLJ/aIzjFLz+GHTt2jBs3zmKxvPn6G3ffffe4ceNWr14d5EV1Evnsggsu+O+CBevXr/cJqcaA/WHDhtUt4/sd6aeffvIUa5INGzY8//zzn332mRHNY6Jjfv/73z/44IOx8XFEZLfbX3311RdeeCEnJ6dLly779+9vxhO+bNmyjz76aOjQoXfccYf3/RUVFUQUFRV1it8E2sq7FQAAnIOT+ddM3K2JaMbc3ffNnGEsNzX8wmEimmce1aVLlz7z12ezDh72mftfapbASUlJIaZVq1YFnMy/oZnMdcnNdodI/8UFgn9RARcrSk5NSU5NabgX4KJFi3DJNbudu3fFxseFh4dv2LBBRNasWWO1WpOSkvbv3y8NrgTWwO+2gcn8dV2f9/abxDRhwgTv++12e2x8DDEdOnRIRN6aP8+/jM1ms9ls3sUancDfY+LEicZVlJKSkpKSMmfOnMrKStFFNL24uPjpp5+Ojo0yLr/Jkydv3779FCfz9zmAV156lUnJzMz0XppAF83IrPfdM8O4Mzc77xRXnDqNb30IqQAACKnurFlUUhwbHxcbH0dMb82f584IIuPHjydSbrvtjoAhdf/+/Ua0NT5HG15xyvfzvmbFKWY++Q/IeiJPw2EIK6O2kEOHDiUlJYWEWo0vLYbly5dbrdaUlJSsrKyT+902vOJUpa0iOTWJiObMmeNJn1OnTiWmq6ZNMe6pslcmpbT3L+NTrPFDqhEXF5eZmfnee+8Zy1YZj2ZnZz/wwANGRxpW6fobr9u1a9dJX9iekJqXl+dzxRYXloSGhBHRo48+atzz3Ypl361YZjRarF75k/t4juac4opTrfaX4v/WF6DtAwAATm+zaQu+Mwvl5uSkpKUaH0jefVINmzZtIqKJv768uKTk3/PnX3PNNUR05MiRmTPv/2rhV0MGDxk5cmSH9PSw8DBdcxWXFO/bs3/BggURERFPP/30zTffTES52TmpaalEJEQ2my0kJMS3sd67q6tQbk5eSloyEb0we45qDtwJbebMmcZGmmt4tKCXagtdX7rcc8895RXlTz/9dEZGhvfZPnjw4OOPPx4ZGfna3NfcJ5/ruSpqrF69evKUycajLperuLhYVdX4uDghIpKJkyYS0fy3/mUUPnLkyAsvvPDdd98dz8+zWq0OhysjI+PKSVfMnDnTM4DPp4yz2mUc5BVX1CnWpMsmJydn5cqVRLRm9dofV/2we/fuwUMGj7xo5PDhwy+67VUybAAABKZJREFU6KKIiEjvZzTtwhOyVVWFRYQbNalJSb4rX/z8888vvvjiqlWrSkpKLBaLojIRDRky5N577rv88svdVbDZealpqUK6MWWse/Ci15vM8ePHC04UGmUCviecxrc+hFQAgHMppBLl5uYa46wb+EBat26dsQbPqlWrPEuTZ2Vlvfrqq8uXLz948GBJSYnRgDto0KDrr7/eWFvI85mdmprqacE3xmE08NnsXb4+p/ez8zTFPXdoq/fU1TOsDVrN6tWrn3rqqWXLlhk/JicnP/TQQ/fdd1+bGnt0Rr/1IaQCAJxDIfVUahBR+9j6IVVIAqx+yYyQetpVV1eHhYXput6jR48//OEPRHTLLbe08oJMCKkAAHD2hFQ4y1JsQ1Wt0MJeeeWV1NRU72YEQEgFAEBIhXMskfonUdSkwtn+1od6aQCAczr6+Nzwv79Jidl7iG6jOz2J4zx7fxONrEiEutK2/PcCLQQhFQDg3P2s9UQfnwzkfX+T4pF7waEGn3USVcXnSETLycnhQGJjY8eOHfv++++///773uVza8rb7XZc1a2gvr8XaKkTjm8DAABt7YPwTH9nluZb0fScYszeJUSZmZlizNEkpOt61pHDtqoqo6p14sSJCxcuJKoze9e5OPsBnANvfahJBQA4d51EU36QHzbNmFCb2uXgLLBhw4btv2zf/sv27du379y5s7Ki8oMPP7RarVarddGiRbNnz8alC+dEbEVNKgBA23pfxsCpc+x7gifQ5xzLTuuQJvXUjC5f9h0Rjb94fHRMzIkTJ8wms6cmtaqqymq1ouoazrK3PhNOCgAAwOn9YPb05SWfbhJeH9nDhg0zbpSUlBQWFiYlJnlvBAkVzj4IqQAAAKc5p3r/WF89+pEjR4wbiqIkJiZi8ilASAUAAIAWVl//Dq8kOu/tt4yCo0eNUhSF0CUEEFIBAACgNfnUrebk5Lz22mtz5swxfnz88cfdydZrKjGsOwUIqQAAANDssbTOT1arldhdvVrzXzLWhX/55ZfHjBnjk2WRUAEhFQAAAFo0rLKQDBo0SJhYiIgsJnNMXOyAAQNuv/12IsrIyMBZAoRUAAAAaA06iUJMREJCRKtWrTrFyfmFdCJizIYOZzJcvgAAAKcZY9pyAIRUAACAthdSW2oVWWRfOHOhuR8AAODMTrhz5841mUxSE0uZ2Wju/+3M+zGgCs7gSxvfsQAA2tb7MpZFPVflZuekpqXWtyyqLyH3sqie8f/svt9z21ZlO8W+rQCn8a0Pb4UAAAip0DZ4Z81TK4yBU3AWvPXh8gUAADhjYy2+z8DZC31SAQAA2gZucmGu5zmoQ4WzAC5iAAAAAEBIBQAAAABASAUAAAAAhFQAAAAAAIRUAAAAAEBIBQAAAABASAUAAAAAhFQAAAAAAIRUAAAAAACEVAAAAABASAUAAAAAQEgFAAAAAIRUAAAAAACEVAAAAABASAUAAAAAQEgFAAAAAIRUAABoe0QEJwEAEFIBAKBtYWacBABASAUAAAAAQEgFAAA/aOIHAPAw4RQAALQRniZ+tPUDADC+uAMAAABAW4PmfgAAAABASAUAAAAAaMz/A+UnfR/vIBBGAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">39</span> </div><div class="t m0 x0 h7 y14c ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h7 y436 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y437 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y16f ff5 fs0 fc0 sc0 ls0 ws0">Onde: </div><div class="t m0 x3d h7 y438 ff5 fs0 fc0 sc0 ls0 ws0">RSPL = Retorno Sobre o Patrimônio Líquido; </div><div class="t m0 x3d h7 y439 ff5 fs0 fc0 sc0 ls0 ws0">LL = Lucro Líquido do exercício; </div><div class="t m0 x3d h7 y43a ff5 fs0 fc0 sc0 ls0 ws0">PL = (patrimônio líquido inicial + patrimônio líquido final)/2; </div><div class="t m0 x3d h7 y43b ff5 fs0 fc0 sc0 ls0 ws0">TJLP = média das taxas a.a. divulgadas pelo BACEN no código 256 para o exercício. </div><div class="t m0 x36 h30 y43c ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">caso  o  candidato  tenha  obtido  prejuízo  no  último  exercício  social  exigível,  poderá  ser </span></span></div><div class="t m0 x37 h7 y43d ff5 fs0 fc0 sc0 ls0 ws0">efetuado <span class="_ _a"></span>cálculo <span class="_ _2c"></span>da <span class="_ _8"></span>média <span class="_ _2c"></span>dos <span class="_ _8"></span>cinc<span class="_ _8"></span>o <span class="_ _a"></span>últimos <span class="_ _a"></span>exercícios <span class="_ _2c"></span>exigíveis. <span class="_ _8"></span>Para <span class="_ _2c"></span>tanto <span class="_ _8"></span>será <span class="_ _2c"></span>apurada <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y43e ff5 fs0 fc0 sc0 ls0 ws0">média aritmética <span class="_ _8"></span>do patrimônio <span class="_ _8"></span>líquido dos <span class="_ _8"></span>cinco <span class="_ _8"></span>últimos balanços, <span class="_ _8"></span>exigíveis <span class="_ _8"></span>pela legislação </div><div class="t m0 x37 h7 y43f ff5 fs0 fc0 sc0 ls0 ws0">vigente, <span class="_ _2c"></span>e <span class="_ _2c"></span>a <span class="_ _2c"></span>respectiva <span class="_ _2c"></span>média <span class="_ _2c"></span>aritmética <span class="_ _2c"></span>dos <span class="_ _2c"></span>resultados <span class="_ _2c"></span>obtidos <span class="_ _2c"></span>(lucros <span class="_ _2c"></span>e <span class="_ _2c"></span>prejuízos <span class="_ _2c"></span>obtidos) </div><div class="t m0 x37 h7 y440 ff5 fs0 fc0 sc0 ls0 ws0">em  cada  balanço  patrimonial <span class="_ _18"> </span>considerado  na  apuração  da <span class="_ _1c"> </span>médi<span class="_ _8"></span>a  do  PL. <span class="_ _18"> </span>Neste  caso,  a </div><div class="t m0 x37 h7 y441 ff5 fs0 fc0 sc0 ls0 ws0">comparação será <span class="_ _8"></span>realizada <span class="_ _8"></span>com <span class="_ _8"></span>a <span class="_ _8"></span>menor <span class="_ _8"></span>TJLP média <span class="_ _8"></span>anual <span class="_ _8"></span>divulgada <span class="_ _8"></span>para o <span class="_ _8"></span>mesmo <span class="_ _8"></span>período </div><div class="t m0 x37 h7 y442 ff5 fs0 fc0 sc0 ls0 ws0">a que se referir a média do patrimônio líquido; </div><div class="t m0 x36 h30 y443 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span><span class="ffe">caso <span class="_ _8"></span>o resultado obtido <span class="_ _8"></span>na alínea “b” ou <span class="_ _8"></span>“c” seja <span class="_ _8"></span>menor que a <span class="_ _8"></span>TJLP, mas for <span class="_ _8"></span>maior que zero,<span class="_ _8"></span> </span></span></div><div class="t m0 x37 h7 y444 ff5 fs0 fc0 sc0 ls0 ws0">o <span class="_ _4"></span>candidato <span class="_ _4"></span>deverá <span class="_ _4"></span>comprovar, <span class="_ _4"></span>com <span class="_ _4"></span>base <span class="_ _1b"></span>nos <span class="_ _5"></span>documentos <span class="_ _4"></span>exigidos <span class="_ _4"></span>nesta <span class="_ _4"></span>Resolução, <span class="_ _4"></span>qu<span class="_ _8"></span>e </div><div class="t m0 x37 h7 y445 ff5 fs0 fc0 sc0 ls0 ws0">possui PL igual ou superior a: </div><div class="t m0 x39 h30 y446 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">R$ 5.000.000,00: para AC de 1º nível; </span></span></div><div class="t m0 x3a h30 y447 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">R$ 2.000.000,00: para AC de 2º nível; </span></span></div><div class="t m0 x36 h30 y160 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">caso <span class="_ _5"></span>a <span class="_ _5"></span>empresa <span class="_ _5"></span>tenha <span class="_ _4"></span>sido <span class="_ _5"></span>criada <span class="_ _5"></span>a <span class="_ _5"></span>menos <span class="_ _4"></span>de <span class="_ _5"></span>um <span class="_ _5"></span>ano <span class="_ _5"></span>e <span class="_ _4"></span>não <span class="_ _5"></span>seja <span class="_ _5"></span>exigível, <span class="_ _4"></span>nos <span class="_ _5"></span>termos <span class="_ _5"></span>da </span></span></div><div class="t m0 x37 h7 y161 ff5 fs0 fc0 sc0 ls0 ws0">legislação vigente, a <span class="_ _8"></span>apresentação de balanço <span class="_ _8"></span>patrimonial e <span class="_ _8"></span>demonstração contábil do últ<span class="_ _8"></span>imo </div><div class="t m0 x37 h7 y448 ff5 fs0 fc0 sc0 ls0 ws0">exercício, e esteja se candidatando a: </div><div class="t m0 x39 h30 y449 ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">AC <span class="_ _2c"></span>de <span class="_ _a"></span>1º <span class="_ _2c"></span>nível: <span class="_ _2c"></span>além <span class="_ _a"></span>de <span class="_ _2c"></span>possuir <span class="_ _2c"></span>um<span class="_ _0"></span> <span class="_ _2c"></span>patrimônio <span class="_ _a"></span>líquido <span class="_ _2c"></span>de <span class="_ _2c"></span>R$ <span class="_ _a"></span>5.000.000,00, <span class="_ _2c"></span>deverá </span></span></div><div class="t m0 x3c h7 y44a ff5 fs0 fc0 sc0 ls0 ws0">apresentar fiança bancária no valor de seu capital social integralizado; </div><div class="t m0 x3a h30 y44b ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">AC subse<span class="_ _8"></span>quente: <span class="_ _8"></span>além <span class="_ _8"></span>de <span class="_ _8"></span>possuir <span class="_ _8"></span>um <span class="_ _8"></span>patr<span class="_ _8"></span>imônio lí<span class="_ _8"></span>quido <span class="_ _8"></span>de <span class="_ _8"></span>R$ <span class="_ _8"></span>2.000.000,00, <span class="_ _8"></span>deverá </span></span></div><div class="t m0 x3c h7 y44c ff5 fs0 fc0 sc0 ls0 ws0">apresentar fiança bancária no valor de seu capital social integralizado. </div><div class="t m0 x36 h30 y44d ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">cas<span class="_ _8"></span>o <span class="_ _2c"></span>a <span class="_ _a"></span>empresa <span class="_ _2c"></span>tenha <span class="_ _a"></span>sido <span class="_ _2c"></span>criada <span class="_ _a"></span>a <span class="_ _2c"></span>mais <span class="_ _a"></span>de <span class="_ _2c"></span>um <span class="_ _a"></span>ano, <span class="_ _2c"></span>porém <span class="_ _2c"></span>tenha <span class="_ _a"></span>ficado <span class="_ _2c"></span>inativa <span class="_ _a"></span>no <span class="_ _2c"></span>período </span></span></div><div class="t m0 x37 h7 y44e ff5 fs0 fc0 sc0 ls0 ws0">da  apresentação <span class="_ _18"> </span>do  balanço <span class="_ _1c"> </span>patrimonial  e  demonstrações <span class="_ _1c"> </span>contá<span class="_ _8"></span>beis  do <span class="_ _1c"> </span>últ<span class="_ _8"></span>imo  exercício </div><div class="t m0 x37 h7 y44f ff5 fs0 fc0 sc0 ls0 ws0">social, deverá<span class="_ _8"></span> apr<span class="_ _8"></span>esentar Declaração <span class="_ _8"></span>de <span class="_ _8"></span>Informações <span class="_ _8"></span>Socioeconômicas e <span class="_ _8"></span>Fiscais <span class="_ _8"></span>(DEFIS) <span class="_ _8"></span>ou </div><div class="t m0 x37 h7 y450 ff5 fs0 fc0 sc0 ls0 ws0">Declaração <span class="_ _1c"> </span>de  Créditos <span class="_ _1c"> </span>Tributários  e <span class="_ _1c"> </span>Débitos <span class="_ _18"> </span>Federais <span class="_ _1c"> </span>(DCTF),  encaminhada <span class="_ _1c"> </span>à  Receita<span class="_ _0"></span> </div><div class="t m0 x37 h7 y451 ff5 fs0 fc0 sc0 ls0 ws0">Federal, <span class="_ _1c"> </span>comprovando <span class="_ _1c"> </span>a <span class="_ _18"> </span>inatividade, <span class="_ _1c"> </span>bem <span class="_ _1c"> </span>como <span class="_ _18"> </span>deverá <span class="_ _1c"> </span>atender <span class="_ _1c"> </span>ao <span class="_ _18"> </span>requisito <span class="_ _1c"> </span>previsto <span class="_ _1c"> </span>na </div><div class="t m0 x37 h7 y452 ffe fs0 fc0 sc0 ls0 ws0">alínea “e”.<span class="ff5"> </span></div><div class="t m0 x0 h30 y453 ff5 fs0 fc0 sc0 ls0 ws0">4<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua qualifica<span class="_ _0"></span>ção técnica: </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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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">40</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Declaração <span class="_ _36"> </span>de <span class="_ _36"> </span>Práticas <span class="_ _36"> </span>de <span class="_ _38"> </span>Certificação <span class="_ _3f"> </span>- <span class="_ _36"> </span>DPC, <span class="_ _38"> </span>ate<span class="_ _8"></span>ndendo <span class="_ _36"> </span>às <span class="_ _36"> </span>condições <span class="_ _36"> </span>mínimas </span></span></div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">estabelecidas <span class="_ _7"></span>pelo <span class="_ _7"></span>documento <span class="_ _7"></span>REQUISITOS <span class="_ _7"></span>MÍNIMOS <span class="_ _7"></span>PARA <span class="_ _7"></span>AS <span class="_ _7"></span>DECLARAÇÕES <span class="_ _7"></span>DE<span class="_ _8"></span> </div><div class="t m0 x37 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">PRÁTICAS <span class="_ _5"></span>DE <span class="_ _5"></span>CERTIFICAÇÃO <span class="_ _5"></span>DAS <span class="_ _5"></span>AUTORIDADES <span class="_ _5"></span>CERTIFICADORAS <span class="_ _5"></span>DA <span class="_ _5"></span>ICP<span class="_ _8"></span>-</div><div class="t m0 x37 h7 y117 ff5 fs0 fc0 sc0 ls0 ws0">BRASIL [10]; </div><div class="t m0 x36 h30 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Políticas <span class="_ _36"> </span>d<span class="_ _0"></span>e <span class="_ _38"> </span>Certificado <span class="_ _38"> </span>(PC), <span class="_ _38"> </span>atendendo <span class="_ _36"> </span>às <span class="_ _2d"> </span>condições <span class="_ _38"> </span>mínimas <span class="_ _38"> </span>est<span class="_ _8"></span>abelecidas <span class="_ _38"> </span>pelo </div><div class="t m0 x37 h7 y31d ff5 fs0 fc0 sc0 ls0 ws0">documento  REQUISITOS  MÍNIMOS  PARA  AS  POLÍTICAS  DE<span class="_ _0"></span>  CERTIFICADO  NA </div><div class="t m0 x37 h7 y454 ff5 fs0 fc0 sc0 ls0 ws0">ICP-BRASIL [11]; </div><div class="t m0 x36 h30 y355 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Política <span class="_ _7"></span>de <span class="_ _5"></span>Segurança <span class="_ _5"></span>- <span class="_ _7"></span>PS, <span class="_ _5"></span>atendendo <span class="_ _5"></span>às <span class="_ _5"></span>condições <span class="_ _7"></span>mínimas <span class="_ _5"></span>estabelecidas <span class="_ _5"></span>na <span class="_ _7"></span>POLÍTICA </span></span></div><div class="t m0 x37 h7 y455 ff5 fs0 fc0 sc0 ls1 ws0">DE<span class="ls0"> SEGURANÇA DA ICP-BRASIL[12]; e </span></div><div class="t m0 x36 h30 y28b ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>documento <span class="_ _b"> </span>indi<span class="_ _8"></span>cando <span class="_ _b"> </span>se <span class="_ _b"> </span>pretende <span class="_ _b"> </span>emitir <span class="_ _b"> </span>certificados <span class="_ _b"> </span>para <span class="_ _b"> </span>AC <span class="_ _b"> </span>de <span class="_ _21"> </span>nível <span class="_ _b"> </span>imediatamente </div><div class="t m0 x37 h7 y31f ff5 fs0 fc0 sc0 ls0 ws0">subsequente <span class="_ _1c"> </span>ao <span class="_ _1c"> </span>seu  e, <span class="_ _1b"> </span>nesse  caso, <span class="_ _1b"> </span>incluir  os <span class="_ _1b"> </span>critérios <span class="_ _1c"> </span>e <span class="_ _18"> </span>procedimentos <span class="_ _1c"> </span>de <span class="_ _1c"> </span>auditori<span class="_ _8"></span>a <span class="_ _1c"> </span>que </div><div class="t m0 x37 h7 y217 ff5 fs0 fc0 sc0 ls0 ws0">pretende adotar em relação a essas ACs. </div><div class="t m0 x0 h2a y3d8 ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _4"></span>1:<span class="ff5"> <span class="_ _4"></span>Na <span class="_ _4"></span>hi<span class="_ _8"></span>pótese <span class="_ _4"></span>de <span class="_ _4"></span>o <span class="_ _4"></span>candidato <span class="_ _1b"></span>já <span class="_ _4"></span>estar <span class="_ _4"></span>credenciado <span class="_ _4"></span>como <span class="_ _4"></span>AC <span class="_ _4"></span>em <span class="_ _1b"></span>relação <span class="_ _5"></span>a <span class="_ _1b"></span>outra <span class="_ _4"></span>PC, <span class="_ _4"></span>o </span></div><div class="t m0 x0 h1d y87 ffe fs0 fc0 sc0 ls0 ws0">documento a apresentar fica restrito àquele descrito no it<span class="_ _8"></span>em 4, alínea “b”. Nessa mesma hipótese, os </div><div class="t m0 x0 h7 y456 ff5 fs0 fc0 sc0 ls0 ws0">demais <span class="_ _9"> </span>documentos <span class="_ _9"> </span>deverão <span class="_ _b"> </span>ser <span class="_ _9"> </span>reapresentados <span class="_ _9"> </span>apenas <span class="_ _b"> </span>se  modificados <span class="_ _b"> </span>em <span class="_ _9"> </span>relação <span class="_ _9"> </span>à<span class="_ _8"></span>s <span class="_ _b"> </span>versões </div><div class="t m0 x0 h7 y457 ff5 fs0 fc0 sc0 ls0 ws0">anteriormente entregues. </div><div class="t m0 x0 h7 y458 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y459 ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _8"></span>2<span class="ff5">: <span class="_ _a"></span>Na <span class="_ _a"></span>hipótese <span class="_ _a"></span>de <span class="_ _8"></span>o <span class="_ _a"></span>candidato <span class="_ _a"></span>a <span class="_ _a"></span>AC <span class="_ _8"></span>ser <span class="_ _a"></span>pessoa <span class="_ _a"></span>jurídica <span class="_ _a"></span>de <span class="_ _8"></span>direito <span class="_ _a"></span>público <span class="_ _8"></span>deverá <span class="_ _a"></span>apresentar </span></div><div class="t m0 x0 h7 y45a ff5 fs0 fc0 sc0 ls0 ws0">a seguinte documentação, se aplicável: </div><div class="t m0 x36 h30 y292 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y45b ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ato constitutivo; </div><div class="t m0 x36 h30 y45c ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _b"> </span>de <span class="_ _9"> </span>regularidade <span class="_ _b"> </span>junto <span class="_ _b"> </span>às <span class="_ _9"> </span>Fazendas <span class="_ _b"> </span>Públicas <span class="_ _b"> </span>Federal, <span class="_ _9"> </span>Estaduais <span class="_ _b"> </span>e <span class="_ _b"> </span>Municipais <span class="_ _b"> </span>do </span></span></div><div class="t m0 x37 h7 y45d ff5 fs0 fc0 sc0 ls0 ws0">domicílio ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y27d ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _2c"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>p<span class="_ _8"></span>or </div><div class="t m0 x37 h7 y45e ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargos </div><div class="t m0 x37 h7 y314 ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h7 y3e3 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y3e4 ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _4"></span>3:<span class="ff5"> <span class="_ _1b"> </span>As <span class="_ _1b"></span>empresas <span class="_ _4"></span>cadastradas <span class="_ _1b"></span>no <span class="_ _4"></span>Sistema <span class="_ _1b"> </span>Unificado <span class="_ _4"></span>de <span class="_ _1b"> </span>Cadastramento <span class="_ _4"></span>de <span class="_ _1b"> </span>Fornecedores <span class="_ _1b"> </span><span class="ffe">–</span> </span></div><div class="t m0 x0 h7 y45f ff5 fs0 fc0 sc0 ls0 ws0">SICAF, <span class="_ _5"></span>regist<span class="_ _8"></span>ro <span class="_ _4"></span>cadastral <span class="_ _5"></span>oficial <span class="_ _4"></span>do <span class="_ _4"></span>Poder <span class="_ _4"></span>Executivo<span class="_ _8"></span> <span class="_ _4"></span>Federal, <span class="_ _4"></span>poderão, <span class="_ _5"></span>para <span class="_ _4"></span>fins <span class="_ _4"></span>do <span class="_ _4"></span>disposto <span class="_ _4"></span>no </div><div class="t m0 x0 h7 y460 ff5 fs0 fc0 sc0 ls0 ws0">item 2, apresentar seu extrato. </div><div class="t m0 x0 h7 y461 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y462 ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _24"> </span>4<span class="ff5">: <span class="_ _24"> </span>As <span class="_ _2a"> </span>ACs <span class="_ _24"> </span>que <span class="_ _24"> </span>estiverem <span class="_ _24"> </span>se <span class="_ _24"> </span>credenciando <span class="_ _24"> </span>com <span class="_ _24"> </span>o <span class="_ _2a"> </span>objetivo <span class="_ _24"> </span>de <span class="_ _24"> </span>emitir <span class="_ _24"> </span>certificados </span></div><div class="t m0 x0 h7 y463 ff5 fs0 fc0 sc0 ls0 ws0">exclusivamente <span class="_ _8"></span>para <span class="_ _a"></span>AC <span class="_ _8"></span>subsequentes <span class="_ _a"></span>ficam <span class="_ _a"></span>dispensadas <span class="_ _8"></span>da <span class="_ _a"></span>apresentação <span class="_ _8"></span>de <span class="_ _a"></span>PC, <span class="_ _8"></span>devendo, <span class="_ _a"></span>todavia, </div><div class="t m0 x0 h7 y464 ff5 fs0 fc0 sc0 ls0 ws0">a DPC incorporar todas as informações que deveriam constar na PC. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">41</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">ANEXO II - DOCUMENTOS PARA<span class="_ _8"></span> CREDENCIAMENTO DE AR<span class="_ _8"></span> </div><div class="t m0 x0 h7 y411 ff5 fs0 fc0 sc0 ls0 ws0">O <span class="_ _8"></span>candi<span class="_ _8"></span>dato <span class="_ _8"></span>a <span class="_ _a"></span>desenvolver <span class="_ _a"></span>as <span class="_ _a"></span>atividades <span class="_ _a"></span>de <span class="_ _a"></span>AR <span class="_ _8"></span>deve <span class="_ _2c"></span>en<span class="_ _0"></span>tregar <span class="_ _a"></span>à <span class="_ _a"></span>AC <span class="_ _a"></span>Raiz, <span class="_ _8"></span>por <span class="_ _a"></span>intermédio <span class="_ _a"></span>da <span class="_ _a"></span>AC <span class="_ _a"></span>ou </div><div class="t m0 x0 h7 y412 ff5 fs0 fc0 sc0 ls0 ws0">candidato a AC a que esteja operacionalmente vinculado, os seguintes documentos atualizados: </div><div class="t m0 x0 h30 y413 ff5 fs0 fc0 sc0 ls0 ws0">1<span class="ff11"> <span class="_ _10"> </span></span> Relativos a sua habilitaç<span class="_ _0"></span>ão jurídica: </div><div class="t m0 x36 h30 y414 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ato constitutivo, devidamente registrado no órgão competente; e </span></span></div><div class="t m0 x36 h30 y415 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos da eleição de seus administradores, quando aplicável. </div><div class="t m0 x0 h30 y416 ff5 fs0 fc0 sc0 ls0 ws0">2<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua regularidade fiscal: </div><div class="t m0 x36 h30 y417 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y418 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _8"></span>de <span class="_ _8"></span>inscrição no <span class="_ _8"></span>cadastro <span class="_ _8"></span>de contribuintes estadual <span class="_ _8"></span>ou <span class="_ _8"></span>municipal, se <span class="_ _8"></span>houver, <span class="_ _8"></span>relativo ao </div><div class="t m0 x37 h7 y419 ff5 fs0 fc0 sc0 ls0 ws0">domicílio <span class="_ _5"></span>ou <span class="_ _5"></span>sede <span class="_ _5"></span>do <span class="_ _5"></span>candidato, <span class="_ _7"></span>pertinente <span class="_ _5"></span>ao <span class="_ _5"></span>seu <span class="_ _5"></span>ramo <span class="_ _5"></span>de <span class="_ _5"></span>atividade <span class="_ _5"></span>e <span class="_ _5"></span>co<span class="_ _8"></span>mpatível <span class="_ _5"></span>com <span class="_ _5"></span>o </div><div class="t m0 x37 h7 y41a ff5 fs0 fc0 sc0 ls0 ws0">objeto contratual; </div><div class="t m0 x36 h30 y41b ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _2c"></span>de <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>junto <span class="_ _2c"></span>à <span class="_ _2c"></span>Fazenda <span class="_ _2c"></span>Pública <span class="_ _2c"></span>Federal, <span class="_ _2c"></span>Estadual <span class="_ _2c"></span>e <span class="_ _2c"></span>Municipal <span class="_ _2c"></span>do <span class="_ _2c"></span>domicílio </span></span></div><div class="t m0 x37 h7 y41c ff5 fs0 fc0 sc0 ls0 ws0">ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y41d ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _2c"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fund<span class="_ _8"></span>o <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>por </div><div class="t m0 x37 h7 y41e ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargos </div><div class="t m0 x37 h7 y41f ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h30 y420 ff5 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _3c"> </span><span class="ffe">Ficam dispensados da apresentação dos documentos <span class="_ _8"></span>citados nas alíneas “c” e “d”, <span class="_ _8"></span>relativos a </span></span></div><div class="t m0 x0 h7 y421 ff5 fs0 fc0 sc0 ls0 ws0">sua <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>fiscal, <span class="_ _a"></span>os <span class="_ _2c"></span>órgãos <span class="_ _2c"></span>e <span class="_ _2c"></span>entidades <span class="_ _a"></span>da <span class="_ _2c"></span>administração <span class="_ _2c"></span>direta, <span class="_ _2c"></span>su<span class="_ _0"></span>as <span class="_ _2c"></span>autarquias <span class="_ _2c"></span>e <span class="_ _a"></span>fundações </div><div class="t m0 x0 h7 y465 ff5 fs0 fc0 sc0 ls0 ws0">públicas. </div><div class="t m0 x0 h30 y466 ff5 fs0 fc0 sc0 ls0 ws0">3<span class="ff11"> <span class="_ _10"> </span></span> Relativos <span class="_ _2c"></span>a <span class="_ _2c"></span>sua <span class="_ _2c"></span>qualificação <span class="_ _2c"></span>econômico-financeira <span class="_ _2c"></span>(exceto <span class="_ _2c"></span>entidades <span class="_ _2c"></span>da <span class="_ _2c"></span>administração <span class="_ _2c"></span>pública </div><div class="t m0 x36 h7 y467 ff5 fs0 fc0 sc0 ls0 ws0">direta e indireta, nas esferas federal, estadual e municipal): </div><div class="t m0 x0 h30 y349 ff5 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _3c"> </span></span>Certidão <span class="_ _33"> </span>negativa <span class="_ _22"> </span>de <span class="_ _33"> </span>falência <span class="_ _33"> </span>ou <span class="_ _22"> </span>recuperação <span class="_ _33"> </span>judicial/extrajudicial <span class="_ _22"> </span>expedida <span class="_ _33"> </span>pelo </div><div class="t m0 x0 h7 y425 ff5 fs0 fc0 sc0 ls0 ws0">distribuidor <span class="_ _1b"> </span>da <span class="_ _1c"> </span>sede <span class="_ _1c"> </span>da <span class="_ _1c"> </span>pessoa <span class="_ _1c"> </span>jurídica, <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>de <span class="_ _1b"> </span>execução <span class="_ _1c"> </span>patrimonial, <span class="_ _1c"> </span>expedida <span class="_ _1c"> </span>no <span class="_ _1c"> </span>domicílio <span class="_ _1b"> </span>do </div><div class="t m0 x0 h7 y468 ff5 fs0 fc0 sc0 ls0 ws0">requerente; </div><div class="t m0 x0 h30 y427 ff5 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _3c"> </span></span>Parecer  de <span class="_ _1c"> </span>Contador<span class="_ _8"></span>  que <span class="_ _1c"> </span>possua<span class="_ _8"></span>  certidão <span class="_ _1c"> </span>emitida  pelo  Cadastro  Nacional <span class="_ _1c"> </span>de  Audit<span class="_ _8"></span>ores </div><div class="t m0 x0 h7 y469 ff5 fs0 fc0 sc0 ls0 ws0">Independentes (CNAI)</div></div><div class="c x1 y1 w16 h0"><div class="t m0 x46 ha y46a ff5 fs3 fc0 sc0 ls0 ws0">2</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x47 h7 y469 ff5 fs0 fc0 sc0 ls0 ws0">, ou, alternativamente, atendimento ao seguinte: </div><div class="t m0 x36 h30 y42a ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">balanço <span class="_ _4"></span>patrimonial <span class="_ _1b"></span>e <span class="_ _4"></span>demonstrações <span class="_ _1b"> </span>contábeis <span class="_ _4"></span>do <span class="_ _1b"> </span>último <span class="_ _1b"></span>exercício <span class="_ _4"></span>social, <span class="_ _1b"></span>já <span class="_ _4"></span>exigíveis <span class="_ _1b"> </span>e </span></span></div><div class="t m0 x37 h7 y42b ff5 fs0 fc0 sc0 ls0 ws0">apresentados <span class="_ _8"></span>na <span class="_ _a"></span>forma <span class="_ _8"></span>da <span class="_ _a"></span>lei, <span class="_ _a"></span>que <span class="_ _8"></span>comprovem <span class="_ _a"></span>a <span class="_ _8"></span>boa <span class="_ _a"></span>situação <span class="_ _8"></span>financeira <span class="_ _a"></span>da <span class="_ _8"></span>empr<span class="_ _8"></span>esa, <span class="_ _8"></span>vedada </div><div class="t m0 x37 h7 y1f ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _21"> </span>sua <span class="_ _b"> </span>substit<span class="_ _8"></span>uição <span class="_ _21"> </span>por <span class="_ _b"> </span>balancetes <span class="_ _21"> </span>ou <span class="_ _21"> </span>balanços <span class="_ _21"> </span>provisórios; <span class="_ _b"> </span>acompanhados <span class="_ _21"> </span>de <span class="_ _21"> </span>planilha </div><div class="t m0 x37 h7 y334 ff5 fs0 fc0 sc0 ls0 ws0">evidenciando os cálculos previstos na alínea seguinte; </div><div class="t m0 x36 h30 y42d ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>será <span class="_ _1c"> </span>considerada <span class="_ _1c"> </span>em <span class="_ _1c"> </span>boa <span class="_ _1c"> </span>situação <span class="_ _1c"> </span>econômico-financeira <span class="_ _1c"> </span>o <span class="_ _1c"> </span>candidato <span class="_ _1c"> </span>que <span class="_ _1c"> </span>demonstrar, <span class="_ _1b"> </span>no </div><div class="t m0 x37 h7 y42e ff5 fs0 fc0 sc0 ls0 ws0">exercício <span class="_ _8"></span>referido <span class="_ _a"></span>nas <span class="_ _8"></span>demonstra<span class="_ _8"></span>ções <span class="_ _8"></span>financeiras, <span class="_ _a"></span>possuir <span class="_ _8"></span>RSPL <span class="_ _a"></span>(retorno <span class="_ _8"></span>sobre <span class="_ _a"></span>o <span class="_ _a"></span>patrimônio </div><div class="t m0 x37 h7 y42f ff5 fs0 fc0 sc0 ls0 ws0">líquido) <span class="_ _4"></span>igual <span class="_ _1b"></span>ou <span class="_ _4"></span>superior <span class="_ _4"></span>à <span class="_ _1b"></span>TJLP <span class="_ _4"></span>média <span class="_ _4"></span>(Taxa <span class="_ _4"></span>de <span class="_ _1b"> </span>Juros <span class="_ _4"></span>de <span class="_ _4"></span>Longo <span class="_ _1b"> </span>Prazo, <span class="_ _4"></span>aprovada <span class="_ _4"></span>pelo </div><div class="t m0 x48 h7 y431 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w16 h0"><div class="t m0 x0 h41 y432 ff5 fs6 fc0 sc0 ls0 ws0">2</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x49 h42 y433 ff5 fs1 fc0 sc0 ls0 ws0"> <span class="_ _8"></span> <span class="_ _a"></span>Cadastro <span class="_ _a"></span>Nacional <span class="_ _a"></span>de <span class="_ _8"></span>Auditores <span class="_ _a"></span>Independentes <span class="_ _8"></span>(CNAI) <span class="_ _a"></span>regulamentado <span class="_ _8"></span>pela <span class="_ _a"></span>Resolução <span class="_ _8"></span>do<span class="_ _8"></span> <span class="_ _8"></span>CFC<span class="_ _8"></span>-Conselho <span class="_ _a"></span>Federal <span class="_ _8"></span>de </div><div class="t m0 x0 h42 y434 ff5 fs1 fc0 sc0 ls0 ws0">Contabilidade, nº 1.019, de <span class="_ _0"></span>18.02.2005. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">42</span> </div><div class="t m0 x37 h7 y14c ff5 fs0 fc0 sc0 ls0 ws0">Conselho <span class="_ _8"></span>Monetário <span class="_ _8"></span>Nacional, <span class="_ _8"></span>divulgada <span class="_ _8"></span>pelo <span class="_ _8"></span>Banco <span class="_ _8"></span>Central <span class="_ _8"></span>do <span class="_ _8"></span>Brasil <span class="_ _a"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>código <span class="_ _8"></span>256) <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">ser calculado da seguinte maneira: </div><div class="t m0 x0 h7 y1b0 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4b h7 y46c ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h7 y46d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h7 y46e ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h7 y46f ff5 fs0 fc0 sc0 ls0 ws0">Onde: </div><div class="t m0 x37 h7 y470 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4c h7 y471 ff5 fs0 fc0 sc0 ls0 ws0">RSPL = Retorno Sobre o Patrimônio Líquido; </div><div class="t m0 x4c h7 y472 ff5 fs0 fc0 sc0 ls0 ws0">LL = Lucro Líquido do exercício; </div><div class="t m0 x4c h7 y473 ff5 fs0 fc0 sc0 ls0 ws0">PL = (patrimônio líquido inicial + patrimônio líquido final)/2; </div><div class="t m0 x4c h7 y474 ff5 fs0 fc0 sc0 ls0 ws0">TJLP <span class="_ _2c"></span>= <span class="_ _2c"></span>média <span class="_ _7"></span>das <span class="_ _2c"></span>taxas <span class="_ _7"></span>a.a. <span class="_ _2c"></span>divulgadas <span class="_ _2c"></span>pelo <span class="_ _7"></span>BACEN <span class="_ _2c"></span>no <span class="_ _2c"></span>código <span class="_ _7"></span>256 <span class="_ _2c"></span>para <span class="_ _7"></span>o </div><div class="t m0 x4c h7 y390 ff5 fs0 fc0 sc0 ls0 ws0">exercício. </div><div class="t m0 x0 h7 y21d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h30 y475 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">caso <span class="_ _8"></span>o <span class="_ _a"></span>candidato <span class="_ _8"></span>tenha <span class="_ _a"></span>obtido <span class="_ _8"></span>rentabilidade <span class="_ _a"></span>menor <span class="_ _8"></span>que <span class="_ _a"></span>a <span class="_ _a"></span>TJLP <span class="_ _8"></span>ou <span class="_ _a"></span>obtido <span class="_ _8"></span>prejuízo <span class="_ _a"></span>no <span class="_ _a"></span>último </span></span></div><div class="t m0 x37 h7 y476 ff5 fs0 fc0 sc0 ls0 ws0">exercício <span class="_ _8"></span>social <span class="_ _a"></span>exigível, <span class="_ _a"></span>poderá <span class="_ _a"></span>ser <span class="_ _8"></span>efetuado <span class="_ _a"></span>cálculo <span class="_ _a"></span>da <span class="_ _a"></span>média <span class="_ _8"></span>dos <span class="_ _a"></span>cinco <span class="_ _a"></span>últimos <span class="_ _a"></span>exercícios </div><div class="t m0 x37 h7 y477 ff5 fs0 fc0 sc0 ls0 ws0">exigíveis.  Para  tanto  será <span class="_ _9"> </span>apurada  a  média <span class="_ _9"> </span>aritmética  do  patrimônio  líquido <span class="_ _9"> </span>dos  cin<span class="_ _8"></span>co </div><div class="t m0 x37 h7 y478 ff5 fs0 fc0 sc0 ls0 ws0">últimos <span class="_ _1c"> </span>balanços,  exigí<span class="_ _0"></span>veis <span class="_ _18"> </span>pela <span class="_ _1c"> </span>legislação <span class="_ _18"> </span>vigente, <span class="_ _1c"> </span>e  a <span class="_ _1b"> </span>respectiva  média <span class="_ _1c"> </span>aritmética <span class="_ _1c"> </span>dos </div><div class="t m0 x37 h7 y346 ff5 fs0 fc0 sc0 ls0 ws0">resultados <span class="_ _2c"></span>obtidos <span class="_ _7"></span>em <span class="_ _7"></span>cada <span class="_ _2c"></span>balanço <span class="_ _2c"></span>patrim<span class="_ _8"></span>onial <span class="_ _2c"></span>considerado <span class="_ _7"></span>na <span class="_ _2c"></span>apuração <span class="_ _7"></span>da <span class="_ _7"></span>média <span class="_ _2c"></span>do <span class="_ _7"></span>PL. </div><div class="t m0 x37 h7 y479 ff5 fs0 fc0 sc0 ls0 ws0">Neste  caso,  a  compara<span class="_ _0"></span>ção  será  realizada  com<span class="_ _0"></span>  a  menor  TJLP <span class="_ _1c"> </span>divul<span class="_ _8"></span>gada  para  o <span class="_ _1c"> </span>mes<span class="_ _a"></span>mo </div><div class="t m0 x37 h7 y47a ff5 fs0 fc0 sc0 ls0 ws0">período a que se referir a média do patrimônio líquido; </div><div class="t m0 x36 h30 y349 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span><span class="ffe">caso <span class="_ _8"></span>o resultado obtido <span class="_ _8"></span>na alínea “b” ou <span class="_ _8"></span>“c” seja <span class="_ _8"></span>menor que a <span class="_ _8"></span>TJLP, mas for <span class="_ _8"></span>maior que zero,<span class="_ _8"></span> </span></span></div><div class="t m0 x37 h7 y425 ff5 fs0 fc0 sc0 ls0 ws0">o <span class="_ _1b"> </span>candidato <span class="_ _1b"> </span>deverá <span class="_ _1b"> </span>comprovar, <span class="_ _1b"> </span>com <span class="_ _1c"> </span>base <span class="_ _1b"> </span>nos <span class="_ _1b"> </span>documentos <span class="_ _1b"> </span>exigi<span class="_ _8"></span>dos <span class="_ _1b"></span>nesta <span class="_ _1b"> </span>resolução, <span class="_ _1b"> </span>que </div><div class="t m0 x37 h7 y468 ff5 fs0 fc0 sc0 ls0 ws0">possui PL igual ou superior a R$ 200.000,00; </div><div class="t m0 x36 h30 y47b ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">caso <span class="_ _5"></span>a <span class="_ _5"></span>empresa <span class="_ _5"></span>tenha <span class="_ _4"></span>sido <span class="_ _5"></span>criada <span class="_ _5"></span>a <span class="_ _5"></span>menos <span class="_ _4"></span>de <span class="_ _5"></span>um <span class="_ _5"></span>ano <span class="_ _5"></span>e <span class="_ _4"></span>não <span class="_ _5"></span>seja <span class="_ _5"></span>exigível, <span class="_ _4"></span>nos <span class="_ _5"></span>termos <span class="_ _5"></span>da </span></span></div><div class="t m0 x37 h7 y44b ff5 fs0 fc0 sc0 ls0 ws0">legislação vigente, a <span class="_ _8"></span>apresentação de balanço <span class="_ _8"></span>patrimonial e <span class="_ _8"></span>demonstração contábil do últ<span class="_ _8"></span>imo </div><div class="t m0 x37 h7 y44c ff5 fs0 fc0 sc0 ls0 ws0">exercício, <span class="_ _8"></span>e <span class="_ _a"></span>esteja <span class="_ _a"></span>se <span class="_ _a"></span>candidatando <span class="_ _a"></span>a <span class="_ _8"></span>AR <span class="_ _a"></span>deverá <span class="_ _a"></span>aprese<span class="_ _8"></span>ntar <span class="_ _a"></span>apólice <span class="_ _8"></span>de <span class="_ _a"></span>contrato <span class="_ _a"></span>de <span class="_ _a"></span>seguro <span class="_ _a"></span>de </div><div class="t m0 x37 h7 y47c ff5 fs0 fc0 sc0 ls0 ws0">responsabilidade <span class="_ _1b"> </span>civil <span class="_ _1c"> </span>e <span class="_ _1c"> </span>oper<span class="_ _8"></span>acional <span class="_ _1c"> </span>no <span class="_ _1c"> </span>valor <span class="_ _1c"> </span>mínimo <span class="_ _1c"> </span>de <span class="_ _1c"> </span>R$ <span class="_ _1c"> </span>200.000,00, <span class="_ _1c"> </span>com <span class="_ _1c"> </span>cobertura </div><div class="t m0 x37 h7 y47d ff5 fs0 fc0 sc0 ls0 ws0">suficiente e <span class="_ _8"></span>compatível <span class="_ _8"></span>com as <span class="_ _8"></span>atividades <span class="_ _8"></span>a serem <span class="_ _8"></span>desempenhadas, <span class="_ _8"></span>válido por, <span class="_ _8"></span>no <span class="_ _8"></span>mínimo, <span class="_ _8"></span>1 </div><div class="t m0 x37 h7 y47e ff5 fs0 fc0 sc0 ls0 ws0">(um) ano, contado da data do protocolo do pedido de credenciamento. </div><div class="t m0 x36 h30 y47f ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">cas<span class="_ _8"></span>o <span class="_ _7"></span>o <span class="_ _7"></span>candidat<span class="_ _8"></span>o <span class="_ _7"></span>seja <span class="_ _7"></span>uma <span class="_ _5"></span>entidade <span class="_ _7"></span>sem <span class="_ _7"></span>fins <span class="_ _5"></span>lucrativos, <span class="_ _7"></span>nos <span class="_ _5"></span>termos <span class="_ _7"></span>da <span class="_ _7"></span>legislação <span class="_ _5"></span>vigente, </span></span></div><div class="t m0 x37 h7 y480 ff5 fs0 fc0 sc0 ls0 ws0">constituída <span class="_ _b"> </span>há <span class="_ _b"> </span>mais <span class="_ _b"> </span>de <span class="_ _b"> </span>dez <span class="_ _b"> </span>anos, <span class="_ _b"> </span>deverá <span class="_ _b"> </span>apresentar <span class="_ _9"> </span>apólice <span class="_ _b"> </span>de <span class="_ _b"> </span>contrato <span class="_ _b"> </span>de <span class="_ _b"> </span>seguro <span class="_ _b"> </span>de </div><div class="t m0 x37 h7 y481 ff5 fs0 fc0 sc0 ls0 ws0">responsabilidade civil e operacional no valor mínimo de R$ 200.000,00 (duzentos mil reais). </div><div class="t m0 x36 h30 y36a ff5 fs0 fc0 sc0 ls0 ws0">g)<span class="ff11"> <span class="_ _2a"> </span></span>caso <span class="_ _2c"></span>a <span class="_ _2c"></span>empr<span class="_ _0"></span>esa <span class="_ _2c"></span>tenha <span class="_ _a"></span>sido <span class="_ _2c"></span>criada <span class="_ _a"></span>a <span class="_ _2c"></span>mais <span class="_ _a"></span>de <span class="_ _2c"></span>um <span class="_ _a"></span>ano, <span class="_ _2c"></span>porém <span class="_ _2c"></span>tenha <span class="_ _a"></span>ficado <span class="_ _2c"></span>inativa <span class="_ _a"></span>no <span class="_ _2c"></span>período </div><div class="t m0 x37 h7 y36b ff5 fs0 fc0 sc0 ls0 ws0">da  apresentação <span class="_ _18"> </span>do  balanço <span class="_ _1c"> </span>patrimonial  e  demonstrações <span class="_ _1c"> </span>contá<span class="_ _8"></span>beis  do <span class="_ _1c"> </span>últ<span class="_ _8"></span>imo  exercício </div><div class="t m0 x37 h7 y36c ff5 fs0 fc0 sc0 ls0 ws0">social, deverá <span class="_ _8"></span>apresentar <span class="_ _8"></span>Declaração <span class="_ _8"></span>de <span class="_ _8"></span>Informações <span class="_ _8"></span>Socioeconômicas <span class="_ _8"></span>e Fisca<span class="_ _8"></span>is (DEFIS) <span class="_ _8"></span>ou </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">43</span> </div><div class="t m0 x37 h7 y14c ff5 fs0 fc0 sc0 ls0 ws0">Declaração <span class="_ _1c"> </span>de  Créditos <span class="_ _1c"> </span>Tributários  e <span class="_ _1c"> </span>Débitos <span class="_ _18"> </span>Federais <span class="_ _1c"> </span>(DCTF),  encaminhada <span class="_ _1c"> </span>à  Receita<span class="_ _0"></span> </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">Federal, <span class="_ _1c"> </span>comprovando <span class="_ _1c"> </span>a <span class="_ _18"> </span>inatividade, <span class="_ _1c"> </span>bem <span class="_ _1c"> </span>como <span class="_ _18"> </span>deverá <span class="_ _1c"> </span>atender <span class="_ _1c"> </span>ao <span class="_ _18"> </span>requisito <span class="_ _1c"> </span>previsto <span class="_ _1c"> </span>na </div><div class="t m0 x37 h7 y1d1 ffe fs0 fc0 sc0 ls0 ws0">alínea “e”.<span class="ff5"> </span></div><div class="t m0 x0 h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h30 y26a ff5 fs0 fc0 sc0 ls0 ws0">4<span class="ff11"> <span class="_ _10"> </span></span>Relativos aos contratos: </div><div class="t m0 x36 h30 y16f ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">minuta do contrato ou do convênio com a AC a que está operacionalmente vinculada; </span></span></div><div class="t m0 x36 h30 y482 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>minuta do contrato ou do convênio com o PSS operacionalmente vinculado, se for o caso. </div><div class="t m0 x0 h7 y483 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y484 ff6 fs0 fc0 sc0 ls0 ws0">NOTA  1<span class="_ _8"></span><span class="ff5">: <span class="_ _9"> </span>Fica <span class="_ _b"> </span>dispensado <span class="_ _9"> </span>da <span class="_ _9"> </span>entrega <span class="_ _b"> </span>dos <span class="_ _9"> </span>documentos <span class="_ _9"> </span>descritos <span class="_ _b"> </span>neste  Anexo <span class="_ _b"> </span>o <span class="_ _9"> </span>candidato <span class="_ _9"> </span>já </span></div><div class="t m0 x0 h7 y485 ff5 fs0 fc0 sc0 ls0 ws0">credenciado <span class="_ _2c"></span>como <span class="_ _a"></span>AR <span class="_ _2c"></span>em <span class="_ _a"></span>relação <span class="_ _2c"></span>a <span class="_ _2c"></span>outra <span class="_ _a"></span>PC, <span class="_ _2c"></span>exceto <span class="_ _a"></span>quando <span class="_ _2c"></span>houver <span class="_ _2c"></span>mo<span class="_ _0"></span>dificação <span class="_ _2c"></span>dos <span class="_ _a"></span>mesmos <span class="_ _2c"></span>em </div><div class="t m0 x0 h7 y486 ff5 fs0 fc0 sc0 ls0 ws0">relação às versões anteriormente entregues. </div><div class="t m0 x0 h7 y487 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y488 ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _8"></span>2:<span class="ff5"> <span class="_ _a"></span>Na <span class="_ _8"></span>hipót<span class="_ _8"></span>ese <span class="_ _8"></span>de <span class="_ _8"></span>o <span class="_ _a"></span>candidato <span class="_ _8"></span>a <span class="_ _a"></span>AR <span class="_ _a"></span>ser <span class="_ _8"></span>pess<span class="_ _8"></span>oa <span class="_ _8"></span>jurídica <span class="_ _8"></span>de <span class="_ _a"></span>direito <span class="_ _8"></span>público <span class="_ _a"></span>deverá <span class="_ _a"></span>apresentar </span></div><div class="t m0 x0 h7 y489 ff5 fs0 fc0 sc0 ls0 ws0">a seguinte documentação, se aplicável: </div><div class="t m0 x36 h30 y48a ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y48b ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ato constitutivo; </div><div class="t m0 x36 h30 y475 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _b"> </span>de <span class="_ _9"> </span>regularidade <span class="_ _b"> </span>junto <span class="_ _b"> </span>às <span class="_ _9"> </span>Fazendas <span class="_ _b"> </span>Públicas <span class="_ _b"> </span>Federal, <span class="_ _9"> </span>Estaduais <span class="_ _b"> </span>e <span class="_ _b"> </span>Municipais <span class="_ _b"> </span>do </span></span></div><div class="t m0 x37 h7 y476 ff5 fs0 fc0 sc0 ls0 ws0">domicílio ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y48c ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _2c"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>por </div><div class="t m0 x37 h7 y48d ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargos </div><div class="t m0 x37 h7 y48e ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h7 y48f ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y490 ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _4"></span>3:<span class="ff5"> <span class="_ _1b"> </span>As <span class="_ _1b"></span>empresas <span class="_ _4"></span>cadastradas <span class="_ _1b"></span>no <span class="_ _4"></span>Sistema <span class="_ _1b"> </span>Unificado <span class="_ _4"></span>de <span class="_ _1b"> </span>Cadastramento <span class="_ _4"></span>de <span class="_ _1b"> </span>Fornecedores <span class="_ _1b"> </span><span class="ffe">–</span> </span></div><div class="t m0 x0 h7 y1b ff5 fs0 fc0 sc0 ls0 ws0">SICAF, <span class="_ _5"></span>regist<span class="_ _8"></span>ro <span class="_ _4"></span>cadastral <span class="_ _5"></span>oficial <span class="_ _4"></span>do <span class="_ _4"></span>Poder <span class="_ _4"></span>Executivo <span class="_ _4"></span>Federal, <span class="_ _4"></span>poderão, <span class="_ _4"></span>para <span class="_ _4"></span>fins <span class="_ _5"></span>do <span class="_ _4"></span>disposto <span class="_ _4"></span>no </div><div class="t m0 x0 h7 y491 ff5 fs0 fc0 sc0 ls0 ws0">item 2, apresentar seu extrato. </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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9mMVC11RdpfQ0rrbee5RTPOG3CcfRA1Zos5PGlAjVvf4syPpdLbny2MXQTWubFrdJcBT5/6Szvek6NuRbg6v6r4qa+nf1iwsK3BzoiRzzcvrnaCaXZCm6Nh42n6Jh8SaPxP4p93RdeGajiTb7TlifP4/41fP2aMSLPPr5qvpdP42bHGfs4m7xrxlWpU2vkELCCemVc9qG3vVBAXgXV2AEv0BIZn9/W03LJlVNeBY5+5st7jtnloF5JIyAmLneCKVjv1bRz6q6TYfssYFSmJVH+xZfmXW1e4Kj3Ts0/oN6ZPclcrPhHEFa12QyWhqjU7Nq0r2VpaW1VdX+uq67XtJH9iks/fPSWrb1Zu3/Qe6XaiLU0/IWi+lo4x0T3dknDNquJN+ZU7tpTtqAhWhx3HY3v8ti83PXt4twF9u/TIiD5PKzVO23dC84udYHnZRSSwPTkGk8YJRWrEaK+0HK/a9dJWYKoJrjfBGxDRotqKk5+4vtbnmPhygWrEqLFdM+PKB/ond/1029dXvXb31nBpdOkoo5L9acqlh03+2TGXd0lI2VJX+o85L765Ztb2quI6T8Sx2jjYMWp8jtUtkDG5/1HnDJ50Yu/DfWK3OuOg9ep+uGnhG6s+fnvt5wWh8oilLW8treJ37C6elEtHnnb7cZd3sRObfn2dRCY+cU2NG5RWn49fOfxbv554FaMYgXWirOazLFTEGDVqRLZXl0SidbU6d+Zx7W+P+VaieEVMRN3N4dJKq+XKUF7H1Glk+oZ518+8N98tFrvxQpQCt3L6+tmDcvo8u2zG4sK1NRISI+Jv62eL7sgZrbOcDU7xY6umP7nyrQndhv/6qKuOzxvlkdgK1mF1pq/9/L4v/j2vaKVrVE17r6LWeZ18Kb9vyQtPL5t+0+Hn/+yo7wTit7p0RTeFi1t9DiYiUuJUs10eNL7Zs4gmegIxtnOlRlzRsGhRpPauWU/We51mJ9JiW7uclDP618d/z9rpxz4q8u72ry797x359cUtAvWIdfyQ8bd99ODnRctrTKjdA5zWz2/EsfTTwqVTXrv9gS+nufFDrmkrP77orTs+L1nh2K4a02pklvhp0vjRoJESt/q3Xz77+9nPhJkxxQi2D3cMjVlatv64F24w8Z1Ex3Ur6muKasvKnZqWByQqHtec3+/4Byf/OM0O7Py5I5be+cHDtXYodjqyyVmJrKT0l7+e2d5yiAHxdk/skuRJMCKFwbKSYGWk1dnzOjt895ynTug9ZmzOwFoN/3n+82FbY+nEW/K59jkDJg7L7OOqbqwoWFS0emnZBrexNHWN/G3BS91Ts68fNYXTGAS2T4YvEamK1M0rWtHenzb+WGqd2HX0NWPPPbv/BK+xOvLkNeFgw/o20R1QNcZSzfCmrKwtbTyI0saxcUxqv6fPvnNIRq/otTNh0Xc2zLti+l2ta6wxoffWzxubM+CrgtXLyjc0Dvzxa1KuHTHlbyfeYsXOVJp6cc5/9ecz8ufHl5U3KlJjhe7++IlzBx3fPSGdLY/A/pdyU7ueP3Ly6G6DrLZOke9kH89SGeDvfkzeyESPf9bmxfmlBUdkDa6uqSwJVjniukZc47pGVCTLm/rC1D/2T+oaL9R4Vc7qe9SwzP7zSla03LNVWV+5XUW2VRU6Ld8XjCWS6AtI/Oo1IxIQ+9oRZyfbCY0/tqqI2GrKqsoJjMD+V2Ihbaza/v2Z9/jFMyl3zHUjzz6p77hk27eLxlSMyI9HXnTXxKsDlteIhNWprKtJS0iOuE7QCZXXVdeG6spC1eXBqppwXbovuV9SjokubGOk3nW2VhWtLt1c74bb+KFEdtSWuiKZCWm2tDjXqRFLHlowbVPFjjE5A3skZXVPykwPJI/uPuik/uP8VvQuRI1vExYbHYHt2/Mq2mrrNW3MDHKN1Enk7fz5M7d8cULW6FcuvifF9u98LzFHk2896tJEyxfdnP3Gk52YJqI+2060fV18yRL7MDp2Hs8VKaiv+GLrskXb1sxY//ni0rVhW912ljEIuxEjclSvEd0DXTaHSpqMqUZE6kz4xfUfvrj+w+jdwIyIz7G6J2QO6ZJ3+agzzxw0IVE8hrgIbF/rkZA5dcAJDUf5qloTCRbVlH25bXl+pEzb2iGMWPph8aJ31869YPDxO+3WjO8xNCuQuvNdScdIqVOzvjj/0w1ffbxlweKCNUVupWPUNRp/MUx7Y6uIJIn3+F5j/rXuPWnnrGbDagV1Hmd9uHDDjsL33/7qyPmH3Tf5h0d0HcTJDQLbt/okd7t30g1NV8JQVTFSEa59ecVHf5j37Ka6wtbbrmPpU0unnzN4osTmQLXBduW8ISfa0sYMKEfceduWv7th/uqyzUtK1m0qK6g3kdhHWCJixYfRnR7rNSxkdeeE71bUV7+zZX7IOLKr0zUqErJ0VtnyM1699Zfjr/zuqDNSPQE2OwLbV6Lroplm5yaMiGR4k64eeUbIjfzg07+1ef/zLwtXlIZrpP1VNBLUO6rnoNZ/GnTDP//wkUeXv1Hf0IMtLcZJS8TjWHkJ2cfkjlxasXFhyZqd/Ar907q/eu7vn1g8/befPlXkVEUst9WMp+ZXrxkRkeJI1W2f/X3J9tWPnfFT78F2CSkOhJMcKhKOtPtJbGW4tiJYnWj52puk51dPZnJG6+f845x/PbTsv27Lpd3UqMnwJJ/Qa8yR3Yb2Tu02PLtv3/QeXstz8Zt37jwwEbHFXDfqrIuHnpxfWfR10bo15VsLa8s3Vm3fVFGwpbqwOlznGNdtdVtMx9L/rJ15fcE547sfxpZHYN8oV3TOjhX3zn2uvZsVGTGWMSrtTujwunaSt+XeV42En/n6bbeNhRPNqPR+My7+W1dfSpOPfTUiUhas6thIrOnehPTM3sMyezfdF611wyuLN64o3vj80nc/LFjYdM1GIxKy3K+LNhAYge2zkIzUixNpnJyuKlLjBN9e/flP3n+oUCrb2JZV1EiKJzE1kBSqD7U3gtnGslrN/NpaVVQUrBCrjfV2zh44sZuvxRkRE9TQxort7f3w1eHgisJN9RpxxHXFjYjjqjquo647Mrt/XnKOrSbV8h+RM+iInMHnDD7+omm/nLljQcNpSRUVsdr4GAAEtpf2AeXLopX9Hj2vycauEccJOuGQRJx2FpyPzlIfkzMow5O0oz60WyfiCitKwhKJLXbaXNiJxFZBVTXGhNWZX7Dqoa9e3lS7o73zHBGjt7//4OyyFS0+VzAio9L6v3rBH/OSs+NrqkqS5RufO+yDggVuk+XjjGjXxAw2OwLbFywRDatTGK5sXp1pmLukbaw2H52fYb4z9FTP7k/h65ae5RNPxIRbnx98ZPFrvdK6njbgGI+xdtSWPjL/lWdXvRO23PbWwnBFUjyBG4+56LMZdzVbrFtFjCyoWnvJ63fce8oPBnfp5bHs6nDwmUVv/fmL5yN2swsI0t3AET2HstkR2L4awdo6mGkYqVo/3kQHsAHerqcPOLoT37JXck6PxMy1we2tmylza2768K8ZHzxiGas6UlfndeJ3cDZtLuEYcSJGzOQBR3b3Z2wNl7b4DVRkTsmKk5+7qUdSptf2lNdWFbtV8bpixXpcM3XIyd2TurDZHTr2z7kFjZd75HhT7xh7xQeX/z3Tn9yJJwqIfdPYqd7GG4s141habNcWWtW1PkeNikrAtSd2HWnaWiuysKbUETfVBG4bf2mbT6hG6ryRdaEdK+vyC0xli7Er1Ur47VHX/Onkm2zl02ZGsP9pXEaMrSZN/Yd3G/znk28ZndW/0zdLNiI3Hn6u13h+NuvhKqmX9sdQ27WOyTzsjhOuzUvuOvqpy2q9kRYPW1u5bWnJhnGZA248/Lz0QOpPPnyoWKt0V7OQjaqI6aIJf5/80wsHn2CxXBSB7aEE4/320Mnlbt1ufZXPeFO8Ccn+hMxAalZCem5KTr8uPdO8iXZ8vZjofyd5/FePPKPObmMKRYYb8EvriRziMdb1h08Z33Po9LWz11XkryvPLwlWhNywEZNg+7ITM/qmde+d0m1i7ugJvUb4jMcV/cukmxeXrWvd4bKta0Zl9vMa6/Khpxzfa9SnmxdtqNi+unxLfk1xVbC2OlIbdEKu61q25TOeNF9yj5TsXsnZR3cffkq/I7IDaVaTX8Qr1neHfatO2zijOKH7iOg7zRE5g68bOqWNvzO1UjwJbLsHhH1084fdvW63wwv37uyJ2/uz+PIdYlTEFXVFVcRRFRGvGE/zObjRW8e2sW5uu99aXYmuMd/spbTE2LI7r0WzU52mk68BDurANH5OcDe2gTZWNWt6o4cmzxS/itjs6vma3VWsRTAN367hOM/sxqbc8GIZs5Ofv+Wv12J6l7ZXUew9QHbycXrHvikO1hGs1TYU2yod0fJQzY7qknVl+RsrC7ZVFxcFy2siwdpwfcgJq6jf8iZ5A4meQE5iRm5ydr+07gMz83KSMpI9gejcxRY3EWu46qTFP7fXdut/66qKSDtLfbS4KdKuR5WWG33z94WdzyOOfmGL28e0fGNpcWJTuZ3fIR1YbANxREtC1fO3LXtqweufbFlUrfVNpsZGV7QwbZ91UPE5dhdv8nmDJ10z7rxB6T0DxmPYPwKBiYgrurY8f8a6ue9snDuvYHlVpNYx8Q+STQfrjO+JqfjU7p6UeVLeuLP6HjOpz5hUbyKF4VAKrMmg4oqurS544ovXHlvyepVVv/NvHRvHVDr4yZClMjKlz/2n3Xp092F+4epgHEIjmIoYV+T1tZ/d8PafC7WyzRtbdbyldotUSXK9Z/Y79r5Tbu6ZwJQIHDKBbaku/uWHj76yaVZtbM2ztg6WVDxqkuxAj+SsrkmZKb6EFF+i3/aJmLATrgrXVoZqt1UV5lcX17r1bvsn+IxK/+Tu1w4/e8qg4wam92CZQRz8x2CO6HMr3r/2vXtCltN6Lp/XNT19mcfmjrpg2MnH5Y1K8QRsMS0ubVYRFY2IFtdXvLtm3rNL3lpUtKbSBN12zg4akRTH988z7zxnwAQKw8F/kiMkOmXaT9/dPr9JXsbjWjlW6k+P+c4Vo89Mtv3Rz17bGd4a/110Se2NVQV/+vSZ/6yeWW+7aprchKjhUWL18Wf/d+q9I9J7W3wuhIM7MBFZVrLpkjfvWFa5SUVyA9mXDjl56uAThmT3SbS8Ih0qoMU9vlzRzZWF87eveG75u+9t+SJk3KZjoxFR1TST8JsJ137/8HO8rIuGgzswFdlWX3bZS7/uk5l7/6k/TLUDe2tYiYj7Sf6Sa2b8YUNwh4gVnVjUcAmZ1zG3j/nOz4+9IiH2cRlwUAamKsZUhWp9ttdve6T5rKU9r3dDZcE/Fr7y2upPNtYVasu7HJljug577NTbh2T04u8VB2dgjQdS+3LGRalTO+WF22aXLm9x4t+IntJt3JtT7/XxKRn2D3t7QzSt/mEf6GIn3nvSzRkaEG22OIaKfLRt4fPLZ0a46gr7B/uuu+46AH9s7ZmcNWXQ8W7YWVq8zhEnPp/WuJb7wfr5lXU1E3qN8lqWCucWcTDtIn6zXNEbZ/71sZVvtphw7nHNs5N/dclhJzU/rQ8c6LuI3/RPb24ae0FqxN+wixgVsfTl1R85B+jUe93F/wcj2Dc6iM3etuzS6XdurS9p+u8D4rln4g1jMwceiI0ZEZ/tGZDZK8OX1OSCbDZXAvsf+cuXL/zk80e1+XXMJvpx2YH4tyLGqIxI7f3GJX/JDWQK1y8TWJMtu+l5em1yZLRPNpHoNygOVp33ys9mlyx3jXvwvNWr9A3kPP2tXx7fcxR9EVjTDUMj6nqM3eT+xMYRtffZCQcV2VhXfOLT1290iw+yq577+rM/uuyRvIQsw1IcnORQ1W31Ff/8+r0bp98bETe+sK0Ji3Pdi7/945x/bQ+W76ODlryEzOvGnWe5cpAdrGwKFn37pV9tCZZq9F5qnPI4oOyVdRFVxLiqKrq0cMObqz/7y+IX+6R2c5vcFdIVmVO44p87PlxVsvmOY6/uk9bV3tvvxJbIjePOX1266eU1HwfdUNPVCZruoXigEcUAABiQSURBVLa1gkxjpU3/tL3/bvHlrZ+q9Tdqc1+5zZ/ERBeWs5q8sEY+r1g58dnrnj79lyf0Gh1NjFHs0NpFdNTNry1zRW0RR2TCc9dkJ2TMvfxJv5joCbCgOGMf+s5K2f6bo7532dDTbDWp/sQUb2DvTlYUEUc0v7Z0a3VRMFJ/gP6VvL9h/p+//LdjaYt93d6+rI8ue6RPYjZ1HVqBuaJ/nPPcb+Y97ZjoQlGiRpK9CUd3G3567pE3H3HBU4venLb+08+3LqmVehNdR0pN74TsXxx95RUjTrP30jUm8SV1tMlabgfcpqgips4JPb74jb99+eLGYFHTocqo5Pmzbx5zwQ1jzk2wfWy7h8oxWNh1eiRk3n3sdWmeJNfEJt9Wh+tmbvliYelaFVlRvuX9LV/USr2IqBHXSIY/5ZYjL4mEwzWhur32ViFN19iWA/NkgBGRBNt3y5gLPr38sb6BnKb7jyq6KVR8+5xH/7HgFRXlWOxQCcxj2ZePPv3bwyb7jKfZBmFi61S3/pJkb8K1o6dcPXZKsj+Rv4M2RjGR3EDGD4+42HatFodyjtEHFry8rqaQGR6HxC7i1urib79+l2NrWJ0lJWtDbrObkqT7UnolZm+vKy0Olje9fCtgeUdnDbTE9E7u+s8zf+VV1q1pWZmKqXfCTyx58665T5VGauILh0fvkim9/FlvX3DfsMw+vFL7uT09i1hUVRYMBaPzJkYk91FRMWZLbVFRuEJEykNV5aGqpjtweQk5Wd4UIyYSDInIltpt1W59hpVwQM3KbTwv2IEjPd3VnRw0elDaZH3taEYSsL03HX6eqPxo1kOxfe/4XvCWUPHLqz8edvSVbMEHeWCjug/4+KrHTPy2DyrqiD4299W3Ns9p8/E/GHfhqf3GN943ViR2caQ5YNKKF2MajvR2uoSP2eWho7ZcrqTZTVYuH3n6tFUffVa0tPmehhYGy9h8D/7A4odxDXfxMkbMMXkjczPaPpt8WJfepu03/QOgMFURo0uLN3648cuQGxmZ1e/I3OHpvqQWA1X0Bil1Tv1HmxasKt0SUefwnAHH9Rrtt70tfklHdFPljvfWzysNVo7I7je535Hx49jGBy4v3rC5qsBt9cNk+VLZfA/+wOZu/vqqN3+vsTs5xDavYreqUmvb2ECN5EhqqtV48zhfxHrnuodzAxn77fympj9W2Oi7G+Z/963fFWu1iNiu6efPmXbhn0Z26SOm8YMBIxI2+tOPH350+RuO0egj7xh3xa8mXNn0N6xzI3+a+/wDX7xQYerUiMe1zswd/+dTfzggqWvDuFjhBG94976N9cUN41z0RfY59hn9JrD57v/29IrmkDrv5n+RkJi4sb5we6S8VGvKtKZewg0DmldtMaLx44oaqS/VmhpT3zcrNykxMa9L98uHnx6/Bd7+GFh81oV+vm3Z1W//8f4FL1RqMH79tJS6NTPWzHZct1tKVnogWcTUu6GXVnz004//Pm3Dp0585rEamV+wvLKuZkBmr3R/kiuyumzrTTP/+sTy1+usSPTZXKOrKrf+Z8k7Pts3uttg21hry7dNfe2XX5atie6NNuyfZtrJD53wo9P7jWcpyP3f3vmg2RU55cUffrpjcYu3/ssGn/boqT/90QcPPP71603zyfGnr77mxSTLJ/FLM1T233McIXHfWjfne2//oVRrYnuKLY6ZVFJc/3/O+e3kPkf86pPH71v8gmMcEav5kjxq1PQ06dO/88BLS979+8JplXaojTFejVE5tevYe8/68e3vPjhj6zw1zQZTS+XeY2740bgLmTJ1qByDlQWrXln+cUFtSeu3fp94vGL5LE/830QPT6TOqX968VsB9Zwz8NiuKV1kP76bXJ0bvmvW0w8vnFZth2M7aC3fCVSNqbTrb3zv3u+MPvOhRdMcS6NHptoiQyP5Un7+K7dvqt4Rsdu8rMaoJarybuGCL5/9flm4utkzGDEqI5N6Xz7iNMI6hAJL9SfPLVi2pnJr02OtgOXtk9Kte2IXI9IzIXNweq/1FdvC4oiIpVIdrvv1p49dM2JKamLyXvxlXJGvdqx6e92cimC1E7s9rGm6q9ew49psClLsnIuRhsc3efDCojXv53/p2q1PFrY8T7gxWPT7uf+nVpsDS3wCl8i6ugKxpfkNMFveztI1WhSpbPE0frFvGnn+rUdenOlPPVBOC2HvTPYtC1U/v/i9iFEjsqlyx9+XvnRYl76fX/ZkQIylRo3USmTcPy5b7RYc13XUuf0mGpGx3QYf3XOovVcXu15ZmX/8c98vdKr29SwH25UE468x9dp8NnwbM+tjN5Y27f5IRm3X8htvnYZ2fm+nawad8cipt9l0daiNYCKS4Uu+8YjzohvR7PxlDy+eZkQ8YiyN3ULFI5alImJGZQ24Zdz58XMEe/dIyfnzrGdbv/F3+Exhu4c0Jv7pb+wlc813Bkw+e9jxV7/+uzJT2/QYqcWv5HXNmXkTttWVzC9Z0V7xxrXO6zPx2qOmXvHKr7dF2v1oK8MJ3DD2fCa8HKKBxd+8dVHB2pdWftAnvYfP9Yg0+8DL69g9EjJEdV1Zfv/0HpbsndMa0Y3fEXl0wRsvrPlA7U6fKWz3h2nIxlLp6c+8a8LVlw0/1SPW4Vc/8/qqT/+28KUNdTuaP4EaNUdnDf39xOuO6Tl8c1XhD2c+8E7+vOgp+4aSLTVjugy89LCTvzvizFRf4lsX3Hf37Kff3/JltdabJnf+tEQmdx9318RrRmb1Ja9DdBexxYFQRJyN5QUDmtwazxXdWLEjJ6VLkuXbu1tJdGtdUbZ5/DNX11gh3WfnIr2udfWQb90x6Zpu/rSm0zeWl2+56OVfrKjb2tCP17VO7DrmX+fele1PiX44FhLn26/f/crmWRofCC2Vi/ud9OQZP08wnoYrLx1xvyxeO3Xaz7eES0ViZ0EmZg9/+6K/JRoPG+uhHljLQ/Wmb+mN9z/f2wvgqIZEr3nnT8+ueSd2nkJEVIzIwLTc7EB67NSlNg530VOZ2uRHjT3CtPr3KiJqGSs7Mf3SwSdfMOTE1ndIUtWKSN2HG798YeUHm6t29E3rcfnQ0yb1PjzB8jb9VQtqyx5Z+NrCotXFdZV9Ursf13PkpcNOSfMmaPzj44bPuZYWr39s0esryzeHnciozP43jb1gcEZum68yDsUR7Bvmij665M0ffHR/xGp26X2mlbzw6md7BtJ3a4Nsc10AE//Pzu8a6EbvqNT+jm98B7FD1w5EL/Ox9tG7Eg64Y7D/CRVZU57/qw8faV6XiOhJeWN7BtJN4za614bntk/Dq1pGdn5FgGnxvzv9VlYscC76OrAdwEtnu6LrqwqufeeeMquuya6oiEhXK/W28ZeYvfOer6raYoZ7i3M7ImJMR9feNa3GtJ09QqJrLBiGL0awb5QjOn3D3Bum37NNK5rcM8mISI6b9Mw5d47rOti0vw3v1l70Ls6bNA5Mu92A6cCfExaBfaP7hNENbs72Zd994zflpq7Zjpeqx7HuOuG6k3odHj92YT4sCGwXUWn8PJtxRdeW5b+25pMHF00rteqa78mJrebHYy6+ZtRZDdMdqAsEtou+THxPyRF9aslbt374YI0d0pYHMsbvWtcOO/vu4672kBX2G/v+NH3DRzydHb4c1aK6itdXz/r3qpnzdiwPGaf1w4al5N13/M0n9hnj248vLQOB7ZPC6kXfWTPnxP5HJFheO3rVReNaMdqwg9dilrsrEhZn9tav7539zOztX1dbbcyFjc6d6OvNeuuS+4ek9+KvE4dcYCoyu2D5qf++OTc554Te46YOO/Ho3BFesTxiNb9dSOwyRkc0Irq6bMsbq2bN2rRg1valdVZYW12B1TD/YUhCz/9efN+g5O6MWTjkAlORjTWFU1/6+VdVa6ML+nnUSvYE8lK79kjKSvYlJHsTA8anIhGJVEeCNaG6wrqyLVWFJXXlYaPafHZsU5aaoal5Z/Q75vrDz+md0rVx3TPg0AksIu5Vb/zu3xs/do0b3aNTE106U2VnV0i1vO6j6b8xIj7H+sHoqXcdf00CU2Cxf9tXG6iqGiNfFax6bcOnrhVbdEwbdgZlZ58Atz7WUqMixu/aE3qOvGDApAm5I4Zm9vEYi78/HKKBRW8Vt6VsR4okhtyqcOyuKrv/PCJGTSDiOW/QpF9MvGpQandb4wuVKh8j49DeRXREC0IVn21Y+PSi6XPylwStSMTSjlzJbFSMGK9jDkvrfcnwyScPGD8so4/f2I3HdobLNnDIBxbPQSPqltZXb68sXlu2ZUNVwbbq4uJgRU04WBepDzlhV8Vn2wHbl+DxZwZSuydl9krO6Z/es3tqVs/kLL/lFe5NDALrWGwtppNrk0udmNuKg803dJ4gmrG23j1UscRYEl0bZ7eXwXG5XgqMYPv0GM9SYe8Rh/oItq/eHvgLxP7Nc4AHxvwNEBgjGNhFBEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBMZLABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYLwFAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBhAYLwEAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAAgMIDCAwAAQGEBgAIEBIDCAwAACA0BgAIEBBAaAwAACAwgMAIEBBAaAwAACAwgMAIEBBAYQGAACAwgMIDAABAYQGEBgAAgMIDCAwAAQGEBgAIHxEgAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEgMIDAAAIDQGAAgQEEBoDAAAIDCAwAgQEEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYQGAACAwgMIDAABAYQGAAgQEgMIDAAAIDQGAAgQEExksAEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAQGEBhAYAAIDCAwgMAAEBhAYAAIDCAwgMAAEBhAYACBASAwgMAAAgNAYACBAQQGgMAAAgMIDACBAQQGgMAAAgMIDACBAQQGEBgAAgMIDCAwAAD2O/8P2rkKCk58f2MAAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">44</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">ANEXO III - DOCUMENTOS PAR<span class="_ _8"></span>A CREDENCIAMENTO DE PSS<span class="_ _8"></span> </div><div class="t m0 x0 h7 y411 ff5 fs0 fc0 sc0 ls0 ws0">O <span class="_ _8"></span>candidato <span class="_ _8"></span>a <span class="_ _8"></span>desenvolver <span class="_ _8"></span>as <span class="_ _8"></span>atividades <span class="_ _8"></span>de <span class="_ _8"></span>PSS <span class="_ _a"></span>deve <span class="_ _8"></span>entregar <span class="_ _8"></span>à <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz, <span class="_ _8"></span>por <span class="_ _8"></span>intermédio <span class="_ _8"></span>da <span class="_ _a"></span>AC o<span class="_ _8"></span>u </div><div class="t m0 x0 h7 y412 ff5 fs0 fc0 sc0 ls0 ws0">candidato a AC a que esteja operacionalmente vinculado, os seguintes documentos atualizados: </div><div class="t m0 x0 h30 y413 ff5 fs0 fc0 sc0 ls0 ws0">1<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua habilitação jurídica: </div><div class="t m0 x36 h30 y414 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">ato constitutivo, devidamente registrado no órgão competente; e </span></span></div><div class="t m0 x36 h30 y415 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>documentos da eleição de seus administradores, quando aplicável. </div><div class="t m0 x0 h30 y416 ff5 fs0 fc0 sc0 ls0 ws0">2<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua regularidade fiscal: </div><div class="t m0 x36 h30 y417 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y418 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _8"></span>de <span class="_ _8"></span>inscrição no <span class="_ _8"></span>cadastro <span class="_ _8"></span>de contribuintes estadual <span class="_ _8"></span>ou <span class="_ _8"></span>municipal, se <span class="_ _8"></span>houver, <span class="_ _8"></span>relativo ao </div><div class="t m0 x37 h7 y419 ff5 fs0 fc0 sc0 ls0 ws0">domicílio <span class="_ _5"></span>ou <span class="_ _5"></span>sede <span class="_ _5"></span>do <span class="_ _5"></span>candidato, <span class="_ _7"></span>pertinente <span class="_ _5"></span>ao <span class="_ _5"></span>seu <span class="_ _5"></span>ramo <span class="_ _5"></span>de <span class="_ _5"></span>atividade <span class="_ _5"></span>e <span class="_ _5"></span>compatível <span class="_ _5"></span>com <span class="_ _5"></span>o </div><div class="t m0 x37 h7 y41a ff5 fs0 fc0 sc0 ls0 ws0">objeto contratual; </div><div class="t m0 x36 h30 y41b ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _2c"></span>de <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>junto <span class="_ _2c"></span>à <span class="_ _2c"></span>Fazenda <span class="_ _2c"></span>Pública <span class="_ _2c"></span>Federal, <span class="_ _2c"></span>Estadual <span class="_ _2c"></span>e <span class="_ _2c"></span>Municipal <span class="_ _2c"></span>do <span class="_ _2c"></span>domicílio </span></span></div><div class="t m0 x37 h7 y41c ff5 fs0 fc0 sc0 ls0 ws0">ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y41d ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _2c"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>por </div><div class="t m0 x37 h7 y41e ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargos </div><div class="t m0 x37 h7 y41f ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h30 y420 ff5 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _3c"> </span><span class="ffe">Ficam dispensados da apresentação dos documentos <span class="_ _8"></span>citados nas alíneas “c” e “d”, <span class="_ _8"></span>relativos a </span></span></div><div class="t m0 x0 h7 y421 ff5 fs0 fc0 sc0 ls0 ws0">sua <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>fiscal, <span class="_ _a"></span>os <span class="_ _2c"></span>órgãos <span class="_ _2c"></span>e <span class="_ _a"></span>entidades <span class="_ _2c"></span>da <span class="_ _2c"></span>administração <span class="_ _2c"></span>direta, <span class="_ _a"></span>suas <span class="_ _7"></span>autarquias <span class="_ _2c"></span>e <span class="_ _2c"></span>fundaçõ<span class="_ _0"></span>es </div><div class="t m0 x0 h7 y465 ff5 fs0 fc0 sc0 ls0 ws0">públicas. </div><div class="t m0 x0 h30 y466 ff5 fs0 fc0 sc0 ls0 ws0">3<span class="ff11"> <span class="_ _10"> </span></span>Relativos <span class="_ _2c"></span>a <span class="_ _7"></span>sua <span class="_ _5"></span>qualificação <span class="_ _7"></span>econômico-financeira <span class="_ _7"></span>(exceto <span class="_ _5"></span>entidades <span class="_ _7"></span>da <span class="_ _7"></span>administração <span class="_ _7"></span>pública </div><div class="t m0 x36 h7 y467 ff5 fs0 fc0 sc0 ls0 ws0">direta e indireta, nas esferas federal, estadual e municipal): </div><div class="t m0 x0 h30 y349 ff5 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _3c"> </span></span>Certidão <span class="_ _33"> </span>negativa <span class="_ _22"> </span>de <span class="_ _33"> </span>falência <span class="_ _33"> </span>ou <span class="_ _22"> </span>recuperação <span class="_ _33"> </span>judicial/extrajudicial<span class="_ _8"></span> <span class="_ _33"> </span>expedida <span class="_ _22"> </span>pelo </div><div class="t m0 x0 h7 y425 ff5 fs0 fc0 sc0 ls0 ws0">distribuidor <span class="_ _1b"> </span>da <span class="_ _1c"> </span>sede <span class="_ _1c"> </span>da <span class="_ _1c"> </span>pessoa <span class="_ _1c"> </span>jurídica, <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>de <span class="_ _1b"> </span>execução <span class="_ _1c"> </span>patrimonial, <span class="_ _1c"> </span>expedida <span class="_ _1c"> </span>no <span class="_ _1c"> </span>domicílio <span class="_ _1b"> </span>do </div><div class="t m0 x0 h7 y468 ff5 fs0 fc0 sc0 ls0 ws0">requerente; </div><div class="t m0 x0 h30 y427 ff5 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _3c"> </span></span>Parecer  de <span class="_ _1c"> </span>Contador<span class="_ _8"></span>  que <span class="_ _1c"> </span>possua<span class="_ _8"></span>  certidão <span class="_ _1c"> </span>emitida  pelo  Cadastro  Nacional <span class="_ _1c"> </span>de  Auditores </div><div class="t m0 x0 h7 y469 ff5 fs0 fc0 sc0 ls0 ws0">Independentes (CNAI)</div></div><div class="c x1 y1 w16 h0"><div class="t m0 x46 ha y46a ff5 fs3 fc0 sc0 ls0 ws0">3</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x47 h7 y469 ff5 fs0 fc0 sc0 ls0 ws0">, ou, alternativamente, atendimento ao seguinte: </div><div class="t m0 x36 h30 y42a ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">balanço <span class="_ _4"></span>patrimonial <span class="_ _1b"></span>e <span class="_ _4"></span>demonstrações <span class="_ _1b"> </span>contábeis <span class="_ _4"></span>do <span class="_ _1b"> </span>último <span class="_ _1b"></span>exercício <span class="_ _4"></span>social, <span class="_ _1b"></span>já <span class="_ _4"></span>exigíveis <span class="_ _1b"> </span>e </span></span></div><div class="t m0 x37 h7 y42b ff5 fs0 fc0 sc0 ls0 ws0">apresentados <span class="_ _8"></span>na <span class="_ _a"></span>forma <span class="_ _8"></span>da <span class="_ _a"></span>lei, <span class="_ _a"></span>que <span class="_ _8"></span>comprovem <span class="_ _a"></span>a <span class="_ _8"></span>boa <span class="_ _a"></span>situação <span class="_ _8"></span>financeira <span class="_ _a"></span>da <span class="_ _8"></span>empr<span class="_ _8"></span>esa, <span class="_ _8"></span>vedada </div><div class="t m0 x37 h7 y1f ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _21"> </span>sua <span class="_ _b"> </span>substit<span class="_ _8"></span>uição <span class="_ _21"> </span>por <span class="_ _b"> </span>balancetes <span class="_ _21"> </span>ou <span class="_ _21"> </span>balanços <span class="_ _21"> </span>provisórios; <span class="_ _21"> </span>acompanhados <span class="_ _21"> </span>de <span class="_ _b"> </span>planilha<span class="_ _8"></span> </div><div class="t m0 x37 h7 y334 ff5 fs0 fc0 sc0 ls0 ws0">evidenciando os cálculos previstos na alínea seguinte; </div><div class="t m0 x36 h30 y42d ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>será <span class="_ _1c"> </span>considerada <span class="_ _1c"> </span>em <span class="_ _1c"> </span>boa <span class="_ _1c"> </span>situação <span class="_ _1c"> </span>econômico-financeira <span class="_ _1c"> </span>o <span class="_ _1c"> </span>candidato <span class="_ _1c"> </span>que <span class="_ _1c"> </span>demonstrar, <span class="_ _1b"> </span>no </div><div class="t m0 x37 h7 y42e ff5 fs0 fc0 sc0 ls0 ws0">exercício <span class="_ _8"></span>referido <span class="_ _a"></span>nas <span class="_ _8"></span>demonstrações <span class="_ _a"></span>financeiras, <span class="_ _8"></span>possuir <span class="_ _a"></span>RSPL <span class="_ _8"></span>(retor<span class="_ _8"></span>no <span class="_ _8"></span>sobre <span class="_ _a"></span>o <span class="_ _8"></span>patrimônio<span class="_ _8"></span> </div><div class="t m0 x37 h7 y42f ff5 fs0 fc0 sc0 ls0 ws0">líquido) <span class="_ _8"></span>resultado <span class="_ _8"></span>igual <span class="_ _8"></span>ou <span class="_ _8"></span>superior <span class="_ _8"></span>à <span class="_ _8"></span>TJLP <span class="_ _8"></span>média <span class="_ _8"></span>(Taxa <span class="_ _8"></span>de <span class="_ _a"></span>Juros <span class="_ _8"></span>de <span class="_ _8"></span>Longo <span class="_ _8"></span>Prazo, <span class="_ _8"></span>aprovada </div><div class="t m0 x48 h7 y431 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w16 h0"><div class="t m0 x0 h41 y432 ff5 fs6 fc0 sc0 ls0 ws0">3</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x49 h42 y433 ff5 fs1 fc0 sc0 ls0 ws0"> <span class="_ _8"></span> <span class="_ _a"></span>Cadastro <span class="_ _a"></span>Nacional <span class="_ _a"></span>de <span class="_ _8"></span>Auditores <span class="_ _a"></span>Independentes <span class="_ _8"></span>(CNAI) <span class="_ _a"></span>regulamentado <span class="_ _8"></span>pela <span class="_ _a"></span>Resolução <span class="_ _8"></span>do<span class="_ _8"></span> <span class="_ _8"></span>CFC<span class="_ _8"></span>-Conselho <span class="_ _a"></span>Federal <span class="_ _8"></span>de </div><div class="t m0 x0 h42 y434 ff5 fs1 fc0 sc0 ls0 ws0">Contabilidade, nº 1.019, de <span class="_ _0"></span>18.02.2005. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">45</span> </div><div class="t m0 x37 h7 y14c ff5 fs0 fc0 sc0 ls0 ws0">pelo <span class="_ _2c"></span>Conselho <span class="_ _2c"></span>Monet<span class="_ _8"></span>ário <span class="_ _2c"></span>Nacional, <span class="_ _2c"></span>divulgada <span class="_ _7"></span>pelo <span class="_ _2c"></span>Banco <span class="_ _2c"></span>Central <span class="_ _7"></span>do <span class="_ _2c"></span>Brasil <span class="_ _7"></span>com <span class="_ _2c"></span>o <span class="_ _2c"></span>código </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">256) a ser calculado da seguinte maneira: </div><div class="t m0 x0 h7 y1b0 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4a h7 y46c ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4d h7 y46d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y46e ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h7 y46f ff5 fs0 fc0 sc0 ls0 ws0">Onde: </div><div class="t m0 x4c h7 y470 ff5 fs0 fc0 sc0 ls0 ws0">RSPL = Retorno Sobre o Patrimônio Líquido; </div><div class="t m0 x4c h7 y471 ff5 fs0 fc0 sc0 ls0 ws0">LL = Lucro Líquido do exercício; </div><div class="t m0 x4c h7 y472 ff5 fs0 fc0 sc0 ls0 ws0">PL = (patrimônio líquido inicial + patrimônio líquido final)/2; </div><div class="t m0 x4c h7 y473 ff5 fs0 fc0 sc0 ls0 ws0">TJLP <span class="_ _2c"></span>= <span class="_ _2c"></span>média <span class="_ _7"></span>das <span class="_ _2c"></span>taxas <span class="_ _7"></span>a.a. <span class="_ _2c"></span>divulgadas <span class="_ _2c"></span>pelo <span class="_ _7"></span>BACEN <span class="_ _2c"></span>no <span class="_ _2c"></span>código <span class="_ _7"></span>256 <span class="_ _2c"></span>para <span class="_ _7"></span>o </div><div class="t m0 x4c h7 y492 ff5 fs0 fc0 sc0 ls0 ws0">exercício. </div><div class="t m0 x36 h30 y390 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">caso  o  candidato  tenha  obtido  prejuízo  no  último  exercício  s<span class="_ _8"></span>ocial  exigível,  poderá  ser </span></span></div><div class="t m0 x37 h7 y493 ff5 fs0 fc0 sc0 ls0 ws0">efetuado <span class="_ _a"></span>cálculo <span class="_ _2c"></span>da <span class="_ _8"></span>média <span class="_ _2c"></span>dos <span class="_ _8"></span>cinc<span class="_ _8"></span>o <span class="_ _a"></span>últimos <span class="_ _a"></span>exercícios <span class="_ _2c"></span>exigíveis. <span class="_ _8"></span>Para <span class="_ _2c"></span>tanto <span class="_ _8"></span>será <span class="_ _2c"></span>apurada <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y494 ff5 fs0 fc0 sc0 ls0 ws0">média aritmética <span class="_ _8"></span>do patrimônio <span class="_ _8"></span>líquido dos <span class="_ _8"></span>cinco <span class="_ _8"></span>últimos balanços, <span class="_ _8"></span>exigíveis <span class="_ _8"></span>pela legislação </div><div class="t m0 x37 h7 y3aa ff5 fs0 fc0 sc0 ls0 ws0">vigente, <span class="_ _8"></span>e <span class="_ _a"></span>a <span class="_ _8"></span>respectiva <span class="_ _a"></span>média <span class="_ _8"></span>aritmética <span class="_ _8"></span>dos<span class="_ _8"></span> <span class="_ _a"></span>resultados <span class="_ _8"></span>obtidos <span class="_ _a"></span>em <span class="_ _8"></span>cada <span class="_ _a"></span>balanço <span class="_ _8"></span>patrimonial </div><div class="t m0 x37 h7 y495 ff5 fs0 fc0 sc0 ls0 ws0">considerado <span class="_ _7"></span>na <span class="_ _7"></span>apuração <span class="_ _7"></span>da <span class="_ _7"></span>média <span class="_ _2c"></span>do <span class="_ _5"></span>PL. <span class="_ _2c"></span>Neste <span class="_ _7"></span>cas<span class="_ _8"></span>o, <span class="_ _2c"></span>a <span class="_ _7"></span>comparação <span class="_ _7"></span>será <span class="_ _7"></span>realizada <span class="_ _7"></span>com <span class="_ _7"></span>a </div><div class="t m0 x37 h7 y496 ff5 fs0 fc0 sc0 ls0 ws0">menor  TJLP <span class="_ _1c"> </span>divul<span class="_ _8"></span>gada  para <span class="_ _1c"> </span>o  mesmo  período <span class="_ _18"> </span>a  que <span class="_ _1c"> </span>se  referir  a <span class="_ _1c"> </span>médi<span class="_ _8"></span>a  do <span class="_ _1c"> </span>patrimônio </div><div class="t m0 x37 h7 y497 ff5 fs0 fc0 sc0 ls0 ws0">líquido; </div><div class="t m0 x36 h30 y447 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>caso <span class="_ _8"></span>o resultado obtido <span class="_ _8"></span>na alíne<span class="ffe">a <span class="_ _8"></span>“b” ou “c” <span class="_ _8"></span>seja menor <span class="_ _8"></span>que a TJLP, mas<span class="_ _8"></span> for maior <span class="_ _8"></span>que zero, </span></div><div class="t m0 x37 h7 y498 ff5 fs0 fc0 sc0 ls0 ws0">o <span class="_ _1b"> </span>candidato <span class="_ _1b"> </span>deverá <span class="_ _1b"> </span>comprovar, <span class="_ _1b"> </span>com <span class="_ _1c"> </span>base <span class="_ _1b"> </span>nos <span class="_ _1b"> </span>documentos <span class="_ _1b"> </span>exigi<span class="_ _8"></span>dos <span class="_ _1b"></span>nesta <span class="_ _1b"> </span>resolução, <span class="_ _1b"> </span>que </div><div class="t m0 x37 h7 y499 ff5 fs0 fc0 sc0 ls0 ws0">possui PL igual ou superior a: </div><div class="t m0 x39 h30 y49a ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">R$ 5.000.000,00: para PSS de AC de 1º nível, dos tipos 1 ou 3; </span></span></div><div class="t m0 x3a h30 y49b ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">R$ 2.000.000,00: para PSS do tipo 2 para AC de qualquer nível e PSC; </span></span></div><div class="t m0 x3b h30 y47b ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">R$ 1.000.000,00: para PSS de ACT e de PSBio. </span></span></div><div class="t m0 x36 h30 y49c ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">caso <span class="_ _5"></span>a <span class="_ _5"></span>empresa <span class="_ _5"></span>tenha <span class="_ _4"></span>sido <span class="_ _5"></span>criada <span class="_ _5"></span>a <span class="_ _5"></span>menos <span class="_ _4"></span>de <span class="_ _5"></span>um <span class="_ _5"></span>ano <span class="_ _5"></span>e <span class="_ _4"></span>não <span class="_ _5"></span>seja <span class="_ _5"></span>exigível, <span class="_ _4"></span>nos <span class="_ _5"></span>termos <span class="_ _5"></span>da </span></span></div><div class="t m0 x37 h7 y49d ff5 fs0 fc0 sc0 ls0 ws0">legislação vigente, a <span class="_ _8"></span>apresentação de balanço <span class="_ _8"></span>patrimonial e<span class="_ _8"></span> demonstração contá<span class="_ _8"></span>bil do último </div><div class="t m0 x37 h7 y44d ff5 fs0 fc0 sc0 ls0 ws0">exercício, e esteja se candidatando a: </div><div class="t m0 x39 h30 y49e ff5 fs0 fc0 sc0 ls11 ws0">i.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">PSS <span class="_ _7"></span>dos <span class="_ _7"></span>tipos <span class="_ _7"></span>1 <span class="_ _7"></span>e <span class="_ _7"></span>3 <span class="_ _5"></span>de <span class="_ _2c"></span>AC <span class="_ _7"></span>de <span class="_ _5"></span>1º <span class="_ _2c"></span>nível<span class="_ _8"></span>: <span class="_ _7"></span>além <span class="_ _7"></span>de <span class="_ _7"></span>possuir <span class="_ _7"></span>um <span class="_ _7"></span>patrimônio <span class="_ _7"></span>líquido <span class="_ _5"></span>de       </span></span></div><div class="t m0 x3c h7 y49f ff5 fs0 fc0 sc0 ls0 ws0">R$ <span class="_ _4"></span>5.000.000,00, <span class="_ _4"></span>dever<span class="_ _8"></span>á <span class="_ _4"></span>apresentar <span class="_ _4"></span>fiança <span class="_ _1b"></span>bancária <span class="_ _4"></span>no <span class="_ _4"></span>valor <span class="_ _4"></span>de <span class="_ _1b"> </span>seu <span class="_ _4"></span>capital <span class="_ _4"></span>social </div><div class="t m0 x3c h7 y4a0 ff5 fs0 fc0 sc0 ls0 ws0">integralizado; </div><div class="t m0 x3a h30 y4a1 ff5 fs0 fc0 sc0 ls11 ws0">ii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">PSS <span class="_ _a"></span>do <span class="_ _a"></span>tipo <span class="_ _2c"></span>2 <span class="_ _8"></span>de <span class="_ _2c"></span>AC <span class="_ _a"></span>de <span class="_ _a"></span>qualquer <span class="_ _2c"></span>nível <span class="_ _a"></span>e <span class="_ _a"></span>do <span class="_ _2c"></span>tipo <span class="_ _8"></span>1 <span class="_ _2c"></span>e <span class="_ _8"></span>3 <span class="_ _2c"></span>de <span class="_ _a"></span>AC <span class="_ _a"></span>subsequente: <span class="_ _2c"></span>além <span class="_ _8"></span>de </span></span></div><div class="t m0 x3c h7 y4a2 ff5 fs0 fc0 sc0 ls0 ws0">possuir um patrimônio líquido de <span class="_ _8"></span>R$ 2.000.000,00, deverá apresentar fiança <span class="_ _8"></span>bancária </div><div class="t m0 x3c h7 y4a3 ff5 fs0 fc0 sc0 ls0 ws0">no valor de seu capital social integralizado; </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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ZGxvTplZUQnRjmu49MaZP87FVQgaJiiXTSPH3+cEJBSIuIUJFjBH/pEGq7QKNQAVGmqH/vxvSaljK40F0JAQoHj6jvf7KyN31Ry+K7vny+y1zgSF5AgdlPYLd3H/23ozGhNWKG55t1t36zI21xqqDKLksz8KFgkVMqskzpqfOchU7NHjUnrpwTBZwkkK/ENZ/YtP75xzcmtZbY6iZH3djMClSxEi2G39LnqiStmRgsh7r83gzTi49kN3OLrJN7Z6+pnRtzVDpqHPP1QAkAkJAQoNVZLDuh9VnqRC7f2vzoEFAAoET9rr9Ez77wEhYxmklbm77h3/fxiXgVCE3dcxvUrT2/pGpe+6MjqAxUnG8AGCKDy92wO/YBkZnK+XPXh8ZWfHFs1rFOvZ4bcNTK1rwjOhD47yStPbn111393VB7jSBRwAxWZFXIx1L168OsFR1bO7Xf934bcpnZtYuFAZ+xVPvY+AEC1bGwfhhmdNfPIFUniQHagSsk0b/MnVoXssew7oYAr43KeGfmn5gs3EsC60j23/O/ZYmuV1+iJwEZ2G/zYz29trcxtQFtApep7fQSZ0aaKQ1O+f+LN3Uu4S80vObbxxlXPbq0+KgucEP3Zix48ECFUc+MLuxe9uGWhvU0JB7F1+gbxUO3pK76+H126R+a83tpQaaqtkxu8lSCByPH6zJFvjX8kQlA3f22J0XM/vWcSbG7lMZwIxIRGLj68PlAajxoUCSHRoaIGASostdUWveRjCJoF+/PbPh2d1n9AXBcT2V/Z+aVdIJeH4gRayYWpWSN66tI5UUF92f7KE4dq83nTMBBHeGPvtwnhsff2ndJWqRJiqwQfAAySeUfl0cAOYCPnw8bE58wecN21nYcFtRUdocFuaQygO/QaITKiKEXYMVNNk+KmplnVPzxzwbXPdYtKcdDddqC1+TvuWDnPd6ga0PbD6R0D4rL2lJ04UpffNOddNPI9vae8MeYh5rSr0Ary9d/9fXXxTlcKJhJAA7M9v/Hj67qOTNBE/u7ot6Ylh8df32d8TqeuzJ+114zqYARZqoShqX1CRNXmsweKa8oGxWQbG/TVFoMMnCNw5ByBAGIU4V/PeKlzaHyjn64guCZjSE9d5x3VR31J8NP6UgIoMVTI3kKDDCBEqW6MRiCAGoR7el+rFTRNj00EAAJhraGuw6LvRLnAUHrf+pdVII5K7j+nz7VXZgzUCsoWBoAAAR7pc+O8EbPUTIEAdpL15oYIjVbiskW21ZmNJpu51massxga7OZIpTYzNA4dkXMEK5eLDJUnas5aud2vjVZuquEAOk2EAF6WGUkM3t675Ex9ef+4LomhMQmhuki1Nieh65WdB6qYIxG8SYbaMBh7Lugz8umav7ocHMEM0prinesLd42OyVl608thgqp55RNH2keH3BLClI6+qlCMDYkAIKUghAjKaKXW5ZE5rQ4OUGat31V0ZH9J3urTWw/UnLQLxANEO+1cQoAhKb0T1NFnbdVusxEBwIz2b05v+Ob0Bke2PgIoZZag0XWLTp3Zd/LkrsNCQERs4zB4q9FP1OhmZI1uXHaIqEGyVDbU7i7JLZZqyZ+ekRhtqNq/7uT26dkjmx1UHJzYI0Yd3ryGkhFq5IbTVcWb8vdsLNx7oCyvkutlJI7k6g0246SEgmJkSv/PT/0AAWywxqCmWZRP2yvyyyt+XLPnsp3dXx3/50HxXfH8op+u7TR/1P3u0VQiAoR6u2nx0Z//tWPRGXOFb8dkRp8eWjk1ewS4VaP0Zk44TOs2RgA/BIIMfEdJ7rr8nSdqzx6sPnWmtsyKktNUd5jN7mWzsTleGAGeG3Z3vdW4tnCnDWVoyX4gABujzbW5k7579KnBd97dd1K4qD5v6GNj2UU3lx0AohShs/pMsnHp4U1v+N0wt7viaI29AQJHYjWk6JvU1fdTC7f/fcP7H+QutzaCJXhTRAxAlFmqJnZocp9D9QX7qvOa6ULniITvrnvx4wMrX9j0aaVskBj3IQw8oxEIAFAlGR779Z2DpSc+nPS4oo3iRW1cIcYuBXRH9HZTvcUYwpSBCBAViTptlO81X9r2+dtH/se9s04ICaNE7eiU/pd16pEW3qlXbEZGZKKCiTeteK559B0M5Zy+19zUY2yxvvJw5am8uqIKU12BofRMfVmhscJoN8vIuc+GF5nRVyfX31s2dXBC946FPgfaVn50/vYvAuWLO4pIEQR0eRVcCFV4T+oGsC88vIb7SfjBvpGZq296I14Z5ub7kARQazEEN4cpUqGJ1KX11KW5qzgTtx+rKjhaVfDloXUbyva55xohgI3xw5X55w19jmAFWWqiDIkAGmTLmhNb//rj2xWg9xsSIIQwMSRcHWqz2gLJvoCM+TAfRYbKSks9MD8B/Wu7jOik9Fqi0UK2gvrSQA9vtFuOVpyxkiQD58AlkDmRzGXivE9s51RtnEAYzlSD4roOisuemj3yxiVPrS/f22hEERAA82PR/i7oEwDsrjyW+cE09zIIkixbZLsNJDlAcqaDO+wf1zVKDC232lplNlTUV9tB8rv33S5LztQuIkS0k7yz7PjbexafMZUHWnglpCd+fGtL7VEvExkB+kZ0/m76S6na2MaN5KFMOTi5509le7lbZgsCxYdEnRf0GQDZSa7wqPbYlNHkTG71F2xjhLf1mCC2nh7pFBmjBFFCu6818/6B71Mi4q/KGioiKzfVvL9z6aLja+2MB4qncoAwUf3A0Bt/XT3PI3eRABD2Gk7evOzZ+eMezo5OEZlgtFsW7l/1yq4vJcGD1o3k6kFJPc6b7Ddjn/mzHNAh+lmK+IlZl5/D86Vo4xJDdCctpb6A1vKGuRtei/rpfYbMKJnNCtm1qwv9ph5JsoSA47MuS1BFFdlrvHpAANuqj479Ym5iqE4hiHUmQxU3uKB3DqfIcUa3sQmh0W2FfjvlMDcxtHGK8GcH3PHTzHd0Ku05XEgNwtwBMxRNif/ebkSVYKpgRpNSJiQgUHNhRHwfv/u0KxpqZODhqH5s8C1+L0gIZoV0ylZ+zFxchnovqQ9nmheGzP732LkCnReGOWjkEVAgjCBVv07Zr4x9KCem8zlvoEKAB/pdp0Dxb5vfM4C1GTdK4Gyorvuzo+9J1cbnfHq7SSF5fe2kvuRQdf5AXdYD/aZFqsP/uuHtKjJQS/QfEgFgNGneGf/4DdmjWZtu/PCDvgYVt/YYX8fNrbqQEhVhCo1WpdGpw2M0kclhcZnRSRGKEMEVkHb8HSqqZvWZZBb8OJlRXK0CX1cXRGT39psyOKnHypNbTtUXn6orrrbU27gdATWCMjYkKiMiIS2s04jknGEpvZUocqD/jHrwQO0p30E6UpTXV5epQDazx7iRKX03nd2fX196oq6wuKHKYDEZJZNFtnHOmcCUKEYotYlhsSna2MsTeo3LHBSrjmBuHVEAu7vn1WbyY/8MS+jtEMNBcdlzekzxAzqxMFEDgbNoWxvBCTpVrbkLB/qsqdIBAXAgxykiMhEAKABFT/Ir4AFjAW9NHBz5mB5YOM6OawUWHoYZBoOBF/rksmBagb6fhAv3jFm3K7niSS2eyOeR9e+FZuPtGtcWbMVYN/YWsZnn9+6eFztCgSB21atpxqf0uCkG2FfmNSFABqqzNZQbq0/VFhfoy0qMVZWWugbJYrJbbbKdgFRMEapQh4jquJCoZG1sZkRCF11qXGiUVlQ7eCGvJP9GotjrdaCB932XEwFAgHCxV146BDM1PYbBU2iaJ/AcP/RK0vaWOi8zzDGkAXf1kfNwvWqbcWfJkU/3LvulcL+RrG6clCMqiv6XQQKlLEQrtNOyR80eOK1rZJIaRQwyyHXRNP/oc6CTdcWrT21fW7B9R1muQTLJ2Kr6Qk3ihgRKEhJCdVemDrwmY+io9P7hipBL8Luh7yaOHOiksezjXd9/eHCZgVlbsgadPEKQFjAj6BOW/vpVj16e0FMF7BL6jbJPAMgBlp389f41r1SQ3m/iefBABxwuglCumJw5/NVxDyZpoi+h70S/0Fj11IYPlp7ZbHKmY/hT0AQiYaigTtTGxIfqwpSaMGWISlACoF22G+wmvc1UYqgoNlaZuJUHNkeQoLM24Z5e107pekWXyER2sa4ETXpfBvri6I/3/PCyjcm+PImCY5JSNzy57/SeY69I7RsmqgXHKQ/e9AJJQFXW+nV5OxYdXLW/Mk+PFh7AlkGAMFn52eTnpmYNw4scfQCwAU1Z8vi60p1u2KPIWRwLf3zobXfkTNYKKocDEmBiNL3nyDAsMJT9e9PCr06stwrceQCUxzGzHIClq2L/N2N+78g0hnhRow8AR6rP3Lzi2SP6MwSQrI69pdvYGdmju8WmhzAFQFDweOXgc6Cz+oqdpUe/yF33Q+EuG3LP4n5ARBGo+cewe+7rN1WB7KJGnwBKrLW3f/tMui759Ql/DhfUbSWQEvBfig/OXv2vfEs5AHP45Y0hAYWMT/S/7e/D79A43YKLE30iQDTYTEpBoRJEoLYs80EA+fqyd/ct/f7ELwXmCvJONMeh8T0/nPBEt6iUi9XbouYd/rZpNbJpytePbanJ9bJhEWhcp4ErZsxXXhzeAPPvQkH70gHRQsj8Kx+MIrXXpksC+Llk35e566WL40gEYd68eefjvpSkjZnSdSS3y4eqTskgu4gs5Iz/dHqn3twwLKWvgjGCC9kSwvNbO4sDPbD+tQ+PrfCiAUWOi8Y/fXP3Kz0t1Ate8/zet8e5A6aHS6pGzeM0kBgtPvGz/AclRKmF/3cU2XeI/5aSI7esfK7IWu3+vhrEl0fcP0DX5Y84AAigFMQsXUqUMrSZIuTYQar2/Wf313/d+oFXpQd0uAV/RIUOiAS9w9OW3/yfZLUOAoTPfNH3MjnJsz5Pu0xTBKiyGKYt/duW6lyOHC6gMj4Z6rgFVz81MqkvYtCah4Ak4iIKbnuWUAYS2m0FJIACc9WYBfcW8KoLLP6VoYr9+fb3UzUx6BNDZr4sTYm1/rPDPzywcr4E3MX9ox3kOd+88NK2z0stde2kKFM1ujkDpzEOF1jo8Yyl8tZvny601JBjr4ObtIuNs58TEdChivwVJ379z4Fv0sM7cbf9HhxgW8XRz8o3HK8+++zwWekR8UJbTwMG8MDA60/UnFmct9HCbe5BTL9VA/2ed+7+aaC/waf6m9/jWwNdqvknQUfOC2tSqxxha/2xEYvmLJj41OiUHESfjBKZeLGplgMJADLAsC9mx2qits/8ROUoxwdgAXnA27cdg9J/DPnT7T2uEgjDVSFhCnXbEkEAIAMVm2qKjJUWyfoHFfYf83e+svu/MvMufJimjPn59vfTQ2LRXe9zoJe2ffGPHQtkdG3eRtAqNJd36jUx+bIHB03/dP+KJac3bS06aAKrcyM4YZom9snL77yj91VCG9HCrpg9uaWZ/OFUEAGgWbZ9dGD5G7u/KbBUuitRJEhVxT7Yf/r9/a/TCEqn3rdzOVGje374nAgxlKOT9TLazesLd+2rOUkAR+sKfyzcZQIruEq2RanCHrrsZslub7CZ2071u6ccAv4hXVwEAI2gfKj/9E0zP8xQx3kcCwB0xlb1xLYP3t271JE3xwBAZMLMnIm39hyvRNHj2+hM2/O9iVahuSdnyqwBU7SqELjU/NnQyeqoPw+6SeDMa/mQkd7cu/hUQwUAYaGh8tZl82SB7CQfrD5p4x6pv5HKsJSQ2FJzTZWlzp2OVzNFTkwXBpimjf9s8tMKYpdSpLyNR0CrbP/44Ip52z+tkRpceZSO/S+QoopZM/1VsdJQa7FZHJ5lb206AQFioamy0l4PAHU2Q53N4K4XUjVxMYowBJQsNgAoNJUYuTWKaf5QdJhbebGWVxdqKSXWWeDRLd3QgTGoBcXcftOA4C+b33aqdJdyLbRVLT6xEWXiVuDoyp8lIBnow+3frTq7ze/NHh54w4TMwe4FkJXAGOAfxEXyf+RfSzkCQQ1moJ/VS+Ypix//tfKQZ4oU3ddrqujyuBqz7BEBh6b2SY6K9Xvz7tFpGIC0+Ityd2UAAAlzSURBVEOoA0A6VFWwoWC3jUt9YjIvS+4VqQz1gs2RhmyWrT+f2Xu8plAiuV9c1hUpOSpBgT728Rl9+Q+nd9RY9L1jM8dnXuZaO5u+mFuVf9ZQ5ruDPEYZLm4/e/iuFS82HubguHcVN+jJ5OfpEeIgPJw1lRZUSmztnPeSnccQYofVMo5mR1qXv/PuVf+sIiMACBwzVXFLbvh3n+h0wCYbFwHsSI9vfO+D3OWOjZgCx2cH3vH0sDs9SrNx6d/bv3xz19f1aCYEkbPJyYNfmfDnrND4xqybetly/7pXC6xVDpKzEWSlLEzKHCY8+dzT64p3aUJCCqwVpVJdDTXUUoMV7I1TQUGCo6yf48cNYK2hhga0ZsQkh4aEpEYnzOw10bV/oSOi31i7b2vJkVlrXnp979d6srgiaVDDG1bnbZE57xQWE6nWAqCV2749+vPjG99Zkr9JdlF+hLCzLFdvbsjSpUSqQjnAidqiuetf+zh3mZlJjqtxpOP6oq8OrlUKypxO2QKyk3UlM75/andtnnt5SQDUCdq3R/9lYuZgp7fFAcZ98+dN5Qe8hOb27Ks+mPD4X35686PDy9yxjVNFnpj9TShTNrKpBB130bUBX3Vq25/W/KuGGlz2iGd1SIIwrvpq6gvj0wc9/ctHrx74WkYZgHnG/AkJkzBy5W1vfntw3Tv7lugFmx/tQIgEE+IHzL/mkSfWvbW6aAd5rgmMYP7Q+/8y8AYEEgGg1mJYmruxzFTtKzRKEBXAlK5CfI2VRs2ydcGBVWoSp3YZHh8W3ZHPOjFz+7zNC97bt8Qo2J3z3ltMiBD1gvWBH+bfljP57f1LZOb0hMhrjBCKoe76pU+cMZZLgl8mHIkBEayr2Lt70X21dqPHFRCQoE9o2szeV2Ejyxau0m4vO5KnL3LX72qmSA/rlBASjQBJGl12ZMrp+hI7yADACIx28zObPpzde0p4iLYNkeIAe8qPrzm1rd5ilF31UNw1SKM+9PDgnUYANhnGbl/eV5n3Y/FuLgAEql3rerPAUvni9v8j/yezufgPgFPmMhDAc2uL90YVjlQp6b0uowJhbp/rH73sJp0q3PngDpat1mb88sAPEhICnNGXv3Po2+7RGVtv/0QNyAgJwQTSwHdvP8HLrojve13mCAQY0Cn78qQeQpvm/h3TF4/84r4K2dDeJ/QJHDSoakAreXKUfvhO52azwHtekQTOVKgwk6359PrZXSe9P+Ex92LUzh2jUUrtA4OmOe6wpfjIeweWIIAIyMiZqCwCc9SG7RuT9dDA612LVttqZ/mVzYt8RaZV3lMAfDxql4kcb8saf23PkbOW/bMWTe562atLCo6TU4eVmKt3Vh8NJA7I2bT0EfcMmXHH0mdKpIBHRkTJ6vsHXM+8S416DDvtLzv57bGf0iMTlVx0VOhvehRZSNREAdGp2uLOkYkM2maddSAjA3ywd/nXeT/RudQdwuYtrkZMGUGSSjdv2Kzbe00QgfWbtXDZ8U1v7Ps231zueQFCwstjerw4Ys7QpF5nDRV/Xv/m2uIdMnoUDmCE/aO73NJ97N29J4crQ1ZNf/X5LQt+LNxtJCu67elhAOMTBs4bMbtPTAZ6i4VPZJEDSCAX1JVlue1r4EAF9eVxYdGhrpJ1bWuPH609O3jhrAZmo3aznBSczep29bOjZndSRbgnwefWFd64+Mmj5qJGcBWcjYnv//l182JVYQ4nwAbyrcueX3p2c2NZM0ZwU+aVn0z6uwbFxjCLDHx31ckZS/5eaK8BcC7LI2J7rbnxjRD0e7SZz4lPPtEkd/Id2j7CTmQDmr3234vy1rpVQgUE6BKRHKuOdO3YbZooDsOLPDzTxnPAPN8nACCGLDYk8pbssdO7jfFNUieiesm8oWD318d+Omsoz4hInNnjqlFp/RrriDu6WmaqfX/f9/sqT1SZ9enhCVck9bml57gIhYaadlQ7199DVac/3L/sWN1Zuyz11XWeO2B6dlSyX/evQ+TzfHBwxcM/v+55WjrqmHbfrEVJ6shWn8/kE/NzO/28OTqHO5LaA+tTl94JitF1MPOsWZEVzy/0BJBXV/z0hvd9DqqnK1MHJKkjsTWHCQTJOPi3KIkYtrDJHINktBxeFWCLR6Sw8yv1pw1l96x9uZaZ3TQcAEA8C39s8M3YNgqOnNVq/dKB2OiBBXtant+aAYH5Rkco1n9Xzpvsy0Ar87ffv/LlEqp3S1tHAIjjoQunPjcwPhsDd7BVFlELC3mTSLf+rNkgPm/mO+Lvr2ocT7Ot9Mjdy/9Rh2aP+Uwkymze6DlXpvRz6csLOYNc/F0QbzyLGDnQydri7/N+eWv/khpm9iLfBcJH+t80u+81gnuJ5Evo/xbwXef3gAz06cFVj254q0GwkbfyRBVn9/S89vkrZokXTYw4CIvztx2wSUAyUaW5ftmJzf89vn5Hea7f6sc9w1JfHfngmPT+yg4cKjgf6ANZgdbmbRvTeZCGKQQA9D7Eyqk3vLhHDmAHeUvR4flbFm4pPWxkfkgoh3eZoYhZdfPr3SIvlq2KrUCfALaU5U7474PJ2rjRaQNn9BxzeXJvBTDRUSDWbRgcK6QMJAGdqC1cfnzz5jN7N5ceMjO7z5EsTR5iN03S/256tas24SJMSWkBfQIoaKiY8e3f9xhOOhJRRGJaUZ0aHp8YGqNVarSKEDUqCUACyShZGmzmCnNtoaGi2lxnx8YTrPzoLUbYIzx1UubQe/tNTQuLhwvp9N22Ql8Cftfyf/63YCNHDk3VZrGRVAnE6HoJu/s7jmMdHs6ZMW/kbA2KcBE3sRkHERH2lB3/Pn8TZ7zRfAF3xiuwlePzDgGgigvDkvpMzxo1LLl3D126iBd7gSSxOQeRoLC2PAxCbNxgRzo3xYAASKiWxGldRz054q6u4QkCuY6RoQvbl/rNmkcGKrPV/5q/b8H+lduKD1qYJDEKJqblODtGIWP3iLSbe40fmzW4Z1S6qvHIBgrm7N9LNo/LZpeI11iNpfqqk7WF+YayEmNVlaW+wW4xS1abbOcESkFQC0qNqNKpwxNCdSnauM6RSQnhMUnaGBVTwB8yGb9joO+XqGkcGDfqGuGSPLemBbvuOQaJyE+VdwbInFXCWh1n53BxlMNoK9lv2yYDMYKLVimdZ5vvIldT4vlGHy/mERAvyf7Fq3ku2TyX2iX0L6F/qV1C/xL6l9ol9C+hf6ldQv8S+pfaJfQvoX+ptVH7f2zA/k/CuUabAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">46</span> </div><div class="t m0 x3b h30 y14c ff5 fs0 fc0 sc0 ls11 ws0">iii.<span class="ff11 ls0"> <span class="_ _3e"> </span><span class="ff5">PSS <span class="_ _5"></span>de <span class="_ _1b"></span>PSC <span class="_ _5"></span>ou <span class="_ _1b"></span>PSS <span class="_ _5"></span>de <span class="_ _1b"></span>ACT <span class="_ _5"></span>deverá <span class="_ _1b"></span>apresentar <span class="_ _5"></span>apó<span class="_ _8"></span>lice <span class="_ _4"></span>de <span class="_ _4"></span>contrato <span class="_ _4"></span>de <span class="_ _4"></span>seguro <span class="_ _4"></span>de </span></span></div><div class="t m0 x3c h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">responsabilidade <span class="_ _21"> </span>civil <span class="_ _21"> </span>e <span class="_ _21"> </span>operacional <span class="_ _21"> </span>no <span class="_ _21"> </span>valor <span class="_ _21"> </span>mínimo <span class="_ _21"> </span>de <span class="_ _21"> </span>R$ <span class="_ _21"> </span>200.000,00, <span class="_ _21"> </span>com </div><div class="t m0 x3c h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">cobertura <span class="_ _2c"></span>su<span class="_ _0"></span>ficiente <span class="_ _2c"></span>e <span class="_ _a"></span>compatível <span class="_ _a"></span>com <span class="_ _2c"></span>as <span class="_ _a"></span>atividades <span class="_ _2c"></span>a <span class="_ _a"></span>serem <span class="_ _2c"></span>desempenhadas, <span class="_ _a"></span>válido </div><div class="t m0 x3c h7 y117 ff5 fs0 fc0 sc0 ls0 ws0">por, <span class="_ _24"> </span>no <span class="_ _24"> </span>mínim<span class="_ _8"></span>o, <span class="_ _24"> </span>1 <span class="_ _24"> </span>(um) <span class="_ _1a"> </span>ano, <span class="_ _24"> </span>contado <span class="_ _24"> </span>da <span class="_ _24"> </span>data<span class="_ _8"></span> <span class="_ _24"> </span>do <span class="_ _24"> </span>protocolo <span class="_ _1a"> </span>do <span class="_ _24"> </span>pedido <span class="_ _24"> </span>de<span class="_ _8"></span> </div><div class="t m0 x3c h7 y213 ff5 fs0 fc0 sc0 ls0 ws0">credenciamento. </div><div class="t m0 x36 h30 y1d4 ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">cas<span class="_ _8"></span>o <span class="_ _2c"></span>a <span class="_ _a"></span>empresa <span class="_ _2c"></span>tenha <span class="_ _a"></span>sido <span class="_ _2c"></span>criada <span class="_ _a"></span>a <span class="_ _2c"></span>mais <span class="_ _a"></span>de <span class="_ _2c"></span>um <span class="_ _a"></span>ano, <span class="_ _2c"></span>porém <span class="_ _2c"></span>tenha <span class="_ _a"></span>ficado <span class="_ _2c"></span>inativa <span class="_ _a"></span>no <span class="_ _2c"></span>período </span></span></div><div class="t m0 x37 h7 y1d5 ff5 fs0 fc0 sc0 ls0 ws0">da  apresentação <span class="_ _18"> </span>do  balanço <span class="_ _1c"> </span>patrimonial  e  demonstrações <span class="_ _1c"> </span>contá<span class="_ _8"></span>beis  do <span class="_ _1c"> </span>últ<span class="_ _8"></span>imo  exercício </div><div class="t m0 x37 h7 y214 ff5 fs0 fc0 sc0 ls0 ws0">social, deverá <span class="_ _8"></span>apresentar <span class="_ _8"></span>Declaração <span class="_ _8"></span>de <span class="_ _8"></span>Informações <span class="_ _8"></span>Socioeconômicas <span class="_ _8"></span>e <span class="_ _8"></span>Fiscais <span class="_ _8"></span>(DEFIS) <span class="_ _8"></span>ou </div><div class="t m0 x37 h7 y4a4 ff5 fs0 fc0 sc0 ls0 ws0">Declaração <span class="_ _1c"> </span>de  Créditos <span class="_ _1c"> </span>Tributários  e <span class="_ _1c"> </span>Débitos <span class="_ _18"> </span>Federais <span class="_ _1c"> </span>(DCTF),  encaminhada <span class="_ _1c"> </span>à  Receita<span class="_ _0"></span> </div><div class="t m0 x37 h7 y4a5 ff5 fs0 fc0 sc0 ls0 ws0">Federal, <span class="_ _1c"> </span>comprovando <span class="_ _1c"> </span>a <span class="_ _18"> </span>inatividade, <span class="_ _1c"> </span>bem <span class="_ _1c"> </span>como <span class="_ _18"> </span>deverá <span class="_ _1c"> </span>atender <span class="_ _1c"> </span>ao <span class="_ _18"> </span>requisito <span class="_ _1c"> </span>previsto <span class="_ _1c"> </span>na </div><div class="t m0 x37 h7 y4a6 ffe fs0 fc0 sc0 ls0 ws0">alínea “e”.<span class="ff5"> </span></div><div class="t m0 x0 h2a y4a7 ff6 fs0 fc0 sc0 ls0 ws0">NOTA  1<span class="_ _8"></span><span class="ff5">: <span class="_ _9"> </span>Fica <span class="_ _b"> </span>dispensado <span class="_ _9"> </span>da <span class="_ _9"> </span>entrega <span class="_ _b"> </span>dos <span class="_ _9"> </span>documentos <span class="_ _9"> </span>d<span class="_ _8"></span>escritos <span class="_ _9"> </span>neste <span class="_ _b"> </span>Anexo  o <span class="_ _b"> </span>candidato <span class="_ _9"> </span>já </span></div><div class="t m0 x0 h7 y4a8 ff5 fs0 fc0 sc0 ls0 ws0">credenciado <span class="_ _a"></span>como <span class="_ _a"></span>PSS <span class="_ _a"></span>em <span class="_ _2c"></span>relação <span class="_ _8"></span>a <span class="_ _a"></span>outra <span class="_ _a"></span>PC, <span class="_ _a"></span>exceto <span class="_ _2c"></span>quan<span class="_ _0"></span>do <span class="_ _a"></span>houver <span class="_ _a"></span>modificação <span class="_ _a"></span>dos <span class="_ _a"></span>mesmos <span class="_ _2c"></span>em </div><div class="t m0 x0 h7 y4a9 ff5 fs0 fc0 sc0 ls0 ws0">relação às versões anteriormente entregues. </div><div class="t m0 x0 h2a y4aa ff6 fs0 fc0 sc0 ls0 ws0">NOTA 2:<span class="ff5"> <span class="_ _8"></span>Na <span class="_ _8"></span>hipótese <span class="_ _8"></span>de <span class="_ _8"></span>o candidato <span class="_ _8"></span>a <span class="_ _8"></span>PSS <span class="_ _8"></span>ser pessoa <span class="_ _8"></span>jurídica <span class="_ _8"></span>de direito <span class="_ _8"></span>público <span class="_ _8"></span>dever<span class="_ _8"></span>á apresentar </span></div><div class="t m0 x0 h7 y4ab ff5 fs0 fc0 sc0 ls0 ws0">a seguinte documentação, se aplicável: </div><div class="t m0 x36 h30 y4ac ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y254 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ato constitutivo; </div><div class="t m0 x36 h30 y239 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _b"> </span>de <span class="_ _9"> </span>regularidade <span class="_ _b"> </span>junto <span class="_ _b"> </span>às <span class="_ _9"> </span>Fazendas <span class="_ _b"> </span>Públicas <span class="_ _b"> </span>Federal, <span class="_ _9"> </span>Estaduais <span class="_ _b"> </span>e <span class="_ _b"> </span>Municipais <span class="_ _b"> </span>do </span></span></div><div class="t m0 x37 h7 y1e2 ff5 fs0 fc0 sc0 ls0 ws0">domicílio ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y293 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _2c"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>por </div><div class="t m0 x37 h7 y294 ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargos </div><div class="t m0 x37 h7 y4ad ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h2a y4ae ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _4"></span>3<span class="ff5">: <span class="_ _1b"> </span>As <span class="_ _1b"> </span>empresas <span class="_ _1b"> </span>cadastradas <span class="_ _1b"></span>no <span class="_ _4"></span>Sistema <span class="_ _1b"> </span>Unificado <span class="_ _1b"></span>de <span class="_ _4"></span>Cadast<span class="_ _8"></span>ramento <span class="_ _1b"></span>de <span class="_ _4"></span>Fornecedores <span class="_ _1b"> </span><span class="ffe">–</span> </span></div><div class="t m0 x0 h7 y4af ff5 fs0 fc0 sc0 ls0 ws0">SICAF, <span class="_ _5"></span>regist<span class="_ _8"></span>ro <span class="_ _4"></span>cadastral <span class="_ _5"></span>oficial <span class="_ _4"></span>do <span class="_ _4"></span>Poder <span class="_ _4"></span>Executivo <span class="_ _4"></span>Federal, <span class="_ _4"></span>poderão, <span class="_ _4"></span>para <span class="_ _4"></span>fins <span class="_ _5"></span>do <span class="_ _4"></span>disposto <span class="_ _4"></span>no </div><div class="t m0 x0 h7 y4b0 ff5 fs0 fc0 sc0 ls0 ws0">item 2, apresentar seu extrato. </div><div class="t m0 x0 h7 y4b1 ff5 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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">47</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">ANEXO IV - DOCUMENTOS PARA<span class="_ _8"></span> CREDENCIAMENTO DE AC<span class="_ _8"></span>T </div><div class="t m0 x0 h7 y411 ff5 fs0 fc0 sc0 ls0 ws0">O <span class="_ _8"></span>candidato <span class="_ _8"></span>a <span class="_ _8"></span>desenvolver <span class="_ _a"></span>as <span class="_ _8"></span>atividades <span class="_ _8"></span>de <span class="_ _8"></span>ACT <span class="_ _8"></span>deve <span class="_ _8"></span>entregar <span class="_ _a"></span>à <span class="_ _8"></span>AC <span class="_ _8"></span>Raiz <span class="_ _8"></span>os <span class="_ _8"></span>segui<span class="_ _8"></span>ntes <span class="_ _8"></span>documentos </div><div class="t m0 x0 h7 y412 ff5 fs0 fc0 sc0 ls0 ws0">atualizados: </div><div class="t m0 x0 h30 y413 ff5 fs0 fc0 sc0 ls0 ws0">1<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua habilitação jurídica: </div><div class="t m0 x36 h30 y414 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5"> ato constitutivo, devidamente registrado no órgão competente; e </span></span></div><div class="t m0 x36 h30 y415 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span> documentos da eleição de seus administradores, quando aplicável; </div><div class="t m0 x0 h30 y416 ff5 fs0 fc0 sc0 ls0 ws0">2<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua regularidade fiscal: </div><div class="t m0 x36 h30 y417 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5"> prova de inscrição no Cadastro Nacional de Pessoas Jurídicas (CNPJ); </span></span></div><div class="t m0 x36 h30 y418 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _8"></span>de <span class="_ _8"></span>inscrição no <span class="_ _8"></span>cadastro <span class="_ _8"></span>de contribuintes estadual <span class="_ _8"></span>ou <span class="_ _8"></span>municipal, se <span class="_ _8"></span>houver, <span class="_ _8"></span>relativo ao </div><div class="t m0 x37 h7 y419 ff5 fs0 fc0 sc0 ls0 ws0">domicílio <span class="_ _5"></span>ou <span class="_ _5"></span>sede <span class="_ _5"></span>do <span class="_ _5"></span>candidato, <span class="_ _7"></span>pertinente <span class="_ _5"></span>ao <span class="_ _5"></span>seu <span class="_ _5"></span>ramo <span class="_ _5"></span>de <span class="_ _5"></span>atividade <span class="_ _5"></span>e <span class="_ _5"></span>compatível <span class="_ _5"></span>com <span class="_ _5"></span>o </div><div class="t m0 x37 h7 y41a ff5 fs0 fc0 sc0 ls0 ws0">objeto contratual; </div><div class="t m0 x36 h30 y41b ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _2c"></span>de <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>junto <span class="_ _2c"></span>à <span class="_ _2c"></span>Fazenda <span class="_ _2c"></span>Pública <span class="_ _2c"></span>Federal, <span class="_ _2c"></span>Estadual <span class="_ _2c"></span>e <span class="_ _2c"></span>Municipal <span class="_ _2c"></span>do <span class="_ _2c"></span>domicílio </span></span></div><div class="t m0 x37 h7 y41c ff5 fs0 fc0 sc0 ls0 ws0">ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y41d ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _2c"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>por </div><div class="t m0 x37 h7 y41e ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _5"></span>de <span class="_ _5"></span>Serviço <span class="_ _4"></span>(FGTS), <span class="_ _5"></span>demonstrando <span class="_ _5"></span>situação <span class="_ _5"></span>regular <span class="_ _4"></span>no <span class="_ _5"></span>cumprimento <span class="_ _5"></span>dos <span class="_ _4"></span>encargos </div><div class="t m0 x37 h7 y41f ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h30 y420 ff5 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _3c"> </span></span>Ficam dispensados da apresentação dos documentos <span class="_ _8"></span>citad<span class="ffe">os nas alíneas “c” <span class="_ _8"></span>e “d”, relativos a </span></div><div class="t m0 x0 h7 y421 ff5 fs0 fc0 sc0 ls0 ws0">sua <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>fiscal, <span class="_ _a"></span>os <span class="_ _2c"></span>órgãos <span class="_ _2c"></span>e <span class="_ _a"></span>entidades <span class="_ _2c"></span>da <span class="_ _2c"></span>administração <span class="_ _2c"></span>direta, <span class="_ _a"></span>suas <span class="_ _2c"></span>autarquias <span class="_ _2c"></span>e <span class="_ _a"></span>funda<span class="_ _8"></span>ções </div><div class="t m0 x0 h7 y465 ff5 fs0 fc0 sc0 ls0 ws0">públicas. </div><div class="t m0 x0 h30 y466 ff5 fs0 fc0 sc0 ls0 ws0">3<span class="ff11"> <span class="_ _10"> </span></span>Relativos <span class="_ _2c"></span>a <span class="_ _7"></span>sua <span class="_ _5"></span>qualificação <span class="_ _7"></span>econômico-financeira <span class="_ _7"></span>(exceto <span class="_ _5"></span>entidades <span class="_ _7"></span>da <span class="_ _7"></span>administração <span class="_ _7"></span>pública </div><div class="t m0 x36 h7 y467 ff5 fs0 fc0 sc0 ls0 ws0">direta e indireta, nas esferas federal, estadual e municipal): </div><div class="t m0 x0 h30 y349 ff5 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _3c"> </span></span>Certidão <span class="_ _33"> </span>negativa <span class="_ _22"> </span>de <span class="_ _33"> </span>falência <span class="_ _33"> </span>ou <span class="_ _22"> </span>recuperação <span class="_ _33"> </span>judicial/extrajudicial <span class="_ _22"> </span>expedida <span class="_ _33"> </span>pelo </div><div class="t m0 x0 h7 y425 ff5 fs0 fc0 sc0 ls0 ws0">distribuidor <span class="_ _1b"> </span>da <span class="_ _1c"> </span>sede <span class="_ _1c"> </span>da <span class="_ _1c"> </span>pessoa <span class="_ _1c"> </span>jurídica, <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>de <span class="_ _1b"> </span>execução <span class="_ _1c"> </span>patrimonial, <span class="_ _1c"> </span>expedida <span class="_ _1c"> </span>no <span class="_ _1c"> </span>domicílio <span class="_ _1b"> </span>do </div><div class="t m0 x0 h7 y468 ff5 fs0 fc0 sc0 ls0 ws0">requerente; </div><div class="t m0 x0 h30 y427 ff5 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _3c"> </span></span>Parecer  de <span class="_ _1c"> </span>Contador<span class="_ _8"></span>  que <span class="_ _18"> </span>possua  certidão <span class="_ _18"> </span>emitida  pelo  Ca<span class="_ _0"></span>dastro  Nacional <span class="_ _18"> </span>de  Auditores </div><div class="t m0 x0 h7 y469 ff5 fs0 fc0 sc0 ls0 ws0">Independentes (CNAI)</div></div><div class="c x1 y1 w16 h0"><div class="t m0 x46 ha y46a ff5 fs3 fc0 sc0 ls0 ws0">4</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x47 h7 y469 ff5 fs0 fc0 sc0 ls0 ws0">, ou, alternativamente, atendimento ao seguinte: </div><div class="t m0 x36 h30 y42a ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Balanço <span class="_ _5"></span>patrim<span class="_ _8"></span>onial <span class="_ _5"></span>e <span class="_ _4"></span>demonstrações <span class="_ _4"></span>contábeis <span class="_ _4"></span>do <span class="_ _4"></span>último <span class="_ _4"></span>exercício <span class="_ _4"></span>social, <span class="_ _4"></span>já <span class="_ _4"></span>exigíveis <span class="_ _4"></span>e </span></span></div><div class="t m0 x37 h7 y42b ff5 fs0 fc0 sc0 ls0 ws0">apresentados <span class="_ _8"></span>na <span class="_ _a"></span>forma <span class="_ _8"></span>da <span class="_ _a"></span>lei, <span class="_ _a"></span>que <span class="_ _a"></span>comprovem <span class="_ _8"></span>a <span class="_ _a"></span>boa <span class="_ _8"></span>situação <span class="_ _a"></span>financeira <span class="_ _8"></span>da <span class="_ _a"></span>empresa, <span class="_ _a"></span>vedada </div><div class="t m0 x37 h7 y1f ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _21"> </span>sua <span class="_ _b"> </span>substit<span class="_ _8"></span>uição <span class="_ _21"> </span>por <span class="_ _b"> </span>balancetes <span class="_ _21"> </span>ou <span class="_ _21"> </span>balanços <span class="_ _21"> </span>provisórios; <span class="_ _b"> </span>acompanhados <span class="_ _21"> </span>de <span class="_ _21"> </span>planilha </div><div class="t m0 x37 h7 y334 ff5 fs0 fc0 sc0 ls0 ws0">evidenciando os cálculos previstos na alínea seguinte. </div><div class="t m0 x36 h30 y42d ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Será <span class="_ _1b"> </span>considerada <span class="_ _1b"> </span>em <span class="_ _1c"> </span>boa <span class="_ _1b"></span>situação <span class="_ _1b"> </span>econômico-financeira <span class="_ _1b"> </span>o <span class="_ _1b"> </span>cand<span class="_ _8"></span>idato <span class="_ _1b"> </span>que <span class="_ _1b"> </span>demonstrar, <span class="_ _1b"> </span>no </div><div class="t m0 x37 h7 y42e ff5 fs0 fc0 sc0 ls0 ws0">exercício <span class="_ _8"></span>referido <span class="_ _a"></span>nas <span class="_ _8"></span>demonstrações <span class="_ _a"></span>financeiras, <span class="_ _8"></span>possuir <span class="_ _a"></span>RSPL <span class="_ _8"></span>(retor<span class="_ _8"></span>no <span class="_ _8"></span>sobre <span class="_ _a"></span>o <span class="_ _8"></span>patrimônio </div><div class="t m0 x37 h7 y42f ff5 fs0 fc0 sc0 ls0 ws0">líquido) <span class="_ _4"></span>igual <span class="_ _1b"></span>ou <span class="_ _4"></span>superior <span class="_ _4"></span>à <span class="_ _1b"></span>TJLP <span class="_ _4"></span>média <span class="_ _4"></span>(Taxa <span class="_ _4"></span>de <span class="_ _1b"> </span>Juros <span class="_ _4"></span>de <span class="_ _4"></span>Longo <span class="_ _1b"> </span>Prazo, <span class="_ _4"></span>aprovada <span class="_ _4"></span>pelo </div><div class="t m0 x48 h7 y431 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w16 h0"><div class="t m0 x0 h41 y432 ff5 fs6 fc0 sc0 ls0 ws0">4</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x49 h42 y433 ff5 fs1 fc0 sc0 ls0 ws0"> <span class="_ _8"></span> <span class="_ _a"></span>Cadastro <span class="_ _a"></span>Nacional <span class="_ _a"></span>de <span class="_ _8"></span>Auditores <span class="_ _a"></span>Independentes <span class="_ _8"></span>(CNAI) <span class="_ _a"></span>regulamentado <span class="_ _a"></span>pela <span class="_ _8"></span>Resolução <span class="_ _a"></span>do <span class="_ _a"></span>CFC-Conselho <span class="_ _a"></span>Federal <span class="_ _8"></span>de </div><div class="t m0 x0 h42 y434 ff5 fs1 fc0 sc0 ls0 ws0">Contabilidade, nº 1.019, de <span class="_ _0"></span>18.02.2005. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">48</span> </div><div class="t m0 x37 h7 y14c ff5 fs0 fc0 sc0 ls0 ws0">Conselho <span class="_ _8"></span>Monetário <span class="_ _8"></span>Nacional, <span class="_ _8"></span>divulgada <span class="_ _8"></span>pelo <span class="_ _8"></span>Banco <span class="_ _8"></span>Centr<span class="_ _8"></span>al <span class="_ _8"></span>do <span class="_ _8"></span>Brasil <span class="_ _8"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>código <span class="_ _8"></span>256) <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">ser calculado da seguinte maneira: </div><div class="t m0 x0 h7 y1b0 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4b h7 y46c ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y46d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y46e ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y46f ff5 fs0 fc0 sc0 ls0 ws0">Onde: </div><div class="t m0 x3d h7 y470 ff5 fs0 fc0 sc0 ls0 ws0">RSPL = Retorno Sobre o Patrimônio Líquido; </div><div class="t m0 x3d h7 y471 ff5 fs0 fc0 sc0 ls0 ws0">LL = Lucro Líquido do exercício; </div><div class="t m0 x3d h7 y472 ff5 fs0 fc0 sc0 ls0 ws0">PL = (patrimônio líquido inicial + patrimônio líquido final)/2; </div><div class="t m0 x3d h7 y473 ff5 fs0 fc0 sc0 ls0 ws0">TJLP = média das taxas a.a. divulgadas pelo BACEN no código 256 para o exercício. </div><div class="t m0 x0 h7 y474 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h30 y4b2 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Caso  o <span class="_ _1c"> </span>candidato  tenha <span class="_ _1c"> </span>obtido  prejuízo  no <span class="_ _1c"> </span>último  exercício <span class="_ _1c"> </span>social  exigível, <span class="_ _1c"> </span>poderá  ser </span></span></div><div class="t m0 x37 h7 y21d ff5 fs0 fc0 sc0 ls0 ws0">efetuado <span class="_ _a"></span>cálculo <span class="_ _2c"></span>da <span class="_ _8"></span>média <span class="_ _2c"></span>dos <span class="_ _8"></span>cinc<span class="_ _8"></span>o <span class="_ _a"></span>últimos <span class="_ _a"></span>exercícios <span class="_ _2c"></span>exigíveis. <span class="_ _8"></span>Para <span class="_ _2c"></span>tanto <span class="_ _8"></span>será <span class="_ _2c"></span>apurada <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y4b3 ff5 fs0 fc0 sc0 ls0 ws0">média aritmética <span class="_ _8"></span>do patrimônio <span class="_ _8"></span>líquido <span class="_ _8"></span>dos cinco <span class="_ _8"></span>últimos <span class="_ _8"></span>balanços, exigíveis <span class="_ _8"></span>pela legisl<span class="_ _8"></span>ação </div><div class="t m0 x37 h7 y4b4 ff5 fs0 fc0 sc0 ls0 ws0">vigente, <span class="_ _8"></span>e <span class="_ _a"></span>a <span class="_ _8"></span>respectiva <span class="_ _a"></span>média <span class="_ _8"></span>aritmética <span class="_ _8"></span>dos <span class="_ _a"></span>resultados <span class="_ _a"></span>obtidos <span class="_ _8"></span>em <span class="_ _a"></span>cada <span class="_ _8"></span>balanço <span class="_ _a"></span>patrimonial </div><div class="t m0 x37 h7 y45 ff5 fs0 fc0 sc0 ls0 ws0">considerado <span class="_ _7"></span>na <span class="_ _7"></span>apuração <span class="_ _7"></span>da <span class="_ _7"></span>média <span class="_ _2c"></span>do <span class="_ _5"></span>PL. <span class="_ _2c"></span>Neste <span class="_ _7"></span>cas<span class="_ _8"></span>o, <span class="_ _2c"></span>a <span class="_ _7"></span>comparação <span class="_ _7"></span>será <span class="_ _7"></span>realizada <span class="_ _7"></span>com <span class="_ _7"></span>a </div><div class="t m0 x37 h7 y4b5 ff5 fs0 fc0 sc0 ls0 ws0">menor TJLP divulgada para o mesmo período a que se referir a média do patrimônio líquido. </div><div class="t m0 x36 h30 y4b6 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span><span class="ffe">Caso <span class="_ _5"> </span>o <span class="_ _5"></span>resultado <span class="_ _5"></span>obtido <span class="_ _7"></span>na <span class="_ _5"> </span>alínea <span class="_ _5"></span>“b” <span class="_ _5"></span>ou <span class="_ _7"></span>“c” <span class="_ _5"> </span>seja <span class="_ _5"></span>menor <span class="_ _5"></span>que <span class="_ _7"></span>a <span class="_ _5"> </span>TJLP, <span class="_ _5"></span>mas <span class="_ _7"></span>for <span class="_ _5"> </span>maior <span class="_ _5"></span>que </span></span></div><div class="t m0 x37 h7 y4b7 ff5 fs0 fc0 sc0 ls0 ws0">zero, <span class="_ _5"></span>o <span class="_ _5"></span>candidato <span class="_ _4"></span>deverá <span class="_ _5"></span>comprovar, <span class="_ _5"></span>com <span class="_ _5"></span>base <span class="_ _4"></span>nos <span class="_ _5"></span>documentos <span class="_ _4"></span>exigidos <span class="_ _5"></span>nesta <span class="_ _5"></span>resolução, </div><div class="t m0 x37 h7 y160 ff5 fs0 fc0 sc0 ls0 ws0">que possui PL igual ou superior a R$ 1.000.000,00. </div><div class="t m0 x36 h30 y4b8 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Caso <span class="_ _7"></span>a <span class="_ _5"></span>empresa <span class="_ _5"></span>tenha <span class="_ _5"></span>sido <span class="_ _7"></span>criada <span class="_ _5"></span>a <span class="_ _5"></span>menos <span class="_ _5"></span>de <span class="_ _7"></span>um <span class="_ _5"></span>ano <span class="_ _5"></span>e <span class="_ _5"></span>não <span class="_ _7"></span>seja <span class="_ _5"></span>exigível, <span class="_ _5"></span>nos <span class="_ _5"></span>termos <span class="_ _5"></span>da </span></span></div><div class="t m0 x37 h7 y4b9 ff5 fs0 fc0 sc0 ls0 ws0">legislação vigente, a <span class="_ _8"></span>apresentação de balanço <span class="_ _8"></span>patrimonial e <span class="_ _8"></span>demonstração contábil do últ<span class="_ _8"></span>imo </div><div class="t m0 x37 h7 y449 ff5 fs0 fc0 sc0 ls0 ws0">exercício, <span class="_ _9"> </span>deverá <span class="_ _b"> </span>apresentar <span class="_ _9"> </span>ap<span class="_ _8"></span>ólice <span class="_ _b"> </span>de <span class="_ _9"> </span>contrato <span class="_ _b"> </span>de <span class="_ _9"> </span>seguro <span class="_ _b"> </span>de <span class="_ _b"> </span>responsabilidade  civil <span class="_ _b"> </span>e </div><div class="t m0 x37 h7 y44a ff5 fs0 fc0 sc0 ls0 ws0">operacional no valor mínimo de R$ 1.000.000,00. </div><div class="t m0 x36 h30 y4ba ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">cas<span class="_ _8"></span>o <span class="_ _2c"></span>a <span class="_ _a"></span>empresa <span class="_ _2c"></span>tenha <span class="_ _a"></span>sido <span class="_ _2c"></span>criada <span class="_ _a"></span>a <span class="_ _2c"></span>mais <span class="_ _a"></span>de <span class="_ _2c"></span>um <span class="_ _a"></span>ano, <span class="_ _2c"></span>porém <span class="_ _2c"></span>tenha <span class="_ _a"></span>ficado <span class="_ _2c"></span>inativa <span class="_ _a"></span>no <span class="_ _2c"></span>período </span></span></div><div class="t m0 x37 h7 y4bb ff5 fs0 fc0 sc0 ls0 ws0">da  apresentação <span class="_ _18"> </span>do  balanço <span class="_ _1c"> </span>patrimonial  e  demonstrações <span class="_ _1c"> </span>contá<span class="_ _8"></span>beis  do  último <span class="_ _18"> </span>exercício </div><div class="t m0 x37 h7 y4bc ff5 fs0 fc0 sc0 ls0 ws0">social, deverá <span class="_ _8"></span>apresentar <span class="_ _8"></span>Declaração <span class="_ _8"></span>de <span class="_ _8"></span>Informações <span class="_ _8"></span>Socioeconômicas e <span class="_ _8"></span>Fiscais <span class="_ _8"></span>(DEFIS) <span class="_ _8"></span>ou </div><div class="t m0 x37 h7 y4bd ff5 fs0 fc0 sc0 ls0 ws0">Declaração <span class="_ _1c"> </span>de  Créditos <span class="_ _1c"> </span>Tributários  e <span class="_ _1c"> </span>Débitos <span class="_ _18"> </span>Federais <span class="_ _1c"> </span>(DCTF),  encaminhada <span class="_ _1c"> </span>à  Receita<span class="_ _0"></span> </div><div class="t m0 x37 h7 y4be ff5 fs0 fc0 sc0 ls0 ws0">Federal, <span class="_ _1c"> </span>comprovando <span class="_ _1c"> </span>a <span class="_ _18"> </span>inatividade, <span class="_ _1c"> </span>bem <span class="_ _1c"> </span>como <span class="_ _18"> </span>deverá <span class="_ _1c"> </span>atender <span class="_ _1c"> </span>a<span class="_ _8"></span>o <span class="_ _1c"> </span>requisito  p<span class="_ _0"></span>revisto <span class="_ _1c"> </span>na </div><div class="t m0 x37 h7 y4bf ffe fs0 fc0 sc0 ls0 ws0">alínea “e”.<span class="ff5"> </span></div><div class="t m0 x0 h30 y4c0 ff5 fs0 fc0 sc0 ls0 ws0">4<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua qualifica<span class="_ _0"></span>ção técnica: </div><div class="t m0 x36 h30 y2f1 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Declaração <span class="_ _5"></span>de <span class="_ _4"></span>Práticas <span class="_ _4"></span>de <span class="_ _4"></span>Carimbo <span class="_ _5"></span>do <span class="_ _4"></span>Tempo <span class="_ _4"></span>(DPCT), <span class="_ _4"></span>atendendo <span class="_ _4"></span>às <span class="_ _4"></span>condições <span class="_ _4"></span>mínimas </span></span></div><div class="t m0 x37 h7 y4c1 ff5 fs0 fc0 sc0 ls0 ws0">estabelecidas <span class="_ _7"></span>pelo <span class="_ _7"></span>documento <span class="_ _7"></span>REQUISITOS <span class="_ _7"></span>MÍNIMOS <span class="_ _7"></span>PARA <span class="_ _7"></span>AS <span class="_ _7"></span>DECLARAÇÕES <span class="_ _7"></span>DE<span class="_ _8"></span> </div><div class="t m0 x37 h7 y4c2 ff5 fs0 fc0 sc0 ls0 ws0">PRÁTICAS DAS AUTORIDADES DE CARIMBO DO TEMPO DA ICP- BRASIL [6]; </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">49</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Políticas <span class="_ _2c"></span>de <span class="_ _8"></span>Carimbo <span class="_ _a"></span>do <span class="_ _a"></span>Tempo <span class="_ _2c"></span>(PCT), <span class="_ _8"></span>atendendo <span class="_ _a"></span>às <span class="_ _a"></span>condiç<span class="_ _8"></span>ões <span class="_ _a"></span>mínimas <span class="_ _a"></span>estabelecidas <span class="_ _a"></span>pelo </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">documento <span class="_ _8"></span>REQUISITOS <span class="_ _8"></span>MÍNIMOS <span class="_ _a"></span>PARA <span class="_ _8"></span>AS <span class="_ _8"></span>POLÍTICAS <span class="_ _a"></span>DE <span class="_ _8"></span>CARIMBO <span class="_ _8"></span>DO <span class="_ _a"></span>TEMPO </div><div class="t m0 x37 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">NA ICP-BRASIL [7]; e </div><div class="t m0 x36 h30 y1b1 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Política <span class="_ _5"></span>de <span class="_ _7"></span>Segurança <span class="_ _5"></span>(PS), <span class="_ _5"></span>atendendo <span class="_ _5"></span>às <span class="_ _5"></span>condições <span class="_ _5"></span>mínimas <span class="_ _5"></span>estabelecidas <span class="_ _5"></span>na <span class="_ _5"></span>POLÍTICA </span></span></div><div class="t m0 x37 h7 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">DE SEGURANÇA DA ICP-BRASIL[12]. </div><div class="t m0 x0 h7 y1b3 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y3be ff6 fs0 fc0 sc0 ls0 ws0">NOTA <span class="_ _2c"></span>1<span class="ff5">: <span class="_ _2c"></span>Na <span class="_ _2c"></span>hipót<span class="_ _8"></span>ese <span class="_ _2c"></span>de <span class="_ _2c"></span>o <span class="_ _2c"></span>candidato <span class="_ _2c"></span>já <span class="_ _7"></span>estar <span class="_ _2c"></span>credenciado <span class="_ _2c"></span>como <span class="_ _2c"></span>ACT <span class="_ _2c"></span>e<span class="_ _8"></span>m <span class="_ _2c"></span>relação <span class="_ _2c"></span>a <span class="_ _2c"></span>outra <span class="_ _2c"></span>PCT, <span class="_ _2c"></span>o<span class="_ _8"></span> </span></div><div class="t m0 x0 h7 y3a4 ffe fs0 fc0 sc0 ls0 ws0">documento a apresentar fica restrito àquele descrito no it<span class="_ _8"></span>em 4, alínea “b”. Nessa mesma hipó<span class="_ _8"></span><span class="ff5">tese, os </span></div><div class="t m0 x0 h7 y356 ff5 fs0 fc0 sc0 ls0 ws0">demais <span class="_ _9"> </span>documentos <span class="_ _9"> </span>deverão <span class="_ _b"> </span>ser <span class="_ _9"> </span>reapresentados <span class="_ _9"> </span>apenas <span class="_ _b"> </span>se  modificados <span class="_ _b"> </span>em <span class="_ _9"> </span>relação <span class="_ _9"> </span>às <span class="_ _b"> </span>versões </div><div class="t m0 x0 h7 y357 ff5 fs0 fc0 sc0 ls0 ws0">anteriormente entregues. </div><div class="t m0 x0 h7 y358 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y4c3 ff6 fs0 fc0 sc0 ls0 ws0">NOTA 2<span class="ff5">: Na hipótese de o candidato a ACT ser pessoa jurídica de direito público deverá apresentar </span></div><div class="t m0 x0 h7 y4c4 ff5 fs0 fc0 sc0 ls0 ws0">a seguinte documentação, se aplicável: </div><div class="t m0 x36 h30 y4c5 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova de inscrição no Cadastro Nacional de Pessoas Jurídicas (CNPJ); </span></span></div><div class="t m0 x36 h30 y4c6 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>ato constitutivo; </div><div class="t m0 x36 h30 y341 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">prova <span class="_ _b"> </span>de <span class="_ _9"> </span>regularidade <span class="_ _b"> </span>junto <span class="_ _b"> </span>às <span class="_ _9"> </span>Fazendas <span class="_ _b"> </span>Públicas <span class="_ _b"> </span>Federal, <span class="_ _9"> </span>Estaduais <span class="_ _b"> </span>e <span class="_ _b"> </span>Municipais <span class="_ _b"> </span>do </span></span></div><div class="t m0 x37 h7 y4c7 ff5 fs0 fc0 sc0 ls0 ws0">domicílio ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y4c8 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>prova <span class="_ _7"></span>de <span class="_ _7"></span>regularidade <span class="_ _2c"></span>do <span class="_ _7"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _7"></span>Seguridade <span class="_ _2c"></span>Social <span class="_ _7"></span>e <span class="_ _2c"></span>ao <span class="_ _7"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _7"></span>por </div><div class="t m0 x37 h7 y4c9 ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _5"></span>de <span class="_ _5"></span>Serviço <span class="_ _4"></span>(FGTS), <span class="_ _5"></span>demonstrando <span class="_ _5"></span>situação <span class="_ _5"></span>regular <span class="_ _4"></span>no <span class="_ _5"></span>cumprimento <span class="_ _5"></span>dos <span class="_ _4"></span>encargos </div><div class="t m0 x37 h7 y2a7 ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h7 y2e4 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y4ca ff6 fs0 fc0 sc0 ls0 ws0">NOTA  3<span class="ff5">:  As <span class="_ _9"> </span>empresas <span class="_ _9"> </span>cadastradas  no <span class="_ _9"> </span>Sistema <span class="_ _9"> </span>Unificado  de <span class="_ _9"> </span>Cadast<span class="_ _8"></span>ramento  de  Fornecedores </span></div><div class="t m0 x0 h7 y4cb ff5 fs0 fc0 sc0 ls0 ws0">(SICAF), <span class="_ _2c"></span>registr<span class="_ _8"></span>o <span class="_ _2c"></span>cadastral <span class="_ _7"></span>oficial <span class="_ _7"></span>do <span class="_ _2c"></span>Poder <span class="_ _7"></span>Executivo <span class="_ _7"></span>Federal, <span class="_ _2c"></span>poder<span class="_ _8"></span>ão, <span class="_ _2c"></span>para <span class="_ _7"></span>fins <span class="_ _7"></span>do <span class="_ _7"></span>disposto <span class="_ _7"></span>no </div><div class="t m0 x0 h7 y4cc ff5 fs0 fc0 sc0 ls0 ws0">item 2, apresentar seu extrato. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">50</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">ANEXO V - DOCUMENTOS PARA<span class="_ _8"></span> CREDENCIAMENTO DE PRESTADOR </div><div class="t m0 x0 hb y4cd ff6 fs4 fc0 sc0 ls0 ws0">DE SERVIÇOS BIOMÉTRICOS <span class="_ _8"></span>- PSBio </div><div class="t m0 x0 h7 y4ce ff5 fs0 fc0 sc0 ls0 ws0"> O <span class="_ _2c"></span>candidato <span class="_ _2c"></span>a <span class="_ _7"></span>desenvolver <span class="_ _2c"></span>as <span class="_ _2c"></span>atividades <span class="_ _7"></span>de <span class="_ _2c"></span>PSBio <span class="_ _2c"></span>deve <span class="_ _7"></span>entregar <span class="_ _2c"></span>ao <span class="_ _2c"></span>ITI <span class="_ _7"></span>os <span class="_ _2c"></span>seguintes <span class="_ _2c"></span>documentos </div><div class="t m0 x0 h7 y4cf ff5 fs0 fc0 sc0 ls0 ws0">atualizados, <span class="_ _4"></span>por <span class="_ _1b"> </span>intermédio <span class="_ _4"></span>da <span class="_ _1b"> </span>cadeia <span class="_ _1b"></span>hierárquica <span class="_ _4"></span>da <span class="_ _1b"></span>AC <span class="_ _4"></span>ou <span class="_ _1b"></span>candidata <span class="_ _4"></span>a <span class="_ _1b"></span>AC <span class="_ _4"></span>à <span class="_ _1b"></span>qual <span class="_ _4"></span>pretende <span class="_ _1b"> </span>se </div><div class="t m0 x0 h7 y4d0 ff5 fs0 fc0 sc0 ls0 ws0">vincular: </div><div class="t m0 x0 h30 y4d1 ff5 fs0 fc0 sc0 ls0 ws0">1<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua habilitação jurídica: </div><div class="t m0 x36 h30 y3bf ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Ato constitutivo, devidamente registrado no órgão competente; e </span></span></div><div class="t m0 x36 h30 y4d2 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Documentos da eleição de seus administradores, quando aplicável; </div><div class="t m0 x0 h30 y4d3 ff5 fs0 fc0 sc0 ls0 ws0">2<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua regularidade fiscal: </div><div class="t m0 x36 h30 y4d4 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y4d5 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Prova <span class="_ _8"></span>de inscrição <span class="_ _8"></span>no cadastro <span class="_ _8"></span>de contribuintes estadual ou <span class="_ _8"></span>municipal, se <span class="_ _8"></span>houver, relativo <span class="_ _8"></span>ao </div><div class="t m0 x37 h7 y4d6 ff5 fs0 fc0 sc0 ls0 ws0">domicílio <span class="_ _5"></span>ou <span class="_ _5"></span>sede <span class="_ _5"></span>do <span class="_ _5"></span>candidato, <span class="_ _7"></span>pertinente <span class="_ _5"></span>ao <span class="_ _5"></span>seu <span class="_ _5"></span>ramo <span class="_ _5"></span>de <span class="_ _5"></span>atividade <span class="_ _5"></span>e <span class="_ _5"></span>compatível <span class="_ _5"></span>com <span class="_ _5"></span>o </div><div class="t m0 x37 h7 y4d7 ff5 fs0 fc0 sc0 ls0 ws0">objeto contratual; </div><div class="t m0 x36 h30 y4b2 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Prova <span class="_ _2c"></span>de <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>junto <span class="_ _a"></span>à <span class="_ _2c"></span>Fazenda <span class="_ _2c"></span>Pública <span class="_ _2c"></span>Federal, <span class="_ _2c"></span>Estadual <span class="_ _2c"></span>e <span class="_ _2c"></span>Municipal <span class="_ _2c"></span>do <span class="_ _2c"></span>domicílio </span></span></div><div class="t m0 x37 h7 y21d ff5 fs0 fc0 sc0 ls0 ws0">ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y4d8 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>Prova <span class="_ _7"></span>de <span class="_ _2c"></span>regularidade <span class="_ _7"></span>do <span class="_ _2c"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _2c"></span>Seguridade <span class="_ _7"></span>Social <span class="_ _2c"></span>e <span class="_ _7"></span>ao <span class="_ _2c"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _2c"></span>por </div><div class="t m0 x37 h7 y4d9 ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargo<span class="ls4">s </span></div><div class="t m0 x37 h7 y4da ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h30 y4db ff5 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _3c"> </span><span class="ffe">Ficam dispensados da apresentação dos documentos <span class="_ _8"></span>citados nas alíneas “c” e “d”, <span class="_ _8"></span>relativos a </span></span></div><div class="t m0 x0 h7 y4dc ff5 fs0 fc0 sc0 ls0 ws0">sua <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>fiscal, <span class="_ _a"></span>os <span class="_ _2c"></span>órgãos <span class="_ _2c"></span>e <span class="_ _a"></span>entidades <span class="_ _2c"></span>da <span class="_ _2c"></span>administração <span class="_ _2c"></span>direta, <span class="_ _a"></span>suas <span class="_ _2c"></span>autarquias <span class="_ _2c"></span>e <span class="_ _a"></span>funda<span class="_ _8"></span>ções </div><div class="t m0 x0 h7 y4dd ff5 fs0 fc0 sc0 ls0 ws0">públicas. </div><div class="t m0 x0 h30 y490 ff5 fs0 fc0 sc0 ls0 ws0">3<span class="ff11"> <span class="_ _10"> </span></span>Relativos <span class="_ _2c"></span>a <span class="_ _7"></span>sua <span class="_ _5"></span>qualificação <span class="_ _7"></span>econômico-financeira <span class="_ _7"></span>(exceto <span class="_ _5"></span>entidades <span class="_ _7"></span>da <span class="_ _7"></span>administração <span class="_ _7"></span>pública </div><div class="t m0 x36 h7 y4de ff5 fs0 fc0 sc0 ls0 ws0">direta e indireta, nas esferas federal, estadual e municipal): </div><div class="t m0 x0 h30 y4df ff5 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _3c"> </span></span>Certidão <span class="_ _33"> </span>negativa <span class="_ _22"> </span>de <span class="_ _33"> </span>falência <span class="_ _33"> </span>ou <span class="_ _22"> </span>recuperação <span class="_ _33"> </span>judicial/extrajudicial <span class="_ _22"> </span>expedida <span class="_ _33"> </span>pelo </div><div class="t m0 x0 h7 y4e0 ff5 fs0 fc0 sc0 ls0 ws0">distribuidor <span class="_ _1b"> </span>da <span class="_ _1c"> </span>sede <span class="_ _1c"> </span>da <span class="_ _1c"> </span>pessoa <span class="_ _1c"> </span>jurídica, <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>de <span class="_ _1c"> </span>execução <span class="_ _1c"> </span>patrimonial, <span class="_ _1b"> </span>expedi<span class="_ _8"></span>da <span class="_ _1b"> </span>no <span class="_ _1c"> </span>domicílio <span class="_ _1c"> </span>do </div><div class="t m0 x0 h7 y4e1 ff5 fs0 fc0 sc0 ls0 ws0">requerente; </div><div class="t m0 x0 h30 y4e2 ff5 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _3c"> </span></span>Parecer  de <span class="_ _1c"> </span>Contador<span class="_ _8"></span>  que <span class="_ _1c"> </span>possua<span class="_ _8"></span>  certidão <span class="_ _1c"> </span>emitida  pelo  Cadastro  Nacional <span class="_ _1c"> </span>de  Auditores </div><div class="t m0 x0 h7 y4e3 ff5 fs0 fc0 sc0 ls0 ws0">Independentes <span class="_ _38"> </span>(CNAI)1, <span class="_ _38"> </span>atestando <span class="_ _38"> </span>a <span class="_ _38"> </span>boa <span class="_ _38"> </span>situação <span class="_ _38"> </span>econômico-fi<span class="_ _8"></span>nanceira <span class="_ _2d"> </span>do <span class="_ _38"> </span>candidato <span class="_ _38"> </span>ou<span class="_ _8"></span>, </div><div class="t m0 x0 h7 y4e4 ff5 fs0 fc0 sc0 ls0 ws0">alternativamente, atendimento ao seguinte: </div><div class="t m0 x36 h30 y4e5 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Balanço <span class="_ _5"></span>patrim<span class="_ _8"></span>onial <span class="_ _5"></span>e <span class="_ _4"></span>demonstrações <span class="_ _4"></span>contábeis <span class="_ _4"></span>do <span class="_ _4"></span>último <span class="_ _4"></span>exercício <span class="_ _4"></span>social, <span class="_ _4"></span>já <span class="_ _4"></span>exigíveis <span class="_ _4"></span>e </span></span></div><div class="t m0 x37 h7 y4e6 ff5 fs0 fc0 sc0 ls0 ws0">apresentados <span class="_ _8"></span>na <span class="_ _a"></span>forma <span class="_ _8"></span>da <span class="_ _a"></span>lei, <span class="_ _a"></span>que <span class="_ _8"></span>comprovem <span class="_ _a"></span>a <span class="_ _8"></span>boa <span class="_ _a"></span>situação <span class="_ _8"></span>financeira <span class="_ _a"></span>da <span class="_ _8"></span>empr<span class="_ _8"></span>esa, <span class="_ _8"></span>vedada </div><div class="t m0 x37 h7 y4e7 ff5 fs0 fc0 sc0 ls0 ws0">a <span class="_ _21"> </span>sua <span class="_ _21"> </span>substituição <span class="_ _21"> </span>por <span class="_ _21"> </span>balancetes <span class="_ _b"> </span>ou <span class="_ _21"> </span>balanços <span class="_ _21"> </span>provisório<span class="_ _8"></span>s, <span class="_ _21"> </span>acompanhados <span class="_ _21"> </span>de <span class="_ _21"> </span>planilha </div><div class="t m0 x37 h7 y4e8 ff5 fs0 fc0 sc0 ls0 ws0">evidenciando os cálculos previstos na alínea seguinte; </div><div class="t m0 x36 h30 y4e9 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Será <span class="_ _1b"> </span>considerada <span class="_ _1b"> </span>em <span class="_ _1c"> </span>boa <span class="_ _1b"></span>situação <span class="_ _1b"> </span>econômico-financeira <span class="_ _1b"> </span>o <span class="_ _1b"> </span>candidato <span class="_ _1b"> </span>que <span class="_ _1b"> </span>demons<span class="_ _8"></span>trar, <span class="_ _1b"></span>no </div><div class="t m0 x37 h7 y4ea ff5 fs0 fc0 sc0 ls0 ws0">exercício <span class="_ _8"></span>referido <span class="_ _a"></span>nas <span class="_ _8"></span>demonstrações <span class="_ _a"></span>financeiras, <span class="_ _8"></span>possuir <span class="_ _a"></span>RSPL <span class="_ _8"></span>(retor<span class="_ _8"></span>no <span class="_ _8"></span>sobre <span class="_ _a"></span>o <span class="_ _8"></span>patrimôn<span class="_ _8"></span>io </div><div class="t m0 x37 h7 y4eb ff5 fs0 fc0 sc0 ls0 ws0">líquido) <span class="_ _4"></span>igual <span class="_ _1b"></span>ou <span class="_ _4"></span>superior <span class="_ _4"></span>à <span class="_ _1b"></span>TJLP <span class="_ _4"></span>média <span class="_ _4"></span>(Taxa <span class="_ _4"></span>de <span class="_ _1b"> </span>Juros <span class="_ _4"></span>de <span class="_ _4"></span>Longo <span class="_ _1b"> </span>Prazo, <span class="_ _4"></span>aprovada <span class="_ _4"></span>pelo </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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89UM9yRsBCRMOlNTxosJIo4SMt1Fedmb12ZvdWiKf8Y9eB9/SfwWTfLtqoQbPxHV0SXWlGPSWfPShXEXOdlFCYi9MYDAACA5qH4BZWzaRIV9ok1RETkVPXH1r22aOfyytrJ5zwgTLXzXHXmY/S4AwAAgHOe5wIOMoGPgi3RK36z+h+fHV53HmYbllrnxLWTHQAAAECLavJ6Xyxk0lWf1CKiiF6jcs4//FWq2ts7VkzqcrF6HkU6lXhASJdyvdJvkIgi1NEaS6iZAwAAgNaa56R/dJcll/9JrYpvmujFrrKs0rzFu5evzt1exxuIiWn9sZ1lmiNCDaqrgM98JT6zpUjVK1XzzIkQc/WUJiz+M4hU/VU8/2cmqjFvXI3yPlMEi+c4fUIqe3YtVM/MczYyrbzjpTor4RRkOQAAAGjFeY6DTbbesZ1M/kGK+rXvOuiN2ytNel1vIie5nZqL1CCdpEyrrGOUgFCYalWYhSjfXbb5+N4tJ/bpQkmRsaM7D0wNba9ULS+hk5Tpznxn6cGTRw/nnyioKC2rrNBFN6tqiDU4xGJNCGvXqV1yp8jESDVYJd+pUmrslZmNZuN8V/n+vKNZJSePF54sdpS5NM2kmqyqJTkytnd8l07RiVHGdmop15x11kpaSQ1SzGhvBQAAgNaZ56oDXPWqWMLE0iEizixqJdWV50SCdHOQ2UYkpyuKxy36dYVFY8/7jD9Z1XnF7f9MC23/ffbuOz758wlXgVsRImKh2O/Dbup52R+GT4sOCjtuL1iw4f1lB9fklObZTW5Nodod1VjYoinxtqjL0oZO6D5qTMcBFlJrDU6QStFXH93+2f5vvzi0PtdZ5FZE/BajFbJqarQp7Ka+v3r04mnRarDv++3kvmTR3eW6g2pNg3x77yueuOQO1NEBAABAq8xzUnPtBiFiFhYmyinLdxthrtaoTpOu3jzwimAyE7Fb9GOughLF6bdhs8Z2cS/P2PjrlbOz9DxS2bufXL1k+ZF13eJS39yzYuepQ+XkJCay1nVsRqsoi13RMrS8V/cvf/2nz0fE935i6B0jU/qZSDEG8LpEW35o/ZzN7248/ZPOIlzfZRC7Wcuiojm73luyZ/nMAdf9YegtNsUoyjrJUVderfnniIjytTLcWAAAAHDONHF8KxtDWz0tlcKkk7hITrsrnl7zeqVZ8yY97wMWGhvX/4mRdykNTrcmRF/lbL3pv09mVeb55UETKSN7DHnkm5fWn95bzs56O6fV3j6Tpsj3p3685pNH/7llqV7VXW7pT9/e8PmT6/P3aaou7N9wXPWgOpYKU75e9syWN59b94YLy34BAABAK9OU+jkhYv6x8MjF783gqhZXTdeLK8tPVxQWaeX+ncmETDpf13nkS5c9HKHaGt62W5Gnvl5YoTo9A2V9BjC0C4n8cPfKMnLW+UYbmROCo0NMQUx0ylGY7yhx15pGxK66/rxh8eiOAwfFda0Q1983veNSxZPUqqKbRVcndLkkPSZVF8kszt1x+sCPhRl6dbATnenFbR8khMf+ut81GPEAAAAAbTPPMRFRqdu+8fS++l6t3q4oY9r3v3vQxGvTRphZCWTj5S5H1XhWT2uuMCsiUeawnyoKqjvASXXN38DwzkuufapHVAcmJhIXyZcZG29b/nTt8FfOzv8d2TgorsvW3AN7ijKq6yWFiEnR+Z4+17w45kHFM4aWK0m77uM/rsjaxJ4dsxCVK84/f7toYreRCUGRuHUAAACgDea5pkgOb39d38v6x3dT6porpJ5Ix0SkCHWxJgxP6Rtssq45tjOrIPeCdt3LykvyHaUa6TqTzrrOJETtzOHvTflrWkj7qkDIZqGrOw1Nj0nbmL/PLyyK0JGSHCHKLj2l+cdQVoiCLTYiMuYlYSIbqff0uTZUDao+bBEiUoULS4uQ5wAAAOA8znOe3JZZmnPfyuetZBqVPPDevteO7TQ4VLU0EumEmOjhvjc8fcl0m2JmIpdoJfbyiKBQt645NGeRvazCaS90lhU5Sstd9khLaOeQOCYRIWKq1LUTpacPFByr1F11HBTRyYoCnSgmKEIlv1G44lZo3ralR4tPDozrmhjSLiEkJtIW2j+h29i0wVbFrFTlPuPsFNw1AAAA0NbznCK1whLXsbyVzmQn9xdZm1Ye3zy6Xf+Pbnw+TLU2tF2mOAmdNfSmYMVipCcrm2KDI4jEoqrBqiXaEkqeOYfJGGGqE+VWFm8+sWdH9sEVR9bvLDjkUkXnuqd+c+luJhraoU+CLfqYM9+nxpCJyM6u94+sfv/IahZiYiayaEpCUEyP6JRp/a66qtuIYDIxshwAAACcB3kuMShmSpfR3gEBIlLudpwuL9ySvTfLXSh1ta66FVmdt+OrQz9M7j6ywZjIQxJ7tbOFN9wuqzEVaOVH8rK+z9j67fFtO3MPntZLNBadpeps6t6AkfJCyDyyw8C3Dv+P6hlvK+yZlMVu0o64TmWcPLXqi60Xbuo557LfXtC+G8ZBAAAAQJvPc6mh8bNHzTD5THQiIsRU7Kr4cN83/7fxzaP2U7WjkqbI4h+XT+h+CXkW8qqDqtOkHmNUqmMZL430jdl7v8rYdKDw2K78w0cLcyvZ7Zk6joiUqkpCaqifHlf9+dSIO4sry748vsnJWv0Fq/fuVGRN4d4rP571pyG339nvynCTDfcNAAAAtOE8x+Rpjqx+hpmIoswh0/te6dTdv/n+xbrWiKAtp/YVuMqJPJPA1RYk5n5J3Wq/6tBdf1z98it7P6v0xi/Vm7U8hRUik6akBMUOT+77Y3Hm9vyDDZxCWkTCxxOfW7Rz+TPfLz6tlboVvdayXVIj2DERUZ679JG183flHHj1yt+bWcWtAwAAAG01zzVAiFzueifcLXFVFDvKghVLfQubWsUUExpVe5t/3fDWvD3/1f167ZGwcJQpdHSHgRfG9+oYHt87tlOnyESzYrpx2VMN5zkiUonv7Xf1jb3GZZWc3n368MGiE6cqijJLc44W5x4vO1Xmsmus60x+1X2aIv85tPLXuROGJPTErQMAAADnW57TSTac3Df7h7f1esYMMLHCLFTvMhFmXQ0x+zdllpPrjd1f1ApzRMT9IjuvuPHF9pYwn9l9xU1U6CgN4HiZSCLNQZExHdNjOnqzo0Z6he76KS9zX17mOz9+tTp3u+azayZyKvru0xnIcwAAANCG85zOVEma22h3JTKmZSvXHF8cWP+7VfNOUUkd0UlImMJMweG2EGels776OZUVpdb6YydKT592FJPiu969x7VdL4m3+A2eYIc4M4tz6jv4Mpdj36mjleLWSNdJd5Omi2i6JrreNzYtJTROFQ5XrBfEdbsgrvuE7iNvWPqnlSe3eQfMCgmRUsd8KAAAAABtJM8JEW05/VPnVyb5ZCtxa5pDcznJrRm5p2bfMyISFiIaGNctyhRystLZpCGip4rzXeQmkdptuC7NTcYLIszsEm1T7v55Wz88WnGyviERbpZHV720rnCf3wQrTNQvIu3jyX9NCY0lEqMPX4hiGZKc/nXuNp29p89M0j44CvcNAAAAtNE8pxCJS7RTrpKaIY+9C3AJ1+48Z6z6wLf0utzU9GVP4yPbWcjkZlftkasv7/ykQ0T7X3UZbmLlZEXBy5s+enP/ly5Fr14ZrCadKMxku3/4DWtXPO3bimpseFvpoamfPjn70t90j+5gUtQyl+ONHZ//ffM7blV8TyRSt12Q1Av3DQAAALTRPFdnS2l1cqprlCgb1XNdzO3Hdxl2BsfXITQuMTjmkCOndkQr1Mtnrn4h6uuXFVbK3Ha7WRPFe0h1tM+6NTcTX9blwgRr1AlXgd8ZCNGG/H3j3p6ZGBJjVk1FFaV5emlVmPMERJPOU3qMSwiJxn0DAAAArUcLLXgg3gwUZw5/ctBtX0+bH2MNPYMN2UidOWiKWVfqDJOaInlqxSmlrMKiCQsJ2XT1kvZ9q6YEruFUeYFGejjbHhlyU50bFCa72X3YefIne1Yul/jVzIUrQc8Mvftv42aqgkmFAQAAoBUxNf8mhZhYFY4Q64D47n8f92D/dmlcT+Veo5jo/gETzWz6w5qFpVRZXxkiUnVleEzPJ0ffkxLavv/iWyvMbr9ih0qyf8zPGBzT5f4BkyJt4b9bPS9PSqWBCYiNjYsQcbQEzb/s99d3H62c6YkAAAAAnLs8F8Tmm3tdVqTbm7QhC5vDzEGh1qAYW3i7oMjksLjO0UkR5mCVmX1SV4jJOr3vlXa1joUZonSblWovD0EmVn494JohSb2WH1p3uDjrcFFWvqPYqbuYOEi1xAZHdYpI6BgWf0ly/xEd+ljYpJPMHfXAzsLDtWPfnhMH+8V0NrMyrdelIzv0+/7YjozinANFx7PK80odFWXuCofm1HVdURULmyIsoYlhsR1CY4cl9L608wWxtgjF50TMpNyZfoVd6hjrOiKhjxFsL4jrfm+va+q46KKEmYJw8wEAAECzYKnZNCkizEyN1VrVUmtQawMFuamvCQkboxyESCfRSYRIEyEiM7GJFf9D8ZxFgLsWnUgnEqpxLRRilZpyLWoMwuUzvAYAAAAAZ5fnpGq0ahMih9QOT1I150fN8GJMZ8KNbFlEyHeDfvnMuztvHz1uQnLynm31DqTO8Ffj9PzWKJP6QpsnclIDsyYHtlMAAACAM81ztSOLJwRpJEXO8pNl+YcLszJLcrPL8k47isrdjgpXpVNzCYlVMYeYbcEmW1xwVHJobOeIhK4xKXEhUaEmm7Heqwixz0wiIsLsiUS+j+uLkrWf1UWISGFuLMjVG78aylg1YyjXf2DeN0rNqOqfY/2G3DYaawEAAADOLs958ohGku8s25S9Z/G2T787vqNMKn1Wrxc2Bj/U3igRCVk0NdocOqn7qLsHT+oWmWRjU8OpCAAAAACaLc/pJIeKslYc/uHLzB825u4tdVdoXDVfcGBdybzbZyGLqAkhMWNTBl/dafio1IHh5mAEOgAAAIBmzXM+VWY6yaGy3EWbP3l116elSmXD7zWim2dZiAAoQn3DUv/xq1nDEtKtLTX1HQAAAMAvMM8RGc2gOtGnh9bO+OLvp6RE5zpL09lMpmu0w4bo5qs6XzTn0geSgrDQAgAAAEDz5bnjZXl/Wv3KR0fXVJDTm/D8iwuZhENUW2Jou/YhMWGWoDBLsFW1ELFLc5W6KkqcFdmlp7LK8ir0Sr3+oacslBaacE/va6/pdnHXyEQFPeoAAAAAzjrPkUby9r5V9/zveaei1V7/1KxzkiXmouR+k9PHXZzSL8xkU4m55rQcQiQkbpK8yuKvDm58c9fnO04fLGGHXs+4VSYK0yz/vuqpCV1GINABAAAAnG2eIyInyTVLf/9VziafNMcmXYlTwn8//Jbb+l8VqlqNKXbrqbyrfk4ncZFklub+7fs3/nNgZaWqizFZifjOzaYTKanW2P9Omd0nsqOC+dgAAAAAzjLPEdGe/KNTlz25p+SoECXbYm/qMW5K99E9YlODFTNRQIHLdxY3IdFJjpWc2pSz7+29X/3v+GYn6741f0wkIhEc9JcR99w3YIKZMUgCAAAA4OzynBBlVxbe+sETqTHJ/7j8t+Gqrbkqzdykf5e16+4V/5fhOEmkGKtjeQZYMJk1fnTgLX+86LYgzzR1AAAAAHBmeU6EmEudFRbVbFVNVHPprbMkRBkluQu2f/TJge8y7af8hsqadB7ePv3Vyx/tEdUBPxgAAACAM8xz1Z3gWnIdhwKt4pr3HllXsNdvBhQmuTR+8LIpsy2YnQ4AAAAgMLViE9d60AKi1eDZYx+IEhsJ11jUlOib7O3v7F3pJsHPBgAAACAQ6tNPP/1z7FeSQttd022k7tJ+zDuskVa15D3riv71kU0l9vIRHfqZFUUIo14BAAAAGlL3+q3njE5y/8oXXv1pmXEQ3nlSTDq/ednjU3uOrTm/CQAAAAD4U37u3fPMQZPD3Vbjr95o6VbkwwPfaC3aia/lSCN/BwAAAGhGP3P9HBHpJOuy99y0/KkTlfm+z9vI9PwlMwbFdG2LkY6JLDJFVT0AACAASURBVKqpS0yHKEsICQkTt81oCgAAAMhzgZq75b3frX/FZ6irEBEb09S1xctKzEJ9wjt+NnVusi2GfOZYBgAAAGjpPOc3YYn49GprkURi7CDPUTrpoz+sy9+rs37+VGQJdbLFLbniTyOT+iHOAQAAwDnLc0YOEbfoJlarQogIsUaittjYBCHKtOeNWfLrTD2P6Lxqm+xkjf3m1pdTgtpxzcXQAAAAAJqF/3gIEcmuLP737v/dv3y2m3TxhC12kXbv+8/8dcNbOY6iFsmVRClBMfcOnqTodJ51NDvqOH3zB48fdxQIETNjdAQAAAA0L5MnsBHrIkLy46mMZQfWzt35fmp4vLfhk4l0og2n9v375Or9+ceevGh6akR7tbnrmRSi+wdfd6Dg6IcHv3XoTuHqWOfb3Os3s4lfKPR9tb4//d5ee1O1d1Rnw3OdR8JEOomuUPWFZVpf/NMlb967ZPyfRnfobyQ61NEBAABAc/G0t2qiZ1UU6iQqkUY04u27Y4Oifpj2upXYGJrpIG3QvFt+opy/DL3r1l6/UoXDrcFhZlvzLvBKRBpJVkXBibLTDndlG72mqzI2/X3Lu5oifg3HHS3tvrn15dTgWIQ5AAAAaOY8p5P8dcPbf9m4RGMxapuEKdQcNCy+9/jkCx+4YPLiHcuWHvl+/YldFVTJQkxEwh2DYh8bdvttfX6lcvNMYmdM6+HNQG2zq5kQsV1zvrbzsxe3vJ/pOO1bEcdCKdbYBwZOnjFwYpBqwc0HAAAAzUIhIpeuJQbF/PmieyNMITqTMWlImcu+8vjm7QWHhGhf0fFVxzdXUCURCZPOFGUNe/DCqW6Xq9xpb7ZoWd26S0TUNscNMBEFqZYHB07+ftqrnWxxvo2xQnLUmffohlcWbPtI2uhELAAAANA685xJUaf1H39z+mUWNtXIH0w6iV5XB/5Qc9A9/a+ZPuiaUGswLqIfo4Ix2Rb12wtuVD096ao74Gks/9z24eHyU1g3AgAAAJoFHy89ffOnT2uquETblX/Iqbt9X460hHUIjs2xF+Q5inwm+yWbYu7frqtC3DG0/b+vetwsCnr4+4U6Ia7UXIt2LXv6h8UF7nJPehMiZhLqYG33xeQ56TGpuFIAAABwlkynSwsdToexGkOf0FQhIebjFadPu4qJqMhZWuQsJapuDU0JimtnDmNit8NJRMcrssv0yigliESozbSQVo9YDaCXXiOjUcVooK4ajitE7EltZFPNMwdMIqGH1szzNGRXNSkfd+Z9eODb9GG34xYEAACAs81z/RK6fHvHq0wiREwsJBrJqz98/PmxDXW+4TeDr7+88xCpDnhkMSaxaxtZTqh6JVWmql56dUU2oZr9+erjWZqVaz7n82ha3/FL93+z9vSPNZtX5ZSjEPcfAAAANEOeI8+cwlwVXpiJh6f0TY6qe1qNntEdue4qrTYQ6ESIWH7My1yducWpu/u263xhcu9ISwjVzHRCREJ2rfKbo9v2Fxx3izYgrsvFHfpbVbPfSWokR0tO/u/IxgJHSZ/Yzpd1vrCqD2J1wb15GcdKc/VaB9POEo77DwAAAJohz/1wbPcdy54zGg2rVoOgPL20RCrqyENMcRQergR5n7G4lS/vXZhsi2q1i3T5HpaL5auMTXd+/myelBGRqnNna9zS6//WNzqVuHqGFCZysfz+24Wv7P1MYzFKPjn4tsdH3O57hnbd/bcf3vnn5veK2S5MJl25KnnI3y//bZeQ9t5av2LNMeOrOZmVed5aPOMiWzT1ys4jcP8BAADA2VMfe+rxr7I2BwUHZ1aeynEXFUh5oZRXkstbXWcWlZikqk9YOVUWSHk5V3ZqlxwSHJwSnTCt93gTe0dxtjpVaznI+uw907/46z+2vVciDk9fN6YCvXzFwXWarseHtYu0hRJxpe78YN83v/92/tKM7zX2rJEhTJty95bYy7vEdIi0huhEBwpPzFz5wqK9n9oVt7E1nWV/yYn/7PrSolr6x3dXWTlUlD3lkz9tKTxoNO16G3tj1NB5ox8a33mIgrVcAQAA4OzTjjGfsE506fu//f7kTp+XhIhv7f6rVy7//UNf//O13Z/6prU4a+SBu98PUSxG5mNv3GuVnKR/fnjDXV/8X4GUE1HtoRssFKZb/zPhmctSL3j8u9fm7HxPY41IYc9gB88FYeEkjlx+yz8/2PXV/O1LS1RnrV0JC7PQ5e0Hzb764Ue/emnFiY3iu2wZkyI0e/iMhwZfj3W/AAAAoFmYiKjQUfrR3m9zK/L9oh4RWchkJsWimKqeMbqWkV2rXLLzc5uYJnS9qH1YNHHrDSZ23fX0miULty8tU12e1k7/4CnCXKJW3v+/2bf0v2rejqWaIkavQvFLfUxZVHTdR48eLTvpVvW60hiLQiL01altW968r9BVVmMLTCzUN6TjtD6/Qo4DAACA5sxz4dbQH3L3HCw5UR1wmGyKOTUsPiE4momSgmK6R3Y4UpztIo2IFKEyl/2J71+9u8814cGhzXg0OtHWk/u/OLyh2FGmEbHPKNrqIanGk77raHmGZzB5y/sU3n764KqsLbpKtXr4+Y9gzXScfu6Hf4lSZ7VZ1SpkRIftuaRSjdET7DeYgnSW0+4Sv81YSZ3Z97pZF94YYw333S8AAADA2WARIaJCZ9k7O//nZmGioyUn5//4Qc/oTutvfd1GrAgLUwW5By+49YCee3H7fhM7X8JEg+K7D0vq1VyLtxp+Kska+fZ9p7TSll47QdUpiK3lXCnEvvviWjtmYxpg5noPiUXVFSub7eKUBhPa3d2ufPnyR1TEOAAAAGhWRkMqRVlC779gkpFZ1mXtWbhzKROZiBVhJmYiEymKEBH3a9flwcHXVQ0naE5O0v6+5s3a1VoBEJ8FtepMXJ7RCJ5z1vmWLpddmz5y+qfPFnKFb/82v1My63xVyohse/6m/H31BUzWlUmpl9wzdMptHz2R7a53SrkozTZj0HVYRgMAAABaKs+RJxDJjtxDH/z0dWpkokU3EdWYaM6sqYlBUSRyuDArLTJRoeYZAWFkLY3olW2fvXfwa1HPYBuNTPzrTWmKUJI15ukR02/tfbmJlAHT3/h0//cvbv8gw36y5gaEhYe16/XcJfcOT+p9rPTUb1f+88usjcbcJd7gqAgPjO56U89xd/a5KtwS/PnkOX9et2TV8S1lUslEUjWYQiG6LGHw05fc3bddJ6Q5AAAAaHae9lZfOpGbtMyi3C6Rid76JJ0ks/hkXFh0iGJp3lBihKN9hceGvDG9XHFKi42SNevK9B5XPDnq7nhrhO+iEHuLjt/w4WP77Ce8cc2sK2PaD3xr4tOx1jBjUjonaTd/+uePjq2Rqmo+RejGzmNfv/KPQWySqjipkb4l79CUpX887iog8gyYuCS29xc3vBjMJtxtAAAA0OJ5zr9Xv2+FlXeB0lovnXWgEyfJ3V/+7c2DX3qGNBCREBN1jUiOtUV6BtV6l7M3HnqDVdWQWxJPX7gazwsRicJKbHDkTd3HTe4xxlyrw5+IFLvtqzO3vPfT18dKT3aKSJzW61ejOg4IUsy+p5pbUfjy9k+2nz6QZy9JDU+4OKnvTemXRpiDpGqWYO/8cj/mHXl1x6c/FR1zae5+MWkzB03uHpVMdV1lAAAAgGbOcz8LneSVXct+880/3IrvkXCMErp9+ptJtsgm5R/xGdPg+4BrjHmlOtOVLmIMneX6N24kyUC6wekkRKS0UAgGAAAAqPIzNwIK0cGirMdXv1wzzBGRjE0ZlGSL5OpIdPa74loRzudlEYVJGuwSyH7/bXBXiidPCm4yAAAAaFHKz7hvneRIae49Xz5fqNiro5AQEbVXwh8ZMpWbp0ZLRGpEOPbLaJ45hjnAikC/KewaKUEsvvWDAAAAAM3tZ6uf00iWZ/wwY/nz2VJcHXWYiShOD3ljwlOD23fn+iNTU3AjQyyqq92aHLk4gNeR4wAAAOC8ynPeOrANOXvu/OwvRWyv0YopYtKUp0ffO7bDgKp+Z1iyHgAAAODnznPGPGxCxMQ6yaHCrE8OfvfSjqUF1c2sREQipAo/PPDGu/td7V1EAWEOAAAA4GfPc56JTphII1m86/NZq18qV53im/eIiNiqK/ekX/vni6ebkOIAAAAAAhbAfCXeqdXOLM2RaCKn7cWfHljz7v6VG0/udbJWu1h6WMqckQ+MSR1o8cwPh0gHAAAA0Fx5jqSS5MuDG8akXRCkmFUiJjZWTaiKe0TGzL1cY0iBTuQibd2J3bPXvbEuZ3eZUsdy9caKDJ3M7T6f+o8ekR3w8wAAAABo/jwnROty917+7gPJoXGjOw6ekj5mWHIfMykmUpjIN9gZYxc0EjfJgcLjn+1fs+botjU5P9oVl3+Sk+pVFXoEJf33xjndQhNQIwcAAADQ/HlOiDLLT0354I9bSw8RMwmZRAk12VLC2yeGtAu1BIWag21sESI3ucvcjnKn/ZS98HjpqXx7kYtFai5g70sR7hWecmXn4b8eMKFjWHuqXk8MAAAAAJovz7lJv+OzZ9/N/FZnnYjYGKrK7F0stZ6Nkl+FnO8zTGTRlN/0n/L0yLuDsEo9AAAAwNmpN06JCDNtzd3/Scb3uqJ7nvS2rFJDE/3W7icnLERs1dURSX0ndxk1IrlPr5hUEyv4AQAAAAC0VJ5jZhI6XngyjIKdeqnLWLaq6ZiIhW1u06Ruox675I5u4QmqKJ4XBLMFAwAAAJytRtpbNZJcZ/HajO1LdizfkLXLobjdiggHsl1iYrPGPSM6Tu192bguQ9KjUq2sel4WY2grwhwAAABAC+e5qvQlbtELKstySvIOFR7PKM3NLsvLcxSXuxx2d6VTc+lCFlW1qZYgkzXGFp4QEtMhNC4tMikhvF1SaDurYqbqYbAAAAAAcM7zXM1sV6NWTTyd6Ywnsfw8AAAAwLkW6IgEI/ZJ7bZWIYVYIWZiJmlqmNMbGlYBAAAAAI1rcv1c89JIFCE0xQIAAACcsZ95xhDkOAAAAICz9DNP51tzxVcAAAAAaHt5DgAAAADOClZoAAAAAECeAwAAAADkOQAAAABAngMAAABAngMAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAOQ5AAAAAECeAwAAAADkOQAAAABAngMAAABAngMAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAOQ5AAAAAECeAwAAAADkOQAAAADkOQAAAABAngMAAAAA5DkAAAAAQJ4DAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAADkOQAAAADkOQAAAABAngMAAAAA5DkAAAAAQJ4DAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAADkOQAAAADkOQAAAABAngMAAAAA5DkAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAECeAwAAAADkOQAAAABAngMAAAAA5DkAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAECeAwAAAADkOQAAAABAngMAAAAA5DkAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAOQ5AAAAAECeAwAAAADkOQAAAABAngMAAABAngMAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAOQ5AAAAAECeAwAAAADkOQAAAABAngMAAABAngMAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAOQ5AAAAAECeAwAAAADkOQAAAADkOQAAAABAngMAAAAA5DkAAAAAQJ4DAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAADkOQAAAADkOQAAAABAngMAAAAA5DkAAAAAQJ4DAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAADkOQAAAADkOQAAAABAngMAAAAA5DkAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAECeAwAAAADkOQAAAABAngMAAAAA5DkAAAAA5DkAAAAAQJ4DAAAAAOQ5AAAAAECeAwAAAECeAwAAAADkOQAAAABAngMA8CEiuAgA8MtkwiUAgLaLmXERAADfYJHnAOC8+qUGAPAL/CqL9lYAQKoDAGjbkOcA4Pz8tgoAgDwHAAAAAMhzAAAAAIA8BwAAAADIcwAAAADIcwAAAACAPAcAAAAAyHMAAAAAgDwHAAAAgDwHAAAAAMhzAAAAAIA8BwAAAADIcwAAAADIcwAAAACAPAcAANB0IoKLAIA8BwAAbRgzI/YBEJEJlwAAANoSI5txAGWqigUY+wDaLtTPAQBAGwlyqGYDQJ4DAIA2DdVsAMhzAABwnsjJzmZmZnY4HL7P+1XgZWdlGcXsdjsuGiDPAQAAtAH1VeAxM9pqAXkOAACgLQU4v1eNWjpCDzxAngMAAGhtH16N5TP/YuiBB8hzAAAAAIA8BwAAAADIcwAAAACAPAcAAACAPAcAAAAAyHMAAAAAgDwHAAC/MEziN+uIENU1bwlmJzl7DcwI00Yn8/M97PNpPkLkOQAA+MVlkfP7TJvxxBvIxG00Lvse9vmU+JHnAACgbYUXYr+4wkTctBxznlXS+OUS71+9pyYitU+zvhPHKhrIcwAAAK0l1gRY8jxulm14xbMGlrs9H2K/SCDZtFmSfWtIwCb8+wcAgLYYU5i5d+/eRCSsExGLQkTCxEIH9x/yLd8nvbfUFVEOHjzoSTmeCj5E3nrzSpsLed6bpFmSfcNXoDVcHOQ5AABoY0JCQ5566injc5aYqlpbjY9WIiFN14goLDzUKMZGYmP2q0fRNM1kOs8/B5slihmXrhVGumY8Ku+m6txm7WdqF/uZL5EAALRZ+CX2i6XruojoooloIiJ6k997viovL7/uuuuIKD09vYFiW7ZsmTx5cnR0tKIoiYmJM2bMyMrKql3muuuui46OZmajTJ3Ffi7PPPNMIDnnj3/8o++7Fi1a5Fegf//+xktZWVnGMw6Ho77bxlumtsjIyDFjxrz55ps/y68+1M8BANT3fZdysrMTk5OoqgLIWwPECkVGRg8fPpyIpk+/Y8K1E7hmd2S73b7wlQUff/zxvn37ioqKLBZLdHT00CHDbrnllkmTJnk2JZKTk5OUnOTdsKceiYiIoqKi+g3oP/2OO2+55Raf48lNTE4wtm+z2Zr1XMl7CG2CpzXNe9m5ye9t03dmnacsRFu3bZ1y3eSjR48Se5qh6/zpLl++/JoJV4tOCYnxQ3td+NPe/QsXLvzP++9t3bq1U8dUnzLXiq4nJMYP6zXUKENE/3n/vW3btqWmdAz8eHVd79u3b0JCwqOPPjpu3LhGTyRA0dHRnTt39twJQkR06MhhIurcpRNVtb8TUWJiol/q6ty5s0IqEZWXl+eczK6+MURhUoT0OvvDVe3IUyY9Pd2vrvfYsWOrV69evXr1Bx98sGzZMtTPAQC0jvo5XbJPeL6L9+rds1fvnr169UpPT+/Vu2f3nt2sQTbPsEqmO6bf7vu+w4cPGx8hrFK/AX3HXTZ21JiRUTGRxqamTp3qqU/SJftEVtXQTEpPT++Z3iM9vWd6enqPHj2Cg4ONF6688kqf48nx5sXmPlfP/35ptVmts94xoJ9WLfMXLiCFIyMjH3vsMWLq1btnnT/d8vLy6OhoYpq/cJ4umi6apmkzZswgolFjRtcqs8Aoo+v6fffdd9999/kWC5CmaSNGjPBWhvXv3//DDz9s9n+tFWXlxi6yc7N0o9a2gSusi+jyn3fe862fyz6RY3xDaODfV8Nl3nnnHeOL1uzZs8/xrz7kOQBAnms8z9Vuf9E0WbRo0aJFi1glYnr33Xe9L104bCgRTZw4MT8/31tcRHv33XeN3/WLFy+u+myoznO1Px685T2fDS2Z5+A8MHDwoH4D+mdkZGzYsKFGnqtpwYIFxv3pe6trmmZ8Cdm+fbu3zIQJE/zK+BVrUkJdsWKFN9URKampqfMXLqhw2Jvn+4NPnsvJyQnwTe+++26z5DnfY543bx4RpaamnuNffZivBACg8ba52r9MFaa77rrrrrvumvXQI0S0ZMkSo3xubu7GH35QFOXtt9+Ojor23dTUqVOfeOIJIlq6dGkgDX9Tp06dPXs2Ec2fP7/lmmjwI26NDapn9HO58847N2zY0LFjIy2hy5cvJ6Jbb73Vdy8KKzfeeKP3VePPadOm+b5RYcVbLPD2RO9NPn78+LVr127ZsmXLli0TJ07MzMycef/9ycmJzzz3bFFRkfes22JruO8xGx0qMjMzKyoqzuUxIM8BAATyyaozC1fx7fRz+eWXk9DevXuNv548eZKEoqKivA2mRESikChE9PDDDxcWFq5YsSLAj+3rJk5mUo4ePdpCnw3VE8/Wu2gWtNy9RYsXvf7222/XjnHM/NZbb73++utN+sHcf9+MIKutoTwkRELbt28noqFDhrH3BmUipsGDBxPR9q3bSGjn9l1MytAhw2r0vfMttn37mZ30oEGDBg0a9PHHSw8dOjT9rrsKCwuffOKJxOSEWbNm5eTkEOlE+tleV9alaiNS3yx0YkxM3fwpKCIiwnhQUlJyLu8mjIcAADgrLpeLiCwWi/HXDh06EFF+fv4333wzevRov2hos9lsNpsEPK9BZGSk8eleUlISHBTccmcx5fopRJSTk2P0K2dmXdcVRRGfBQbmzp07dOhQ/MSbLc7p+osvvrh7756QkJCJEyf6xuulS5dOmzatV69e0++4kxWleXeam5tLRPHx8X4vpaSkEFFGRoboek5uTp1lfIs1/C2o0Ts8LS1t0WuLnnnmz3Pnzn15wSsvvPDCiy++eNNNN/7hD39IT+9zNl9Oah9GHROLnN3InwbO7vjx40SkKEpcXBzyHABAa6P4N2hUfeE3WqYuGDTYmJQ2Ojp64sSJn3zyyRVXXDFz5szbb789PT2dPDV63MiHQa3hfkePZwrpCrf4Z8O6deuIKDcnp4GqoLy8PNwHzYhVZeXXqy6++OLJkycv+3z5+F+NN37yyz5fPuWG69PS0tasWcNqM1cgGZVG1iAbqz6xRoiIoqKiiKiwuKi4tESIbDYbq3V+x4gmUowW0jOIO353ekL7xDl/n/uXp59ZuHDh3Llz33773bfffnfWrFlz5sxpclT11m6KYnRxa3QBjOohwGe6r9oWL15MRCNHjlSUc9oEijwHAHBm9Ry0cOF8IjImcTCGBxqWLFlSWFj47bffzpkzZ86cOdHR0SNHjhwzZsz48ePT0tKatJcanw0t2RqaneWZtYHxoz0HN09VvVF8fPx33303fPjwSZMmff7552NGjf7666+vvfbajh07rlu3Ljo6uhn3ZdBEJyIjavjFHeNJp9OpaRoR1VcvqKqqUeyssmyNIySbLTg+Pr5du3ZG3eGRI0fOUaQ+0756db4xOzv75ZdfNpKo0VMWeQ4AoLV87hoPOqd1IiImxdsdJz8/v3v37kR01113TZs27eKLL/ZWO0RGRn7zzTeHDx/eunXrkSNHjh8/npGRMW/evN/+9rcJCQljx46dNWtWnz7+LUrPPvus71oFZWVlmzdv/n7tmiuuvGL+vPktfabnJsadxyulUlMGMfiuQ5CQmLh9x46/Pf/8xGsnXHTRRRs2bHjsD3989NFHw8LCmu3AqvdLwcHBROSqdIouzFVVxkxEVF5ebty9ISEhRLrL6ahRpkp5eSmR7u0ldmZXiYntdvuGDWvXr1+/Zu36DRs2JCUlXXLJJQ899NDFF1/ctUvXll6CTQJb3bWBt3fu3Nkv5tpstoSEhAcffPCWW2654IILkOcAAFoLb/44cjjDd/7eMWPGfPPtN1dfew0R/d+zz1V/Zvp8AqWlpaWlpfk+XZhfcNttt73xxhuffvppQV4hKzV29OWXX3rXITWbzVFRURdddNGSJUsCqdJrxoGB0gZX6myLyc87sIaJoiIjr7/++nnz5n35xReREZGTJ09uxjDn99O02WwJSYk52dlHMjLT0jr5vrRj13Zi6tWrl0+ZIz63n+5bzG823cAZdW//mPvCv/71L7vDbrPabr71loULFxo70nX9/fffP3HihF/f02a/sX0fGzWOTZWRkWG1WlvPTYU8BwDQyGdA7S/xCxcu7NU7/fnnnyeiabfc2qNHj0C2FhUd/d4H78fExBQVFW3fvn3goAG+O1q7dq3VZiGfNQ8Cj1bV/YHONI3ddNNNRGS0dlFdS50S0ezZswcNGoS7otkz1p49e8aOHWuxWF575dV777137Nix69atC/CmOoMoc+GFF/73k082bdrkl+c2bNhARMOGDatZxv/rxPr1673FmmTLli1/+9vfjMl6mCgyIvKhhx6aNWtWVEw0ETkcjgULFrzwwgvZ2dlpaWmHDh1qxgu+atWq9957b+jQoXfddZfv82VlZUQUHh5+Zle11f22AgDAfMINzydcNXeoZ7VQXdfvf2CmMX3D8IuGiWje+fdXrlz57F+eyzxy1G/6YamasD4xMZGY1q5dW+d8wg1NpqpLTpYnb9W5vmSAJ1Xn0gIJSYkJSYkNt3AtX74ct1yz2/vTvqiY6JCQkC1btojIhg0bbDZbfHz8oUOHpMF1Oxr42TYwn7Cu64sWv0ZM48eP933e4XBExUQSU0ZGhoi8vmRR7TJ2u91ut/sWa3QOYa+rrrrKuIsSExMTExPnzp1bXl4uuoimFxYWPvPMMxFR4cbtN3HixN27d5/lfMJ+BzD/pQVMiu+CtsaiF0a8u/++mcaTOVm5Z7k+xM/4qw95DgCQ55qc50SkoKgwKiY6KiaamF5fssjzcSoybtw4IuXOO++qM88dOnTISIHGR07D60P4fzRWrQ/BzGf+WVJPOmg4N2DJrxaSkZERHx9vDbIZ+d6wevVqm82WmJiYmZl5Zj/bhteHKLeXJSTFE9HcuXO9QW3y5MnEdN2UScYzFY7y+MT2tcv4FWv8kKpER0enp6e/9dZbxiITxqtZWVkPP/yw0ZOBVbr51pv27dt3xje2N8/l5ub63bGF+UVB1mAieuyxx4xnvv5m1dffZ97sZAAABgJJREFUrDKqwtetWe85nuPZZ7k+xDn7l4I8BwDIc2eT52ow1vsipqiYyMLCfCO0rV37vfGWGTNm5OTkVOUkTRdt7dq1RuuVd6mlxvOcb8jyWe/LUWEP4PChVdPdWlpamqIoq1at8ksGK1euVBQlLS3NG30aDeWbN2/u1Tu9V+/09PR04zazWq29e6Wnp6enp/ec9buHZ/3uYW/hdevWGSkqISl++EXDIqIiiSktLc1nhTpZu3atbxljKkSjY6hvMTmj7wCHDx658847jRG1Nptt5syZWVlZZ/mvteH1vowVzIgoOjo6NTXVOz3yjBkzamc1o/Nrly5dvH8aNE1D/RwAwPmW5wwDBw8gpjvvvL2qEk5bvHgxKZ6Wy85d0i4cNnTg4AFRMZ6PwxEjRhQWFtaZ5+r4CKwnz3XpnFYfbwJorjyHyrmWu8GWfvDhZ599VueLy5Yt+/DDD+uuOK0rz3399dfE/mNCvX+bMOnaCZOu9f2Z7tu378Ybb4yKiWSVOnZKnfW7R7y3pde+ffumTp1qlElNTX3kkUceeeSRoqKiMz7jzZs3T5w4ceLEiUwKM0dGRv7pice8+/W70Zp24wWwfutnn302YsQIm81mtVp79e7Zq3fP+Qvn+RbwZrX62O32Vpvn6ujxCgDQhvqVt+gvsZycHGP1cbvd7ju+1dfGjRuNVRPWrl3rXW48MzNzwYIFq1evPnLkSFFRkdEjatCgQTfffLOxEoAhOzs7KSnJ2yXOGC4n9Y9p8C3fwEdOfYd6/o5b8YSXei9drdHHcI6tW7fu6aefXrVqlfHXhISERx555P77729VQ0Tb9K8+5DkAQJ6rd7jYGc/cIZj145znOSGpY1knZuS5n11lZWVwcLCu6z169Pjd735HRLfffvs5Xj4BeQ4A4Bea5+A8C3wNVeBBC5s/f35SUpJv5TQgzwEAIM9B/eGtdmhD/Ryc77/6MJ8wAEBA4aD2g9oFqCmLNIjPZMX1vUuavvDD+V8FJUREpWWlc+fOrf2isebSgAEDiKhv377e50tLS+e+MJeIHn/8cd911eCc/cOBlk14+GoLAOfTl9S2+LFH5/vCpi0hJys7KTlJiNLT04WNzzPSdT3z2FF7RYWR+a666qply5YZETAnOzcxOYF+meNF4Bfwqw+9EQEAmhC8mr2wdx3P5jrIX9q39C1btuz+cffuH3fv3r1779695WXl77z7rs1ms9lsy5cvnzNnDm5d+EUkPNTPAcD59CUVzu9I7c2+2SeykjskSz31bQvmzSeiBx58oGNqakZGhm/9XEVFhc1mQ4UonGe/+lA/BwAAbeYzrPbjOpPZpEmTJk2aRESZmZkVFRV+G0GYg/MP+oQCAECb4de5vkYthU9thXdxKiIqKSkJtgXj0gHyHAAAQKtQe8bgOosdO3bMeKAoSlxcHGYqAeQ5AACA1qS+DpM+oW3R4teNgqNGjlQUhdDHEpDnAAAAWi2/Grvs7OyXX37ZOzXdE0884QmBVTV5RhMtutAB8hwAAMDPmOBq/M1msxF7Ku2q/kvG2qDz5s0bPXq0X+xDmAPkOQAAgNaT61hIBg0aJEwsREQWkzkyOmrAgAHTp08nos6dO+MqAfIcAABAq6OTGOlNSIho7dq1Z7neg5BORIwJvKAtw+0LAABt63OrpSaQw9zUgDwHAADQtqFfHbRdaG8FAIBfTFZTuHfv3kQkRnLThZmFdSI6dOAw8hwgzwEAALRenrZUkcOHDxNVDZI12leZiKiysvIs++EB/JzfWNBdAADa8K8wxi+xX2xAq45iZ1kY4yHgPPjVh9sXAAB+GQkQ0R/OX2hvBQCANoibXJjreQ9q5uA8gJsYAAAAAHkOAAAAAJDnAAAAAAB5DgAAAAB5DgAAAACQ5wAAAAAAeQ4AAADg/9uzgxMAYBAIghyk/5bNzxIShZkSfK0ceg4AQM8BAKDnAADQcwAA6DkAAD0HAICeAwBAzwEAoOcAAPQcwBhV5QiAngNYLIkjAHoOAAA9B/CQjRWgHScANuqN1dgKED8uAMBq9lYAAD0HAMA/F1VtFgzBFO5dAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">51</span> </div><div class="t m0 x37 h7 y14c ff5 fs0 fc0 sc0 ls0 ws0">Conselho <span class="_ _8"></span>Monetário <span class="_ _8"></span>Nacional, <span class="_ _8"></span>divulgada <span class="_ _8"></span>pelo <span class="_ _8"></span>Banco <span class="_ _8"></span>Central <span class="_ _8"></span>do <span class="_ _8"></span>Brasil <span class="_ _a"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>código <span class="_ _8"></span>256) <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">ser calculado da seguinte maneira: </div><div class="t m0 x0 h7 y1b0 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4b h7 y46c ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y46d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y46e ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y46f ff5 fs0 fc0 sc0 ls0 ws0">Onde: </div><div class="t m0 x3d h7 y470 ff5 fs0 fc0 sc0 ls0 ws0">RSPL = Retorno Sobre o Patrimônio Líquido; </div><div class="t m0 x3d h7 y471 ff5 fs0 fc0 sc0 ls0 ws0">LL = Lucro Líquido do exercício; </div><div class="t m0 x3d h7 y472 ff5 fs0 fc0 sc0 ls0 ws0">PL = (patrimônio líquido inicial + patrimônio líquido final)/2; </div><div class="t m0 x3d h7 y473 ff5 fs0 fc0 sc0 ls0 ws0">TJLP = média das taxas a.a. divulgadas pelo BACEN no código 256 para o exercício. </div><div class="t m0 x3d h7 y474 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h30 y4b2 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Caso  o <span class="_ _1c"> </span>candidato  tenha <span class="_ _1c"> </span>obtido  prejuízo  no <span class="_ _1c"> </span>último  exercício <span class="_ _1c"> </span>social  exigível,  poderá <span class="_ _1c"> </span>ser<span class="_ _8"></span> </span></span></div><div class="t m0 x37 h7 y21d ff5 fs0 fc0 sc0 ls0 ws0">efetuado <span class="_ _a"></span>cálculo <span class="_ _2c"></span>da <span class="_ _8"></span>média <span class="_ _2c"></span>dos <span class="_ _8"></span>cinc<span class="_ _8"></span>o <span class="_ _a"></span>últimos <span class="_ _a"></span>exercícios <span class="_ _2c"></span>exigíveis. <span class="_ _8"></span>Para <span class="_ _2c"></span>tanto <span class="_ _8"></span>será <span class="_ _2c"></span>apurada <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y4b3 ff5 fs0 fc0 sc0 ls0 ws0">média aritmética <span class="_ _8"></span>do patrimônio <span class="_ _8"></span>líquido dos <span class="_ _8"></span>cinco <span class="_ _8"></span>últimos balanços, <span class="_ _8"></span>exigíveis <span class="_ _8"></span>pela legislação </div><div class="t m0 x37 h7 y4b4 ff5 fs0 fc0 sc0 ls0 ws0">vigente, <span class="_ _8"></span>e <span class="_ _a"></span>a <span class="_ _8"></span>respectiva <span class="_ _a"></span>média <span class="_ _8"></span>aritmética <span class="_ _8"></span>dos <span class="_ _a"></span>result<span class="_ _8"></span>ados <span class="_ _8"></span>obtidos <span class="_ _a"></span>em <span class="_ _8"></span>cada <span class="_ _a"></span>balanço <span class="_ _8"></span>patrimonial </div><div class="t m0 x37 h7 y45 ff5 fs0 fc0 sc0 ls0 ws0">considerado <span class="_ _7"></span>na <span class="_ _7"></span>apuração <span class="_ _7"></span>da <span class="_ _7"></span>média <span class="_ _2c"></span>do <span class="_ _5"></span>PL. <span class="_ _2c"></span>Neste <span class="_ _7"></span>cas<span class="_ _8"></span>o, <span class="_ _2c"></span>a <span class="_ _7"></span>comparação <span class="_ _7"></span>será <span class="_ _7"></span>realizada <span class="_ _7"></span>com <span class="_ _7"></span>a </div><div class="t m0 x37 h7 y4b5 ff5 fs0 fc0 sc0 ls0 ws0">menor  TJLP <span class="_ _1c"> </span>divul<span class="_ _8"></span>gada  para <span class="_ _1c"> </span>o  mesmo  período <span class="_ _18"> </span>a  que <span class="_ _1c"> </span>se  referir  a <span class="_ _1c"> </span>médi<span class="_ _8"></span>a  do <span class="_ _1c"> </span>patrimônio </div><div class="t m0 x37 h7 y4ec ff5 fs0 fc0 sc0 ls0 ws0">líquido; </div><div class="t m0 x36 h30 y4b7 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span><span class="ffe">Caso <span class="_ _5"> </span>o <span class="_ _5"></span>resultado <span class="_ _5"></span>obtido <span class="_ _7"></span>na <span class="_ _5"> </span>alínea <span class="_ _5"></span>“b” <span class="_ _5"></span>ou <span class="_ _5"></span>“c” <span class="_ _5"></span>seja <span class="_ _7"></span>menor <span class="_ _5"> </span>que <span class="_ _5"></span>a <span class="_ _5"></span>TJLP, <span class="_ _7"></span>mas <span class="_ _5"></span>for <span class="_ _5"></span>maior <span class="_ _7"></span>que </span></span></div><div class="t m0 x37 h7 y160 ff5 fs0 fc0 sc0 ls0 ws0">zero, <span class="_ _5"></span>o <span class="_ _5"></span>candidato <span class="_ _4"></span>deverá <span class="_ _5"></span>comprovar, <span class="_ _5"></span>com <span class="_ _5"></span>base <span class="_ _4"></span>nos <span class="_ _5"></span>documentos <span class="_ _4"></span>exigidos <span class="_ _5"></span>nesta <span class="_ _5"></span>resolução, </div><div class="t m0 x37 h7 y161 ff5 fs0 fc0 sc0 ls0 ws0">que possui PL igual ou superior a R$ 2.000.000,00; </div><div class="t m0 x36 h30 y4b9 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Caso <span class="_ _2c"></span>a <span class="_ _7"></span>empresa <span class="_ _2c"></span>tenha <span class="_ _7"></span>sido <span class="_ _2c"></span>criada <span class="_ _7"></span>há <span class="_ _2c"></span>menos <span class="_ _7"></span>de <span class="_ _2c"></span>um <span class="_ _7"></span>ano <span class="_ _2c"></span>e <span class="_ _7"></span>não <span class="_ _7"></span>seja <span class="_ _7"></span>exigível, <span class="_ _7"></span>nos <span class="_ _2c"></span>termos <span class="_ _7"></span>da </span></span></div><div class="t m0 x37 h7 y449 ff5 fs0 fc0 sc0 ls0 ws0">legislação vigente, a <span class="_ _8"></span>apresentação de balanço <span class="_ _8"></span>patrimonial e <span class="_ _8"></span>demonstração contábil do últ<span class="_ _8"></span>imo </div><div class="t m0 x37 h7 y44a ff5 fs0 fc0 sc0 ls0 ws0">exercício, <span class="_ _9"> </span>deverá <span class="_ _b"> </span>apresentar <span class="_ _9"> </span>apólice <span class="_ _b"> </span>de <span class="_ _b"> </span>contrato <span class="_ _9"> </span>de <span class="_ _b"> </span>seguro <span class="_ _9"> </span>de <span class="_ _b"> </span>responsabilidade <span class="_ _9"> </span>civil <span class="_ _b"> </span>e </div><div class="t m0 x37 h7 y4ed ff5 fs0 fc0 sc0 ls0 ws0">operacional no valor mínimo de R$ 2.000.000,00. </div><div class="t m0 x36 h30 y4bb ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">cas<span class="_ _8"></span>o <span class="_ _2c"></span>a <span class="_ _a"></span>empresa <span class="_ _2c"></span>tenha <span class="_ _a"></span>sido <span class="_ _2c"></span>criada <span class="_ _a"></span>a <span class="_ _2c"></span>mais <span class="_ _a"></span>de <span class="_ _2c"></span>um <span class="_ _a"></span>ano, <span class="_ _2c"></span>porém <span class="_ _2c"></span>tenha <span class="_ _a"></span>ficado <span class="_ _2c"></span>inativa <span class="_ _a"></span>no <span class="_ _2c"></span>período </span></span></div><div class="t m0 x37 h7 y4bc ff5 fs0 fc0 sc0 ls0 ws0">da  apresentação <span class="_ _18"> </span>do  balanço <span class="_ _1c"> </span>patrimonial  e  demonstrações <span class="_ _1c"> </span>contá<span class="_ _8"></span>beis  do <span class="_ _1c"> </span>últ<span class="_ _8"></span>imo  exercício </div><div class="t m0 x37 h7 y4bd ff5 fs0 fc0 sc0 ls0 ws0">social, deverá <span class="_ _8"></span>apresentar <span class="_ _8"></span>Declaração <span class="_ _8"></span>de <span class="_ _8"></span>Informações <span class="_ _8"></span>Socioeconômicas e <span class="_ _8"></span>Fiscais <span class="_ _8"></span>(DEFIS) <span class="_ _8"></span>o<span class="_ _8"></span>u </div><div class="t m0 x37 h7 y4be ff5 fs0 fc0 sc0 ls0 ws0">Declaração <span class="_ _1c"> </span>de  Créditos <span class="_ _1c"> </span>Tributários  e <span class="_ _1c"> </span>Débitos <span class="_ _18"> </span>Federais <span class="_ _1c"> </span>(DCTF),  encaminhada <span class="_ _1c"> </span>à  Receita<span class="_ _0"></span> </div><div class="t m0 x37 h7 y4bf ff5 fs0 fc0 sc0 ls0 ws0">Federal, <span class="_ _1c"> </span>comprovando <span class="_ _1c"> </span>a <span class="_ _18"> </span>inatividade, <span class="_ _1c"> </span>bem <span class="_ _1c"> </span>como <span class="_ _18"> </span>deverá <span class="_ _1c"> </span>atender <span class="_ _1c"> </span>ao <span class="_ _18"> </span>requisito <span class="_ _1c"> </span>previsto <span class="_ _1c"> </span>na </div><div class="t m0 x37 h7 y4ee ffe fs0 fc0 sc0 ls0 ws0">alínea “e”.<span class="ff5"> </span></div><div class="t m0 x0 h30 y4ef ff5 fs0 fc0 sc0 ls0 ws0">4<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua qualifica<span class="_ _0"></span>ção técnica: </div><div class="t m0 x36 h30 y4c1 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Declaração <span class="_ _1b"></span>de <span class="_ _1b"> </span>que <span class="_ _1b"> </span>assinará, <span class="_ _1b"> </span>após <span class="_ _1b"> </span>o <span class="_ _1b"> </span>cre<span class="_ _8"></span>denciamento, <span class="_ _1b"> </span>Termo <span class="_ _1b"> </span>de <span class="_ _1b"> </span>Confidencialidade, <span class="_ _1b"> </span>sob <span class="_ _1b"> </span>o </span></span></div><div class="t m0 x37 h7 y4c2 ff5 fs0 fc0 sc0 ls0 ws0">compromisso de obedecer às normas e políticas de segurança do ITI. </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 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">52</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Política <span class="_ _5"></span>de <span class="_ _5"></span>Segurança <span class="_ _5"></span>(PS), <span class="_ _5"></span>atendendo <span class="_ _7"></span>às <span class="_ _5"></span>condições <span class="_ _5"></span>mínimas <span class="_ _5"></span>estabelecidas <span class="_ _5"></span>na <span class="_ _5"></span>POLÍTICA </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">DE SEGURANÇA DA ICP-BRASIL[12]. </div><div class="t m0 x0 h2a y1b0 ff6 fs0 fc0 sc0 ls0 ws0">NOTA<span class="ff5">:  As  empr<span class="_ _8"></span>esas  cadastradas  no <span class="_ _9"> </span>Sistema <span class="_ _9"> </span>Unificado  de <span class="_ _9"> </span>Cadastramento <span class="_ _9"> </span>de  Fornecedores <span class="_ _b"> </span><span class="ffe">–</span> </span></div><div class="t m0 x0 h7 y1b1 ff5 fs0 fc0 sc0 ls0 ws0">SICAF, <span class="_ _5"></span>regist<span class="_ _8"></span>ro <span class="_ _4"></span>cadastral <span class="_ _5"></span>oficial <span class="_ _4"></span>do <span class="_ _4"></span>Poder <span class="_ _4"></span>Executivo <span class="_ _4"></span>Federal, <span class="_ _4"></span>poderão, <span class="_ _4"></span>para <span class="_ _4"></span>fins <span class="_ _5"></span>do <span class="_ _4"></span>disposto <span class="_ _4"></span>no </div><div class="t m0 x0 h7 y1b2 ff5 fs0 fc0 sc0 ls0 ws0">item 2, apresentar seu extrato. </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="pf37" class="pf w0 h0" data-page-no="37"><div class="pc pc37 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">53</span> </div><div class="t m0 x0 hb y3a ff6 fs4 fc0 sc0 ls0 ws0">ANEXO VI - DOCUMENTOS PARA<span class="_ _8"></span> CREDENCIAMENT<span class="_ _8"></span>O DE PRESTADOR </div><div class="t m0 x0 hb y4cd ff6 fs4 fc0 sc0 ls0 ws0">DE SERVIÇO DE CONFIANÇA DE ASS<span class="_ _8"></span>INATURA DIGITAL E </div><div class="t m0 x0 hb y4f0 ff6 fs4 fc0 sc0 ls0 ws0">ARMAZENAMENTO DE CHAVES CRIPTOGRÁFIC<span class="_ _8"></span>AS </div><div class="t m0 x0 hb y18f ff6 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y1d6 ff5 fs0 fc0 sc0 ls0 ws0">O <span class="_ _4"></span>candidato <span class="_ _4"></span>a <span class="_ _1b"> </span>desenvolver <span class="_ _4"></span>as <span class="_ _1b"></span>atividades <span class="_ _4"></span>de <span class="_ _4"></span>PSC <span class="_ _4"></span>de <span class="_ _1b"></span>Assinatura <span class="_ _4"></span>Digital <span class="_ _4"></span>e/ou <span class="_ _1b"> </span>Armazenamento <span class="_ _4"></span>de </div><div class="t m0 x0 h7 y1d7 ff5 fs0 fc0 sc0 ls0 ws0">Chaves Criptográficas deve entregar a AC Raiz os seguintes documentos atualizados: </div><div class="t m0 x0 h30 y28b ff5 fs0 fc0 sc0 ls0 ws0">1<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua habilitação jurídica: </div><div class="t m0 x36 h30 y4f1 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Ato constitutivo, devidamente registrado no órgão competente; e </span></span></div><div class="t m0 x36 h30 y4f2 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Documentos da eleição de seus administradores, quando aplicável; </div><div class="t m0 x0 h30 y3a6 ff5 fs0 fc0 sc0 ls0 ws0">2<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua regularidade fiscal: </div><div class="t m0 x36 h30 y177 ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Prova de inscrição no Cadastro Nacional de Pessoas Jurídicas <span class="ffe">–</span> CNPJ; </span></span></div><div class="t m0 x36 h30 y178 ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Prova <span class="_ _8"></span>de inscrição <span class="_ _8"></span>no cadastro de <span class="_ _8"></span>contribuintes estadual ou <span class="_ _8"></span>municipal, se <span class="_ _8"></span>houver, relativo ao </div><div class="t m0 x37 h7 y179 ff5 fs0 fc0 sc0 ls0 ws0">domicílio <span class="_ _5"></span>ou <span class="_ _5"></span>sede <span class="_ _5"></span>do <span class="_ _5"></span>candidato, <span class="_ _7"></span>pertinente <span class="_ _5"></span>ao <span class="_ _5"></span>seu <span class="_ _5"></span>ramo <span class="_ _5"></span>de <span class="_ _5"></span>atividade <span class="_ _5"></span>e <span class="_ _5"></span>compatível <span class="_ _5"></span>com <span class="_ _5"></span>o </div><div class="t m0 x37 h7 y4f3 ff5 fs0 fc0 sc0 ls0 ws0">objeto contratual; </div><div class="t m0 x36 h30 y4f4 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Prova <span class="_ _2c"></span>de <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>junto <span class="_ _a"></span>à <span class="_ _2c"></span>Fazenda <span class="_ _2c"></span>Pública <span class="_ _2c"></span>Federal, <span class="_ _2c"></span>Estadual <span class="_ _2c"></span>e <span class="_ _2c"></span>Mu<span class="_ _0"></span>nicipal <span class="_ _2c"></span>do <span class="_ _2c"></span>domicílio </span></span></div><div class="t m0 x37 h7 y4f5 ff5 fs0 fc0 sc0 ls0 ws0">ou sede do candidato, ou outra equivalente, na forma da lei; e </div><div class="t m0 x36 h30 y3ac ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>Prova <span class="_ _7"></span>de <span class="_ _2c"></span>regularidade <span class="_ _7"></span>do <span class="_ _2c"></span>candidato <span class="_ _2c"></span>junto <span class="_ _7"></span>à <span class="_ _2c"></span>Seguridade <span class="_ _7"></span>Social <span class="_ _2c"></span>e <span class="_ _7"></span>ao <span class="_ _2c"></span>Fundo <span class="_ _2c"></span>de <span class="_ _7"></span>Garantia <span class="_ _2c"></span>por </div><div class="t m0 x37 h7 y3ad ff5 fs0 fc0 sc0 ls0 ws0">Tempo <span class="_ _7"></span>de <span class="_ _5"></span>Serviço <span class="_ _5"></span><span class="ffe">–</span> <span class="_ _7"></span>FGTS, <span class="_ _7"></span>demons<span class="_ _8"></span>trando <span class="_ _7"></span>situação <span class="_ _5"></span>regular <span class="_ _7"></span>no <span class="_ _5"></span>cumprimento <span class="_ _7"></span>dos <span class="_ _5"></span>encargos </div><div class="t m0 x37 h7 y3ae ff5 fs0 fc0 sc0 ls0 ws0">sociais instituídos por lei. </div><div class="t m0 x0 h30 y4f6 ff5 fs0 fc0 sc0 ls0 ws0">2.1<span class="ff11"> <span class="_ _3c"> </span><span class="ffe">Ficam dispensados da apresentação dos documentos <span class="_ _8"></span>citados nas alíneas “c” e “d”, <span class="_ _8"></span>relativos a </span></span></div><div class="t m0 x0 h7 y4f7 ff5 fs0 fc0 sc0 ls0 ws0">sua <span class="_ _2c"></span>regularidade <span class="_ _2c"></span>fiscal, <span class="_ _a"></span>os <span class="_ _2c"></span>órgãos <span class="_ _2c"></span>e <span class="_ _a"></span>entidades <span class="_ _2c"></span>da <span class="_ _2c"></span>administração <span class="_ _2c"></span>direta, <span class="_ _a"></span>suas <span class="_ _2c"></span>autarq<span class="_ _8"></span>uias <span class="_ _2c"></span>e <span class="_ _2c"></span>fundaçõ<span class="_ _0"></span>es </div><div class="t m0 x0 h7 y4f8 ff5 fs0 fc0 sc0 ls0 ws0">públicas. </div><div class="t m0 x0 h30 y4f9 ff5 fs0 fc0 sc0 ls0 ws0">3<span class="ff11"> <span class="_ _10"> </span></span>Relativos <span class="_ _2c"></span>a <span class="_ _7"></span>sua <span class="_ _5"></span>qualificação <span class="_ _7"></span>econômico-financeira <span class="_ _7"></span>(exceto <span class="_ _5"></span>entidades <span class="_ _7"></span>da <span class="_ _7"></span>administração <span class="_ _7"></span>pública </div><div class="t m0 x36 h7 y10d ff5 fs0 fc0 sc0 ls0 ws0">direta e indireta, nas esferas federal, estadual e municipal): </div><div class="t m0 x0 h30 y4fa ff5 fs0 fc0 sc0 ls0 ws0">3.1<span class="ff11"> <span class="_ _3c"> </span></span>Certidão <span class="_ _33"> </span>negativa <span class="_ _22"> </span>de <span class="_ _33"> </span>falência <span class="_ _33"> </span>ou <span class="_ _22"> </span>recuperação <span class="_ _33"> </span>judicial/extrajudicial <span class="_ _22"> </span>expedida <span class="_ _22"> </span>pelo </div><div class="t m0 x0 h7 y4fb ff5 fs0 fc0 sc0 ls0 ws0">distribuidor <span class="_ _1b"> </span>da <span class="_ _1c"> </span>sede <span class="_ _1c"> </span>da <span class="_ _1c"> </span>pessoa <span class="_ _1c"> </span>jurídica, <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>de <span class="_ _1b"> </span>execução <span class="_ _1c"> </span>patrimonial, <span class="_ _1c"> </span>expedida <span class="_ _1c"> </span>no <span class="_ _1c"> </span>domicílio <span class="_ _1b"> </span>do </div><div class="t m0 x0 h7 y4fc ff5 fs0 fc0 sc0 ls0 ws0">requerente; </div><div class="t m0 x0 h30 y39f ff5 fs0 fc0 sc0 ls0 ws0">3.2<span class="ff11"> <span class="_ _3c"> </span></span>Parecer  de <span class="_ _1c"> </span>Contador<span class="_ _8"></span>  que <span class="_ _1c"> </span>possua<span class="_ _8"></span>  certidão <span class="_ _1c"> </span>emitida  pelo  Cadastro  Nacional <span class="_ _1c"> </span>de  Auditores </div><div class="t m0 x0 h7 y3a0 ff5 fs0 fc0 sc0 ls0 ws0">Independentes <span class="_ _36"> </span>(CNAI), <span class="_ _3f"> </span>atestando <span class="_ _36"> </span>a <span class="_ _3f"> </span>boa <span class="_ _3f"> </span>situação <span class="_ _36"> </span>econômico<span class="_ _8"></span>-financeira <span class="_ _3f"> </span>do <span class="_ _36"> </span>candidato <span class="_ _3f"> </span>ou, </div><div class="t m0 x0 h7 y72 ff5 fs0 fc0 sc0 ls0 ws0">alternativamente, atendimento ao seguinte: </div><div class="t m0 x36 h30 y4fd ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Balanço <span class="_ _5"></span>patrim<span class="_ _8"></span>onial <span class="_ _5"></span>e <span class="_ _4"></span>demonstrações <span class="_ _4"></span>contábeis <span class="_ _4"></span>do <span class="_ _4"></span>último <span class="_ _4"></span>exercício <span class="_ _4"></span>social, <span class="_ _4"></span>já <span class="_ _4"></span>exigíveis <span class="_ _4"></span>e </span></span></div><div class="t m0 x37 h7 y4fe ff5 fs0 fc0 sc0 ls0 ws0">apresentados <span class="_ _8"></span>na <span class="_ _a"></span>forma <span class="_ _8"></span>da <span class="_ _a"></span>lei, <span class="_ _a"></span>que <span class="_ _8"></span>comprovem <span class="_ _a"></span>a <span class="_ _8"></span>boa <span class="_ _a"></span>situação <span class="_ _8"></span>financeira <span class="_ _a"></span>da <span class="_ _8"></span>empr<span class="_ _8"></span>esa, <span class="_ _8"></span>vedada </div><div class="t m0 x37 h7 y4ff ff5 fs0 fc0 sc0 ls4 ws0">a <span class="_ _21"> </span><span class="ls0">sua <span class="_ _21"> </span>substituição <span class="_ _21"> </span>por <span class="_ _b"> </span>bala<span class="_ _8"></span>ncetes <span class="_ _21"> </span>ou <span class="_ _21"> </span>balanços <span class="_ _b"> </span>provi<span class="_ _8"></span>sórios, <span class="_ _21"> </span>acompanhados <span class="_ _21"> </span>de <span class="_ _b"> </span>planilha </span></div><div class="t m0 x37 h7 y500 ff5 fs0 fc0 sc0 ls0 ws0">evidenciando os cálculos previstos na alínea seguinte; </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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//LpNu0yKxFz/xx5ezG73fbjg03vdQjOo2+QgAA2jVH/VQlWmkR0UrsY/+IV1q0ob1iHQ6UHT60csGhlS7LeGTij380bLr62j2AJ1X6DP2fbWhbN8pYSmwVrrEuSjV5GrUSEUZcAQDQ7hkNEsLX6X2LmGk4nC/8pn3non/+a+1cX+PI0QFoJY2DVF3YUoyqAgDgVApSrU4Qrb+3r9yu/sknj7yzc1EHDBVKNzom1ThSAQCAjuqYp4hRWhy2GREXtDa0Xa85qmHq8pnWC2vmXdbrTLMDZSlT1PDYXlW2r8EIfENLN3e60BYFAABBqnEqGpbS65lz7zJrcpOl7bJA5cGKwqc3zP3k8Oom3iBKlHy1b22l5U00o5taIKL8QUTxBV3zSk29KK1FqboKCUo3LEhQ86UO/08pkXr1n+otH1FjU4f3MyIdqvCmtTRTQSpKHAuuf6zJZieDEAUAAEGqKSrGETUovYejYYKRoZ16j3zuBz6H3dSbxC9BvxUQM9oWXWn5mhiCrSXedBtKaZGiYOXy/ZtWHNhsa+malH527ojucZ2MmsLotuhK21/kr9h+ZO/OogPF1RWVvmpb207TjHXHxLrcmfFpPdKyeiR1STJjTImsvFBvq0qpUA9lUaBqa+Heg+VH9pccKfNWBizLYTrcpisrKX1Q5149Urokh9bTSJXlb7Idzi1mtOGkaw8AAIJUk+pPpKKVKJ2dmOHUpk+aClJaR9vOaGeUiC6oLpvyr5nVLkuF3xf6V5m2mveDv/aM6/TFoQ3Xv3nvgUBx0NAiorSkfxH/vf5Tf3PGtSnR8fs9xX9f/PK72xfmVRR6HEHLkMaDkZRWLsvoHJU8teeY6X0nTuo23CVmo5Hf2qftT/aufmfrZ/N3fHXYXxo0tG4wcaAWt2WmOOK/N+S8X595bYoZE/l+jwQn/OvGKtsrjeqI/mDQ+b+fcD2tUgAAEKQaRqLauBIOVEpppZVIXmVRMJSiGt2r5rDN7484P0acIiqo7X2B4nLD32DFTkt5dHDu7qUzFzx00C4UU9Vu57BdPnfXoj4Z3WdvnLc2f0eV+EWJuJvat1AHnNIew9ptFT61de6/t7w3rvOg34+5/qycoQ4xQrclBrQ1d8dXDy//79KCLbbSWjV3GrTHaR2U0ofXzXlm49zbhn/nN2OujjJCiypb9N5AYaM6UiIiRVYlFxYAAKeCY7xrT4Vu2At3imkltuiA6IJg9ayF//Y5rdqIVftAaZmcMez3Z/2P0WLZJC3yQd7K771190FfYYMg5hDjrH6jf/HpY18VbKpS/mYHIDVevxLL0F/kr7/4zV//dcVrds2QqNe2fPbd9+7+qmizZdpaNeyjrHlQlwe1kiK78r4Vs/+06LkAM8UAAIC6lNJ6WkSp9SW7zpxzi6rp3LNsu8xXVVBdUmpVNRwwpMVhq+/knvXY1DsSzaiW1x009D0f/6Pa9Idv/4sYHZ4Wm/TqhgWV4m/yjVHizIxJiXVEK5F8b0mRtzzYqCqBxwzcu/jps7uNGJnRu1oH/rzsxYCpwxGpJjO5bHN6rwkDU7vbWu8pO7ymYNv6kt12XaLStpJHV72SmZA+c+jFDCcHAADHGKSUiEhF0LO0YHNzr9atVxuTOg27ceSll/Qc51RGa1ZeFfDW3KUX7jjUShlaJzvjt1QX1w1y0nVtXSMScp+55J5+ydlKlIgOiH5/99Lr5s5qnLqqlP/DXUtHZvRaeXjbxtLddS1xWkSJYaubBl/86KQfG+E7A5VPrO+88dt5B5ep8IaVFqky/Pd+9q9L+5yVGZ3EpQMAABxttN6shE7fGTJ1WOc+RlOlB5rJUkpEDC293Jln5AyJcbgX7lt7sPjwaWl9K6vKi7wVlti2ElvZthItkuZMmDPj/p6xnWqSmHJquajHmIGpPZcWbW6Q0rSWXeV5WuRQRb7VMP8pQyTGFSUioTIHSiRKzJsGXxJnRtftttYiYmpVUlFKkAIAAG0RpMKBaU9F3o8WPOAWx8SsETcPuWRyj1FxpusoWUqLErljyHdnTbghynAqkYC2yj1VidFxQdvyWv5ST2W131Piryz1VlQFPEmuuNzYDCVaaxElPts6UFGwrXifzw40sVMiR6qLbZHU6ERTGtxbqIOGPL7qtb1lR0Zk9O4Sm5YZm5oUFTcss8/knqPchtOoCVyhozO4agAAwHEHKUM3SimqiRlRbCUeCc4/uGzB/uVnpw17/coH4k13S+tVkqHjfj7mezGGKxRb3MqRHpMool2mGWO6UlxxEi7aKaH75myRw76y5Qc2rjm0fd6ur9YW7wiY2lZNl3AK2EElMiZ7cGZUyj5/UUQbmRIRjwq8vOuTl3d9orQoUUrEZRmZ0an9UnKuHXrhhX3GxYhDEaIAAMDXCVJdolNn9Dq7drS11roq6C2oKllxaNPBYIluqiMvaOhPCtd8sGPJ5X3PajGfqdFdBqRFJbTcBWgpKbaqdhUe/GL3ys/2r1p7eHuBXW4pbStdczRNryAUr2LFeVb2iOd3fijN3EWoVbjGg8dh7Qrk7z6S/9H8lacv6//w1J+e1qkPg8wBAMDxB6nucZ0fmniLI6JugtZalJQFql/d/On/Lp2915PfOKNYhn56/dzpfSdIeO6XJpi2XNZvkilNzPxiib300KYPdi/bVrJvXdHOvSWHfSoYLgElIkZNs5i0NBZL1fx7z7gflvkq39+/zK+s5hes27rf0AtLNl3wxs/vGv2DHw69IMERxXUDAACOJ0gpCfd81T2jlIgkO2NvGHKB3w7+5ItHm6puLivyNxcHqkTCxZwai9bOoV37NH7Vawd++8kTT256x1ebe8zakBNe2BBxWEZOdPoZWUPWl+1ZXbS9hUPomZj5xqV/+tfaufd98XSBVRE07EYzveh6iUqJiBQGK37x5d/W5W176oJfOZXJpQMAAE7kYHMtEgg2W7GyPFBd5q2MMVzNTULn1o7UuOTG67x/8fOPb3zLbjAyS7TSKtkRd3b2iNM7D+iW0HlQeo8eSV2chuPKd+9pOUiJiCnq5qEXXTlgysHygg0FO7eXHsivLt1Tkbe37PD+yvzKgMdStq2kQQOXZeiXdiyYeXj66Mz+XDoAAOCEBSlb9OIjmx9a8oLdzIBsJcpQSkuzBc6dthnrbNhrViWB5zbMb5SiREQNTcqdd+WjnVzxEeUxdVCkxFvRiv1VIjrJGZ2U2m1garfa0GaJXW0HthTu2Vy458X1H3xyeLUVsWkl4jfsDQW7CVIAAOB4gpStxCdWMNTFJxIqr1Rleedv++qXHz2eL+VNZBYtWkm8IyYhKtbv8zfXImUqw2g0Zc2BioICb5kYqvHkxJf0ntDZ1WBkuvJq/56yvOZ2vjLg3Zy/16eDlti22EGxbK0t29K2PSS9Z05chqlVguE+LaPPaRl9p/c967uv3bXgyKra2wC1aBGjifIKAACAIHU0WkRWFGzJffKyiFCjg5bltQJ+CVqhwFF/fJGIaKVFZERGn2RH7BGf/5hufMsvKwpIULRu3F0YsIKhmYpFa6VUQFvLDm99fOWre6uPNDfePKj0rz96bFHJ5gb1GpTI0MSeb1x+f05cuogOjdOKNVyjswZ+fHiVrWoPXynRnWKSuW4AAMCxBilDRAe0lR8or5+uVO2cLVo1HiAVqleurh5wruPYp6jrnJTmEkdQBRrfj/fE2jezEzud1+sMhzKOVBc/sez12VvfDxh23WQy9dki8Y6oW8/47pfzZkV22IVWvKpix1Vv3/3QOT/pm5LtMMzKgPe5Ne/9efmLQVNHHkiSHXVa1wFcNwAAQI6jRaqRusjS1L1vKtQg1cvZaVqvscexf9lxGV1iUnd48xpnoxK76rZP/pL88ROGMiqDHo/T0kbtLjXRFRi0gkrU1F6nZ7qTDwSKGxyBFllctHnKC7d1iU11mo7S6opCu6ImRYWTmcNWM/pNyYxN4boBAAAi0kalunVt+MhwJtw98rqPr/1bqjvuOFYUJeZtI2c4baPJFGcZutCszjcqq12WVlq0RNnmhE5Dampq1pNfVWyJnaCifjH6e02uUCvxOIM7/Ue2eA4eVuUN2qISjOj7xtz44JTbTE1VTgAAINImkxZrUaJMrRK1e3jnvn+e8uNhaT1VM81ZR6VEbh1+qVM5frPwHxXia24ZETFt44zU/neffVNOXKdhT19T7Qw2WGxH+aH1RbtHpfa6dfhlSVEJv/zk8UJdoY82m7LSWkSl6Oi/Tf3VFX3PNo73QAAAwCkRpKKV8/sDppbanmNakUs5453Rce7o1KiEtOikrPiM3JSuic4YUykVEXdiHe4bhlzgMZsoKZ5sR7mlcWFzcShj5vCLR3cdMHfHop1lB3eWHizylvntgBIVbbrSY5J7JGZ2i+88IWvYuOzBLuWwRf/fxNvXluxsnLc2Htg+NDXXqYxrB5xzVvbQL/at2V2Wt610/8GqwgpvdWWw2mv5bds2TMOlHImuuC7x6dlx6WMzB52Te1p6VKIRcSBOMX448HyPbuIOvnGZg0OJ8rSMvjcPuLiJk66NeEc0Fx8AAO2d0vV7wbTWSik5WjtNI41u1WthQXWsr2nRKjSEXIvYom3RWsTSWkScohz15xLWIhI+ilZuWtsitoiWeufCEGXKsZyLercWquM8BwAAoN0GKV1zD94xfNbrxqlF15QQqJ8aQtUR1FHWrLWWyBU2CEa1m6sdh6WOIbLUHm3dBnSTqave4TWY1kY3l5bCWU9aKDvauo0CAIB2GKQaZ4Vw+rBEl/qrjlQW7Sw5uKf88KHKwgJvaVXQWx3w+a2AFu02nLHOqBhHVEZMclZcem5iZu/UnIzY5DhHVGhuPq1FRRQm0ForFc4ikY+by3CNn7W1FhFDqaMlqGZzT0vhpn7+a3k+5NAbdf2M2DBANriR8Kh5EgAAtNsgFQ4Clugif+WyQxufXvX25/vXVGpfxBS/WoVGljdeqYhocVlmijPusr4Tbxx1WZ+krlHK0XIcAQAA6AhByha9o/TgvJ1L3t+zZOnhTRXBakvVFNxs3XCh2vUrLS5tZsamTs4ZdVGPMyZ2H5HgjCFJAQCAjhKkIhqJbNE7Kg//a/mbT617u8LwtfzeUGYKFzRvBUPLkPjuj5z387GZA91tVcIKAADgmwxSIqEeN1vk7R1f3jL/z/m63FZNLi1fpxplqMsv1nZemDv+4XNu7xpNiXAAANAhgtT+ysK7Pnny9b0Lq8VfG60aLq7FoVWsGdUlLq1TbGq8KzreFeM2XSIqYAUqAtXl/upDFfkHKwurbZ/d/A11SkvPuMybBl1ycZ8zeyd1MRg1BQAA2nOQEkv0C5s/uunDB/yG1XiuOqeturpSx2cNvXzglDNzhsY7okxRqv5d/lpEiw6KLvSVfbB96ex1760p2F6uvHYzd+MpkXjL9eyF90zvNY4kBQAA2nGQEhG/6Itf+9UHecsiYpRy2EaGkfCrM66+btiFcaY7VKOymeaquuds0QHReyoOP/jFcy9tW+AzbR2qfaAjayzZIkZ3d/pbMx4anNTNoK4SAABov0FKRDYW7b3q3bs3lu/VIllR6d/rN2VG37P7pXePMZwirUo6kdWYtGhb9L7y/GV5m1/Y9MGH+5f7lR3Z1qVEtNaJKvoP42760fDpTsUIdAAA0G6DlBY55Cu55pXfd0/NeuTcnyaYUSeqmSgo9ucH19047393e4+IGKEJVcKj15U4LfXrEVf/dvx10eFyUwAAAO0uSGktSlX4q12m0206pP5sLV+TFtldfvjvq19/c9vnezz5DW4AdNjqjE4Dnzr31/2Ss/nGAACA9hek6gY6tWUF8mKr+uI5v1hUvKlBQQUl+pzOo96d8ZCLKlMAAOCk1yivqEYP2kCKGfPQ5NuTdZRoVW8COpFPD61+cdOCoGi+NwAA4CRnzpo169vYru4al3Zxn7PsgLW+cKclVs28wMo27I93LSv3VI3LHuo0DC3cywcAAE5SzU9a/I2wRd+64C9PbXk3tBO1ZRcctpo99XdX9Z9cv1wCAADAScT4tjevbk8tQkkAACAASURBVBt5eULQHfqyNtMFDf3qtk+tNh2o1Xb0Ub4GAAAdw7fcIiUituhFhzZ+b+49B3xFkc9HieOBCbeMTO3dHrOUEnGZjl6p2cmuWNGilaj2mQkBAMBJHaRC/m/FnF9+9WTEDXxaRFSo3FR7PK2ilJbBCd3euer/sqJSJaJIKQAA6MBBqkH9Ax0xcqlNokBoA4Xeiste/82iok22sjtO042WHlEZz5x/11ldh5KjAAA4FYJUKADooLYdyqz59NdalCXabLOB31pkj6dw0jMz99iFIh2qG6yHO/3Ta57IiU5T9efPAQAA7V3DweZa60O+smc3fHjr3IeCYutwylEBsW5++b77Fz+f5y1tk0AnkhOdevOoywxbOthgor3egu+/8rv93mItopRi6DkAAB2GI5yURNlaa9Hr83e/u+3L/1v7cveEzrV9bErEFlmcv/nZI59sLdp39/gbuid2Mk90y4ohcuuo72wr3vvq9s+8tl+rujwV2bPYoFBCgzQW+Wpz/zZ4e+NVNd5Qk32cTe6JErFF24bUnVglX5VtmTD75mem3XV29rBQlKJVCgCADiDctWdp+2B1iS3aFLFExr1wY3p08pJr/+0WFbrhzCvWyMev3iJ5fxjzP9cMOM/UKsEdE++MOrGT8YmIJfpgdfGBygJv0NdOz+lHu5f9ecV/LUM36KPs5kr79Jonusekk6IAAOg4QcoWff/iF/6w9BlL6VD7ilYS54we23nQtKzTbz/t8qfXvPvari++OrCuWnxKixIRrbpFp9859gfXDT7PVCemGFWoSkBt+Gifw4m0iPJY/n+ufefRFS/v8RZENj0pLTnu9NtHXH7LiEujTRcXHwAA7Z0hIgHb6hKdeu/4mxMdsbYKTyJcGfAs2L98dfEOLbK5dP9H+5dXi09EtBJbSbI7/senXxUMBKr8nhOW6eo6EkVE2uegbCUi0abrxyMu/+Lap3pEZUT2+2nRe/2Fv1785N9Xva7baV0HAADQIEg5DPPaYdO+P3CqSznqffArsUXbTY2OjnNG3zTs4htGXhznjuEkNhBqUsuKSv7paVea4dFSdYOsLKX/uurVnVX5VDwHAKC9U/srCr7/9izL1AFtrSva4beDkS8nueKzY9LzPMWF3tKIapkSZTiHpfU2RHWL6/Tshb9zaoPh0w3SlBblswL/WvfurCVPFwerwrFJiyglWrLdafMvf3hganfOFAAA7ZejoKLE6/eG6ogPjuuuRYtS+6sLCgJlIlLqryj1V4jUdbzlRGekOeOVqKDXLyL7qw9V2r5kI7pdzS5cdx9eK0ZiHeUeOx3qC625yVCLqHBckijTedvwy0TLzxY+Hu4zrem93O8vfHXbZwPH/oBLEACAdhykhmb2+uz6p5RoLaJEadGW6KeWvPHevsVNvuEno644N3e0rktW4goVo2ofIUpL3ax3SmpGYjWVlbTUH7PVnPA0eqr+cxGPrh0y7bWtn35ZsL5+T57O95Zw/QEA0L6DlISLcqqa1KCUqDNyhmQlN32Xfv+UbqrpRpx2kKS0FlF6feGeT/as8NvBIWm5p2cNSnLFSv0wpUVEi8fyfbp31dbi/UFtDc/odWb2MLfpbHCQlui95Uc+3LW02Fs+OD13au7pNePM6hbcVLh7X8Vhu9HOpLkSuP4AAGjfQWrJvg3Xv/unUP9UTR1zKbQrynV1E0FESYYkJBjRtc+4gsb7N/8jKyr5pJ3XJXK3Akp/sHvZD9/7Y6GuFBHTVrnujNeueHBISndRdQUXlEhA6V999o8nN71jKR1a8u5R1/1u3A8ij9BjBx9c8uJfl88pUx6txGEbF2aN/vO5P+0V26m2navM8t7ywcN7fIW17Vahk+yyzAtyx3H9AQDQrpl33vO7Dw4uj46J2ePLzwuWFuuqEl3lk0BtA5VTm6JE14z7qRJfsa6qUr4eaVmxMTE5KZnXDprmULX3pp10aqqQ668Obbxh/v2PrJpTrr3h8UxKiu2qedsXWbbdOT4tKSpORPls/yubP/3VZ397bfcXVs0MylrJssObyj1VvVKzk9yxtsi2kgO3LfjLvza97TGCobXZSm8tP/DSuvddpmtY576mMnaUHprx5l0rSraHehFr+xVTzbjHz/7ZtNzRBvPuAQDQnoULctoi57z80y+OrI14SYuoa/qe9+S5v/rZx3/954a3I2NShjtp240vxxquUNhStTnrpOQX+72di/9n/v8W6yoRaTwuXmmJt90vTb9vavfTfvf5Px9eO8dSloihwiPJwydEadVVJc29+q+vrPvgb6tfKzf9jTallVZKy7mdRj500R2//uCxeQeW6siZbpQYWh4645afjbqCqWIAAGjvHCJS4q14fdNnh6uLGmQsEXGJwymGy3DUPBMaPiQey/fM2veitGN67/Gd4lNEnbyJwGMHZi185h+rX6s0A+GOtYaJT2ulyk3frR8+dPWwCx9f85pl6NDIMd0gbik5KKXfef3XeyuPBE27qRiktCFaywf5q1bM/lFJoLLeGpQoLUNiu107+DwCFAAAHSRIJbjjlhzeuL38QF2yUBJlOLvHd86MSVEiXaNT+yZl7yo7FBBLRAwtlQHP77946sbBFyfExJ3AvbFFVh7ZOn/n4jJvpSWiIu4NrLvRLvRk5NQr4bHvSmqXj1h4dcH2jw6usE1pNIqr4X15e7wFf1ryH2002VBUM3GNyE7PYTGl3tB01WCkuthKFwTLG6zGLeZtQ77z89OvTHUnRG4XAAC0U+FJi0v8lS+u/TCotBLZW37kb+tf6Z/S46tr/h0lytBKK6mW4Ki/X7PNPnxmp6GX5k5QIiM79x3bdcCJmmgvZEv5wbNe+FG+VdHWVb9NW6KVu0r5tKjIbalGG1ahOppKNbtLSpu24VZOj/brFqPRjX0ueOLcX5jkJwAAOopQn50ku+JuPe2yUFhYdHDjP9a+pkQcogytlCgl4hDD0CKihqb1+vGo79SM1T6R/GL9eeHsxg05raAj5mBpMuqEh3qHj9lWV/eaesnAs254+48lqjpyDFODQ3La6sKccYc8RcuKNjeX7JRtXNZ9wk1jZlz3+u8PBZstDZVsRd0y8jsUgAcAoAMGKQknEb3m8I5XtnzcPamLy3aI1CsY5bTMLtHJovXOkoM9k7oYcmKGl4dCjiXy5Kp35mz/WJvHsY6jVM6sjUeGlq7u1Fnjbrhm0LkOMYbf8NzbW794dPUruz1H6q9AK63Gpg3404Sbz+g6aF9F/k8X/PX9g0tDpRBqE5uh1YiU3t/rP+WHgy9McMW8d/nD9y565qP9Kyq1T4nompHqhsjUzFGzJtw4JK0HMQoAgI4k3LUXyRYJirWn9HCvpC61LSi26D1lRzLiU2IN14lNA6FUsrlk3+jnbqgy/LrN7v1z2sYN/c6/e+KNnd2JkeXMN5Xu/+6rd272HKjNSU7bmNRpxPOXzkp3x4eKS/nF+v7b976+b6GuadgytFyZO/nfF/w2Wjl0TY6zxF5RuGPGa7/dHygWCY9Gn5A+aP53H41RDq42AAA6cpBqOGQ6sommdjK5Ri997SSl/aJvfP/B2dvfD48XFxEtSqR3YlZ6VFL4VsHaOX9DD2sTTc2NhKLD453qPa9FRBvKSI9J+l7fKZf3m+RsNKhLa10W9HyyZ8WcLR/vqzjSI7HLtQPOm9hteLThjDzUw9UlT6x+c3XBtkJPefeEzDO7DvnewHMSndG6psxmbZ2o9YW7nlrz9pbSfQErODS1520jL++bnCVNnWUAANBxgtS3whb95Lp3f/LpI0Ejck9UqhG3+obZXaOSjil46IgB45EPVL07+aTJWGNrHbohUDW/8lCEa81QJ1u0iBhtlD4BAMBJ4Fvub9Ii20sP/u6TJ+qnKBHRk3NGdo1KUnVZ5OtvSjXKThEva20o0S0O+1IN/r/FTRnhIKe5yAAA6KiMb3HbtuhdFYdvev+BEsNTl0G0iEgnI+EXo69SJ6YNR2tdLzupBuEoXKRTtbLpq0EpqqMsIUpHtogBAIAO5FtrkbJEz9295Ja5DxzSZXUZQykRybBjn5t+z6hOfVXzWeVYqKOMX69raDrmrKNa8ToBCgAAgtSJUdvqszhv4w/f+UOp8tTrMNPaYRmzzr55cvbwmrFFzOsLAABO4SAVqqekRZQoW/SOkoNvbv/8sTWvFdf16ImIaC2mVneMuPLGoRfVlv8mRQEAgFM5SIXrJigRS/TT6977+SePVZl+HRm0RESU2zZuGnjJvWfe4CA+AQCA9qAV5Q9qSyQdX4wSbWld4Cl7e9vC/25dsPTIJr+yGi82MD7n4bNun9R9hCtc54ksBQAAOkCQEu0T/f72xZN6nhZtOE0RJSpU77smZ4mESl+qeuO1bZGAWIsObHho0XOL8jZUGk3M6RuqJd7DmfbeVY/0S8rm+wEAADpUkNIiiw5vOve/t2fFZZzdbdSMgZPGZg12iuEQQ4lEJqrQwHBLdFD0tpL972xduHDvqoV56z1GoGGE0nX1wPtFd33ryof7xGXSBgUAADpUkNIie6ryZ7zy25UVO0Qp0eLQRpwjKiehU5fYtDhXdJwzJkq5tEhQgpVBb5Xfk+8p2V+RX+QpDSit68/yG8nQakBCzgW5Z8wcPr1bfCepm4IGAACgQwSpoNjXv/PH/+75zFa2iKjQDXhK1U5s18xKpUETVOQzSsRlGT8ZNmPWWTdGM5UvAABot5rNMVprpWTl4a1v7v7CNuzwk7WdeNJSpczGY6G00iLKbZvjug65vNfEcVmDB6R2dyiDbwAAAOiAQUopJVr2lxyJlxi/XREIzXRy7JSI0ioq6Lisz8Q7J1zfJyHT1Eb4BU25TQAA0I4dpWvPEn3YX/bl7tXPrJm7+OA6rxEMGlqr1qxXlCinpfondrtq0NQpvUYPTO7uVmb4ZR26YY8UBQAAOm6Qqok9OqjtYl9lXnnhjpL9uysOH6osLPSWVQW8nqDPbwVsLS7TjDJd0Q53alRCZmxqdlxGz6SumQlpXePS3IZT6m7uAwAAOJWCVP1QVa8dSYcHTIWeZI5eAABwCmntcO9Q3tKNu/W0GKIMUUqUEn2sKcpuacw6AADASe2YW6ROLEu0oYVePwAA0B59ywUICFAAAKD9+pbrYdafnQ8AAIAgdQxBCgAAoL2itjgAAABBCgAAgCAFAABAkAIAACBIAQAAgCAFAABAkAIAACBIAQAAEKQAAAAIUgAAACBIAQAAEKQAAAAIUgAAAAQpAAAAghQAAAAIUgAAAAQpAAAAghQAAABBCgAAAAQpAAAAghQAAABBCgAAgCAFAABAkAIAAABBCgAAgCAFAABAkAIAACBIAQAAEKQAAABAkAIAACBIAQAAEKQAAAAIUgAAACBIAQAAEKQAAAAIUgAAAAQpAAAAghQAAAAIUgAAAAQpAAAAghQAAABBCgAAgCAFAAAAghQAAABBCgAAgCAFAABAkAIAAABBCgAAgCAFAABAkAIAACBIAQAAEKQAAABAkAIAACBIAQAAEKQAAAAIUgAAAAQpAAAAEKQAAAAIUgAAAAQpAAAAghQAAAAIUgAAAAQpAAAAghQAAABBCgAAgCAFAAAAghQAAABBCgAAgCAFAABAkAIAACBIAQAAgCAFAABAkAIAACBIAQAAEKQAAAAIUgAAACBIAQAAEKQAAAAIUgAAAAQpAAAAEKQAAAAIUgAAAAQpAAAAghQAAABBCgAAAAQpAAAAghQAAABBCgAAgCAFAABAkAIAAABBCgAAgCAFAABAkAIAACBIAQAAgCAFAABAkAIAACBIAQAAEKQAAAAIUgAAACBIAQAAEKQAAAAIUgAAAAQpAAAAghQAAAAIUgAAAAQpAAAAghQAAABBCgAAAAQpAAAAghQAAABBCgAAgCAFAABAkAIAAABBCgAAgCAFAABAkAIAACBIAQAAEKQAAABAkAIAACBIAQAAEKQAAAAIUgAAACBIAQAAEKQAAAAIUgAAAAQpAAAAghQAAAAIUgAAAAQpAAAAghQAAABBCgAAgCAFAAAAghQAAABBCgAAgCAFAABAkAIAACBIAQAAgCAFAABAkAIAACBIAQAAEKQAAABAkAIAACBIAQAAEKQAAAAIUgAAAAQpAAAAEKQAAAAIUgAAAAQpAAAAghQAAABBCgAAAAQpAAAAghQAAABBCgAAgCAFAAAAghQAAABBCgAAgCAFAABAkAIAACBIAQAAgCAFAABAkAIAACBIAQAAEKQAAAAIUgAAACBIAQAAEKQAAAAIUgAAAAQpAAAAEKQAAAAIUgAAAAQpAAAAghQAAABBCgAAAAQpAAAAghQAAABBCgAAgCAFAABAkAIAAABBCgAAgCAFAABAkAIAACBIAQAAgCAFAABAkAIAACBIAQAAEKQAAAAIUgAAACBIAQAAEKQAAAAIUgAAAAQpAAAAghSAjk9rrbXmPADA1+TgFACniC+++KK8vLw2SImIUorTAgDHpHfv3n379q39UvFXKXCKGDFiREFBQWxsLKcCAI7PkSNHbrvttvvuu6/2GVqkgFPIk08+ecEFF9AcBQDH55ZbbmnwDGOkAAAAjhNBCgAA4DjRtQeccujUA4AThRYpAAAAghQAAABBCgAAgCAFAABAkAIAAABBCgAAgCAFAABAkAIAACBIAQAAEKQAAABAkAIAACBIAQAAEKQAAAAIUgAAAAQpAAAAEKQAAAC+OQ5OAQBAax16oJTibACtR4sUAODYIldt6gJAkAIAADhOdO0BwKmqtl1JtdijF9n8RL8fQJACgFM9QWkdik/H8V4GUQGR6NoDAAA4TrRIAcApJ9yqpCUYDB46eHDhoi+dTucll1zicrlqG5zCrVZKiYht216v9/333/d4PePHj8/OzjYM/g4HCFIAcGoL+P3Lli27+uqrExISpkyZ4nQ6m+y501qXlpTc/uPbDx06NGfOnK5duyql6OMDCFIAgKY1l5OabLICTlm0zQIAABCkAADHQ7VmCaWMyOVoiAJC6NoDgFM8RalWL1ZvSbIUILRIAQAAEKQAAAAIUgAAAAQpAAAAghQAAAAIUgAAAAQpAACAbx11pADg1KVFdOOnQqgS9c18C5qfaacDTMJTewihB9IRy4/RIgUApyrV6nqcp3bQqQ0Bjb8EaJECgFM2IzTZJFWXGKR17QcNGhtOkcmMI4+68SG30ADTYOEWTlQHOIetOUyCFACg3X7ONW6QUhExC40SQAuB4BRJkC1kypZP0QkM3CfVqaZrDwAA4DjRIgUAkOrq6iuvvNLhcIgKNRsoVfOoe7duj//1b7VLPnD/A8/+51llNNEY8Oijj/bq1UspFeow7NgtM5HNIZFNLI1fbeGNtU7Z1qzmtKMTQpACAEgwGFy0aJFSSosWJaKlNkgV9O8fCARql9y0edO2bduaTEmlpaW2bZumeWp+3n/9T32t9ckZHVqONa3c58ZjyI71YGvfdVKNxiNIAcCpy+F0DB4y6MEHHwx9ToU+7mofhqSlpZkOMz4x/q677qqorGhhbV26dKFN5fhEFgg4pTQXhtrRhUSQAoBT9tNbnC5nn759fvnLX4qqTU9K6dAX9T7hnC7Hj275UZOfgo0/9jpqmLIsKy8vb9WqVfn5+ampqRdddJHD0cTHaCAQKCws3LhxY15entfrdblcGRkZvXv3zs7OdrvdkUuWlJRs27Zt37595eXlSqmkpKTu3bv369cvJibm5DnqgoKCdevW7dix46hLGoYxaNCgYcOGRUdHh54pKirasGHDli1bapdJTk6eNGlSWlqaz+dbu3bt6tWru3btOm3atMYNmaGrK3TO582b13hzpmnGxMRkZGTk5ubm5uYSpAB0gL8uJWgF8w4d2rZ9e93HaUSBR8MwoqKik5OTMjIykpOTRURFfObatl1ZWXHkSH5JaYnH47GCQaUMh8MRGxubmpqalpYWGxsrWkS0rbXP6122fHkwGGz8h6zL5YqNi+vcqVN6enr4cy68Y3nbtm+Li4sbNWqUYRgn9k/eDlPGUh1Lk0BHa0dp/ruoRXxe7759++bNm/fMM89s3bp12PBh5513nsPhaPAuv9+/b9++ue/NfevNt7Zu3eL1+ZwOZ25u7tSpUy+66KIhQ4e6Xa5QSigpKfngww/ffuutFStWFBcXK0NlpGecccYZl19++cSzJ0a5o47pEtVal5eXb9myJSoqKisrKykpKRxNvvaluX///tmzZ7/yyitKqdq1+fw+27YdDofD6aj9QXY4HLfeemuvXr1qg1ReXt7LL7/8n//8R0RZlhUI+Pv379+7d++0tDSvx/vWm2/d/8D9kydPPuecc5rrEQ4Gg5s2bpo5c6aIREdHG4ZRe7xKqfj4+L59+06aNGn69OkDBgxoMtcSpAC0J95qzxtvvPHTn/1MRBwuh4iIXfNLXInT6czM7DJ27JiLLrrwnCnnJCel1P5ytyyruLh46bIlb7/z9pIlS/Ly8qqqqhwOR3R0dK+evSeeNfH8888fNmxYXGycaLGDVt6hvIsvuqi8osI0zdDAZyWitZimmZiY2Kdf3+kXXzJ9+vTs7GyXyyUi3mrvG2+88dOf/XTgwIErVqxo0DDQtp/OJ/ew2YgdU8fxidteumC+5nfB4/Fs3bb1uWeffXnOy+UV5aKkZghZw63k5+fPmTPn7ll3JyUm5eRkd83qWlxUsnfP3kf/+uj2nTvuvffePr16a61t216wYMFv7/xtUWFhly6Zw0cOEy179+x75dVXvvhy4Zw5c4YMGux0Oo9pJzdv3nzzzTenpqZed91148ePT09Pj4mJcZhf94M+NjY2Nzd31KhRdUFK63Ub1peVlWV2zczOzjKUocQINRH16NEj9BMXEhMT071791GjRtlBXVhYuG3HtnrXjhgtXG11NajCi+kRI0ZERYXzpW3blZWV+fn5a9asWbJkyZdffvn000936dLlWxiipwGcGoYPHz537ty23YatK8rKH33kERFxuVz9B/brP7Bf//79+vfv339Av779+2R0znA4HYZpZHRK//kv77Btu/at+fn5d911V2pqqmEYMXHRw0YMPXvyxAkTz+zcpZPT5TRNc8SIEbNnz9a21pYd8Pl3bt+REB8vIt26des3oF//AX0HDOjXr1+/bt26hX7VmqY5efLkDRs21OxYxaOPPCoiAwcO9Hg8kZs+QYce/q+Jl2z7hG8Ox/wNas13ofnv4ocfLTjn3KnRMdGjRo268qorXW7X6DGnVVdXN3hXIBCYP39+UlJSTGzM/z3ycGFRgc/v9Xq9s2fPHnXaqC5dutx5152hnamsrBw4cKDpMG+8+abVa1b7/F6fz7ts2bLp06e73e6p551bWlp6rAe4bNmyYcOGKaUcDsfgwYMfffTRffv2tXRptnrNgUDAH+Lz+33+8tKysyeeLSK/+vWvCgrzfX6vv0YwGIw8z5ZlBQIBv89fWFD4zyf/5XQ6+/fvv2rVKq11aUnZnb+5S0RNnjzZ6/U2t3WPx/PB/A9DeWvr1q1eb922fD7fzp07Z82a5Xa7TdP8wx/+kJ+f39YX0o9+9KPf/e53kc/QIgWgTXTr1u31V99wOp21f1Zq0VbQ3r59+5yXX5oz56XXXn194oSzp0yZEhUVJSKvvvbaG2++GRsbe+WVV1533XWpqammaWjRfp/vq68WP/nkU+vXr3/rrbd69+495vQxEtGuMGvWrDPOOMM0w3/a2rZdVlY2f/78Bx98cMmSJS+99NINN9zQo3sPviP4OpYtXVpUVHT99ddfOv3S1atXv/HGG00utnfv3s8//9y27annTL36+9ckJSYbpiG2XHjhhTt27HjssceWL1u+e/fuTp06vfnmm3l5eSNHjJxx+Yx+/fo5nS7RMmjgoJkzZy5cuHDJV4s3bdo0fPjw0E9HK9vbBg0a9Pzzz3/yySfPP//81q1b77///v/+979Tpp5z6aWXDhk82OV0HV8TXSiZRfZ+WsFgqIvNNE2n0+V0upQ0e0OfaZrKVE6n0zDV12y/dDqdTqfTMIzanc/Ozr7iiiuKiooef/zxV1999corr0xPT6drD0BH4HK5Qo389X91qi6ZmaZpHDx4cOnSpa+//vr48eOjoqIqKyvXrVu7e9euadOmzZw5s2+fvk6Xs3b6kpSU1NLSsqqqqs2bN69evXrMmDGRv7QzMzN79uwZ2Z4fCASSk5MLCgqee+659957b/LkyW0XpOrux27/nV8dW6tumG/+G9UjN3fmzJljx4xNSkzcunVrc+/Ky8tbuXJlbGzstGnTUpJTDMNQokRJUmLS4MGDe/XqlZeXt3r16kmTJn300Ucej2fChAm9evaMcofTUlRUVI8ePcaOHTtv3ryvvvqqT58+rQxSIdHR0f369UtNTR05cuTatWvnzXt/1aoVz8+e/dWiRaNOG3XeueeNHTO2dvTSiTmrokL/Hf3ib5tZHZ1OZ3Z29tSpUx9//PHt27dXVFRYlvUN9+4RpAC0HbtBXUYlEh8fP3DgwPHjxi9cuHD58uV+v19EysrKioqKLMvKysrq169feFSHDn9GpaWmnX/++ampqRUVFSNGjGjN79acnJwZM654/fU3tm3bVlhYaFlWWx9qhxls3u5pyc8/smf3nriE+AEDBjRufcnPz9+7d29MTMyggYNa/z07Y+wZUW53enp6cXFxC1dAUVHR9u3bY2JiTh99uqGMyDyRlZWVm5u7ZPHizZs3nzn+zFUrVwcCwWFDhycnJ9f+lCil4uPihw8f/t57761du9bj8RxTTBQRh8ORmZmZmZnZt2/f/v0HrFq1cvGSxStXrdy2fdv69RtGjhg+7ozxY8eOTUiIr23E/XonW2uxtdhKjJYmignP6njCfjgiV+52u3NyckTE6/VWVVURpAB0sGaAUC+cavB3c+fOnbWtQ6NAalp0lIh4PJ6ysrLU1NTIzzctOjc3NycnJ3RH8axGcgAAF3NJREFUXmu2a5rmgP4DXE5XdXV1VVVVIBho03YOETl8OG/VqtVer1e12GAwcuTItLS02juPcOJzlNY7tu944YUXEpOTZs6c2a1bt8hXS0pKPv300wULFvTv33/ggIGtbyzsXrOelufaq6yoOHLkSPfuPbp371F7VYf+SUlJSU9Pr6qqPrBvfzAY3Ld3n23ZWV2zYqJjI/OcO8rdrVs3rfWePXtCf2a0sLkW9ictLe3ssyeOGDH8tNGjP//is+XLl2/etHnF8mUrV6xavXr1sGFDhwwZ3KlTZ5fLfaJO+1FfUm3zV0ZoaFrtD/433wBMkALwjbYWhP5wLCoqMgwj1PchWpKSkjIyMpxO58aNG+fPnz9u3LiMjIzYmNjIYORwOJr9Za1rSyA1jDhKVGhAaFsf2datWx948IHiwqIWlunUqdN9991XExPRVvx+/46dO7fv2J6UlPTDG36YkpximKYSqaio+HLRohdffHHLli05OTmitZzQD13btr1er8fjcTgdoTshtGgl4TvdYmNiExISfD5fYWFhwO8vqyg3lIqLj2twa57T6UpLSxOR/Pz8xtU9jvWnLSEx8cwzzxx12sgtWzbPe2/eZ59+vmPHjs8++2zUqBEXXnjhmWdOGDhwUFJSUls0FDW1P23yY+jxeEKdrUlJSQkJCd98BQT+KgLQpr9h6nUfaC1+v3/f3n1LlixxOp2njRrldDhFJCYmZvTo0QMHDly1atWsWbOeeOKJJUuW7Nm75/CRwyWlJT6fr8HUEK35SNu1e2cg6He5XfHx8bVjUNpOMGhVVVV5vC3x+Xxf86MRLbdMaK2VoU4fO+Znd/wsJSXl4Ycffnfu3JLSUtu2fT7f8pUr/v30v1evWTN9+vQ77rhDmcbXH7gTGdND95Epw3C6nI3v63e5XFH/396dh0V13nsAf88ZZl+YBYZ9IIBsssjAKCAowQWECCgmLrjlyeKtGFt92tzYtH1uTK9JbNqa5mbptdo0t/G2YohLvWiM4BYR3BBcoggiLogg2wwis537x4FxgoCshsj38/goj7Mx7zlzznfe9z2/VyAwW8z6NkNb+31CCJfHozkU9f17cjgcsVhKCM2OUvWdWvr5cRAJRJERUeve+OVnn3324osvOjs7FxUVr1v35oYN75w/f35IyYlQFKEpQvfxy3Te1EvBiKEn12vXru3Zs4eiqLi4OIlEgh4pAHjKVVyp+Pvf/yc/P1+hUGRnZ9vm0mZlZen1+k2bNl29evX999//wx/+oFAoYmNj4+LiEhMTQ0JCZDJZ/1/FZDLl5eUZDIbg4OAn0wOUlJR0suQkedx5GRPPnwCBQJCYmLhx48Zly5bl5ORIpdLkGTMrKyvff//9oqKi5cuWr1u3TiKRjEiYe9xWZhjGbDZbrXar8fSyk5hMw565aaFQ5OTkpFAo7ty5Y7Va7927ZzAYfrwbur29vbS0dMuWLf/4xz9omn755Zd/kO5eBCkAGBE1N2oWLJxPURRF0ezpxWq1NjU13b59u76+Xq1Wr1ixYlJsDI/PY88/QoEwOztbq9UePHgwPz+/rKyssbGxoKDg+PHjH3/8sb+/f2ZmZnp6uo+PT9+vazQar1+//uWXX/5ly1/0Bv3cuXP9/f2fQHyxfSN/AkEpMzPz4sWLY2Ev8vX13bdv3yC2BY/P10ZFffTxxy+/9NLrv/jFtX+rKigoKC8vX7502aqcHEdHxxGpa2+bEGVlHp0PxBCGLcbN5XJpmiLEShhLT6PSDMNYCLFyuUM9QXet+mM1mc0VFRVffpm3e/eemprrzc3NwcHB8+fPn5UyKzAw8PsXhIyI4RpeT0pKsh8JZRimo6OjpaVFLpevWbMmISFBLBYjSAHAjxtDCHvAbDO0FRYe+v55hhiNRoVCkZycPHPmzKSkJJFIZKuVTNO0XC6fMGGCh4fHzJkzGxoaqqurL126VFZWVl5eXlJScuPGjerq6pdeemn8+PH2r/jrX/9606ZNtvOi1Wq9f//+zZs3GxoaFi5alJqWplarn8Abf5IdTTU1NRXsIjxPuwFdfmVf4ICmaalUGh8fv3Hjxt/85jebN29ua2ubM2fO0qVLNRrNiFzVRXUO3rHlKxmrldhGuyhCCDGZTB0dHVwuVyqVskvpmUwmq8XCpivb01gslra2NkKIVCodyu/JtsOD9genT5/cv3/f8aKiysprLS0tEyZMSE9Pj4yM9PPzUzurn2SJ/+HKZLbNLRAI3N3dAwICEhMT4+PjFQrFD3IZB4IUAIwItVr981/83MHBwfbV/NChQ4cPH5bL5bGxsRkZGU4qJ/uMxRIKhRqNxkujsVgszU1NtbW1t27dqqys/Hr//uPHj+/cudPV1TUkeLz9o6qrq2vv3O46l9FcLlcsFgcGBi7KXpSamhoYGMjn8/ue5DqMS7j0togvPMlTrC2EyaRSrVbr4OBQVVkpFks0Go2np+dA110ZUOwTCAUikchoMt1rbFKplPa3tupbm5qb+Hy+k5MTj8eTymQGvb65pdloNHalGYYQxmjquFNXSyiiVquHMm+6sbHx1KlTJ44XnTp98sKFCyaTOWLChMnxk7WR2oiICJVKdfXqVX2r3t3DXe4oH6Ft8XCNF7sZVEP5aKxdu9bJyamz65ei2IU4XVxc/Pz8BjT0jyAFAKMae5hUqVQ5K3P4fL7tuOnn59fS0nL5yuXaO3e6n8yoHs5JKicnlZNTWFjYg/YH/r5+HUZjQUFBSXFJU2OTzFFqu2dGRob/OD+KpghDaIrDHls9PDzYQgP9/04/xDjFFlq0Ff7p8XmEQmF0dLTtTAAjsvt1ta3ZbK6trc3NzW1vb4+Jib1540bxieLw8PApU6YM4wBQ57LNXb1KUqnMzd3NaOyorKpSqhT2G7q+vr629rZYIvb29nZwcPD1871w/vz1GzWR99v4gofdQu3t9yuuVlAU5e/vP4juIrPZfPfu3bKystOnTxcVFZ07W8rn88NCw7VRUTGxMTqdTiQSXbp06euvvy4pKeHz+S+88MKkSZOGdxPU1tZWVVWxJXnZKxDZzxdbzeGRIr0D8Nxzz3l7e4+26iEIUgAw4j0F7D+xsbGJzyaeKy878M2BadOSZk6fYctQra2tzc3NfL5AoZDbVYrqfKBAwE+aPu3ot8cKDxU2NzffqbtjH6TmzZs3bXoSh+YQQiiKHkS3kP2QUP/eSg/h78qVK7/73e96rdZICOkqf6BUKoc4tDR58mRXV9exsOt4eXkNIkKxeeJ27e0dO3Z8+OGHWq321VdeLSwoOFhw8PPPP5dIJDqdjm9XMZwiA9vyfWRxJ5UqICDg7NmzJ0+WREc/LB5rtVpv3rxZVVUll8vDw8O5PK5Op7ty+XLZubKpU6YqlUrbM+hb9WfOnKEoKio6ih0B7H/0b21tLS0tLSkp2bNnT2lpqVKpDAoOioubPCslJTwi3Gyx1NTUXL5yed++ffn/l280GsPCwpKTk4fe+dRtdPLChQvbvtjG5/MXZS9KSEgghDCEMZvN9fX1DMMoFcqR6xREkAKAp6I7iurxHEQpFIr4+ISTJ08ePXpky9a/xEyaKJU6svc9d+7csaPfurq6TZuWpPH2oro9lqLYKbpcLpchDKGYbgVpuq0h/3B1v4F0Mg2xl8hisbTdb+u7FDW73urQG/nDDz/EntYHq9Va39CQn5//2w3/6erqun79+ujo6ImTJhKays/Pp2laJpOFjB8/XAWH7PccNzfXSO2EY8eO7duXP3/+C2xoZhimsbGxvLy8urp6ypQpWq2Wz+NPn570VV7ekaNHUlNTPT09+Xw+w5C2tvaKisrTp07LZLL4yfH97DmzfQeorKx84403zpw5I5fLg4KCMjIysrKyfHx8jB3Gu3V3yy+cz83N/WpXHkVouaN8xowZixcvnjhx4rC3v0HfVlxc0th4LzgkWKvVisVii8XS2NR49uxZi8Uyzj+gq0QcM+jKUraP9jCOyyNIAcCoz1gUFRMTk5qWVlhYWHT8xJ69/1o4fxEhhKLI/v37//rXz9RqF44DvWTJYvbe9kfNhoaG27W329raRGKRi4vL42MQM6TuhUGs9/JsUlJxcUlvDxkNh/sxgmEYg8HwzYEDv/rVr4RC4datW3U6HY/H8/X1Xbt2rdlszsvLs1gsv//9793d3Xvdbajuz2ntCitWq5XpYrVarVarbQ+kKMpL4zVlypTNmzcXFhZu3bp1xYoVMpnMaDRu3759165dKpVT3OQ4FxcXhmFmz569YcOG8vLyf/7zny4uLmFhYWaz+cyZM3/c9EeTyZyeMcvb27vvOv5sjLDvSdXr9ZWVlaGhoTk5OXPnzpVKpRRFNTc3FxQUbNmy5ZtvvjGZTEKxYM6c9NWrfhoeHj4s6+49ulcnPZvk5up2+fJ3O3fu9PX1TU1NbWluPnrsyM5dOwlDkqYl2XrgHjavXUv2FhPRIwUAY7qXisXn8SbpJs7Lmrftf7f96U9/ei41TSqVUoROT3+upKTk8OHDf/7zp1arJT0jQ6FQ2B51paLi008+3fuvvV6eXrponVwu7+2YC0AYcqiw8L333nOUOb777rtRUVG2gaRnnnlm5cqVhJC9e/e+9dZbn376aT+j7bVr1/68+b9LS0sJQ0xGY11dndlkvvzdlTkZmTSHQyhrcEjIooXZOp2OQztEhE345bo33/j3NzZu3Ji7Y7u7h3tDw73qa9UmoykrK2vp4mVdnwXBht++s3bt2h07dhwvOu6l8WQspKqqqqGhISQ45K3/WN/3uF6PdDpdcXGxg4ODo6OjWCyur6vfvWd37o7c8vJyvV7v7u6emZm5aNEib2+No6O8n6stDYJEKl66fMndhrqioqJVq1ap1WorY62pqeFyuXPnzI2JnSSRfq+I15kzZ2bNmtXjtpg1a9Zrq15DkAIABKlONE0HBASkpqUeLDx45UrFJ598wtZLDAkJWbJkcWtr67myc+++++62bdvcPT2kUqnFYmpoaKi9fafyaiVFURkZGc8//zw7VtLtO2u3WRpdL9zDofnWzVuvvvoqTdOP3hgeHv6zn/2sr6ms1CBuQXfUk6bx0ixcsFCpUk6bNk1gNxeKx+OFhIQsW7bM19fX08PTtnjLYzse9Xr9+fPnvz12jC0GZbFYGIYx6A3Hi4rYxz7o6EhOTmG3slKpzMzI5PP4ubm5l767WFlVyePxx40LSElOSZ89m53cRlEUTej4+Ph33nnnq6++OlFcdOrUKQ7t4Orimp2d/fzzz/s+49v/iXS2XUsoFPr4+Fgslqqqqt27dx86dPjK5csN9xo0Gq8XX1yemPisn5+fh4cnn8+z3x+Hvn92eyzNoVNSUmiazsvLO3ny5MWLF3l8npub6+Il2cuXvujq6tr1Eetci7C1tbWkpKTHZw4ICOixvPuwXAOIIAUAozw19UwsFkdGRs7JzPzoo4//9rfPp02bHhYWLpFIp0+fLhCKCg4ePHv27MWLF8vKyhjCsAdchVwRExMTFxeXlJTk7+/f1e/QfYCu7/MB0zUho1Xfumv3rh7vYzAYXnvttbG+ojDzsMV6bs9BDHw+yR2Qonz9/BYsXCAUCu37Ndk3IhKJIiMjNRoNl8vt/znY3d391VdeSZuV2tsd1GrnoMAg9mcul+vp6Tlv3jx/f/9bt2+1t7fz+Xw3N7fAwCAvT0/bxCyKohwdHadPn+7p6Zn2XFpLSwtN0yqlys/PLzg4uJ/Tsbu9hfv371dUVBw8eLC4uLisrKy+vj44KDhrXpZOFx0aGurj8wyXyx2WgTIHLnf16tVzs+ZqtVr7qGrXIOrk5GQfH5/r168bDAYOh6NUKYICgwIDg2wBUSAUzM6Y7eHl3scLBQUF8fi8oJCgjz76L0KISqUahV9IEKQAYBhPwYwDlxup1a5Zs8bV1bW3r9Tubu6Ls5dwaAdCiFAooiiKEMrNzT0tNTU4KKi8vLympqalpeXBgwe2OjFBQUEhISG20poURTnKHXNycjo6OtjLoW3TTns+x1OEy+NGRkauWbOm76P2SFQn/zH2RXWbBfxjqo9FEZmjTObYa1UhmUzWa82hXt6cs7NzRnpG/ze3g4ODs7PzjBkzHntnmUw2ceLEYZnxbbVar1+//sEHHxw9erSxsTE0NDQlJSU2NjYmJsbDw8P2YXx0Aw5sm1JskHJIz0jv+47Ozs7Ozs7x8fG93YHP58XETIqJeXzxBY3Gix2THaV73OifxgUAw0Kr1b799ttpaWkjePYd2hgBhsBGSYYij3RHfS9IPbbLCn4IFouluLj4Jz/5iVAojIiISElJmTp1qkKhwAYaXitXrlSpVG+//bbtf9AjBQDD981saIdsHPFHx1Zk/xpMCQn4AXE4HF9f33Xr1rm4uCQkJAxXcQd4LDQ0AIwU+24M+/Pxoz8P6FTdrR+9xwcObihqzIWGoc12QroaJR8x2+fL1dV1wYIFaJYnjEYTAAAAAAwOeqQAYKS+JY+SXwYdJ30zGo3fXf6ux2n4HA5HqVQGBgYmJSUlJCTYrmc0GAxffPHF9tztOp1u/fr1I1eRCABBCgDGLvsE05+fB/S0fV8oM4Dl83r5hcdU8G1uai4oKCCEqNVqDodDqM5RP6PRaLaYi4uLT5w4kZaWtnz5cvZ6N4vZXFl5taCggMfj4Yql0fARw7cFBCkAeAoP7gOdqDTsXVmDmCA1ts5JVOfftje8bNkyZ7W6swUYpqOj405dXVlZWWFhYU1Nzbhx4xISEiRiCSHUKK0iBYAgBQAw7CEJ+sqszMMQuXz58sCgIHYIj+2WampsPHDgQGtzc+m5c9u2bQsMDJQ8I+n2VBg/hbEMk80BYASzDmtA9/+x/LZP7Vaz626iCFEqlTNnzHjl5Vc4NH3gwIHGxkaM5QEgSAEAjPWMS2yjmVQv68B0/ZFIpVOnTqVpuq6uzmAwmC3m0RN/ARCkAABgdJ8nKFoi6RzOa29vt5gtaBMABCkAAOgXi9l879499mexWNzP9XQBxghMNgcAGIs6V81jCHnclCd9m+HQ4UNWq9XPz08mk9mqSQEAghQAAPSYswghxGQy3b1799tvv92em2tlmNTUVJVKRVEUQ4j9jHNctQcIUgAAAGTfvn3l5eW2VGQ0GmtqagoKCk6fPh0REZGVlaVSqdBKAAhSAABgV+Sgy5tvvmlfLJuiKC6XKxKJIiMj16xZEx0dLRKJCEMoQux7oNAdBQhSAAAw5jCPTI8KDQ0VCIVsuKIpWigUql3UUVFRGRkZGo2mvxXqu56WQvVzQJACAICnOkt9zwcffDAuIICmqM4YRBGaprlcrkAgGNSzIkgBghQAADzVScq+UrlcLlcplbguD6D/8GkBABizRnZyE7sMH1oZnm7okQIAGKsxinROKUdTACBIAQDAk3b37t29e/d2q3XOECshxNvbJzwsHCkNEKQAAAB6duHixdWrVzOka1q5tXMVZEKRJYuXhI4P5XA4aCVAkAIAgKf6TODgoJArCCH9nGZOUZRQKFQoFISQ+/fvd7uVLX/w4MEDi8WCIAUIUgAA8DTjcXnROl1FRQUhxFHu2J/BOIlU8vrrr6/+6eoeb2WH9vh8PpY3BgQpAAB4yrHlyzvXfunfjCaapkVikUgs6jF1sUGKoCAnIEgBAAAMIpuhCQBBCgAAEHt6vX8fvU3oiIIxBQU5AQAAABCkAAAAABCkAAAAABCkAAAAABCkAAAAAABBCgAAAABBCgAAAABBCgAAAABBCgAAAABBCgAAAAAQpAAAAAAQpAAAAAAQpAAAAAAQpAAAAAAQpAAAAAAAQQoAAAAAQQoAAAAAQQoAAAAAQQoAAAAAEKQAAAAAEKQAYKAYhmEYBu0AAIAgBQAAAPBDckATAIwpFEWhEQAAEKQAoL8wlgcAMEIwtAcAAAAwSOiRAhhDVqxYIZFI0A4AAINTV1e3atUq+/+h0OcPMEYcOXKktbUV7QAAMBTjxo0LDAxEkAIAAAAYKsyRAgAAAECQAgAAAECQAgAAAPhR+H+FM2w+NMblyAAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">54</span> </div><div class="t m0 x36 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Será <span class="_ _1b"> </span>considerada <span class="_ _1b"> </span>em <span class="_ _1c"> </span>boa <span class="_ _1b"></span>situação <span class="_ _1b"> </span>econômico-financeira <span class="_ _1b"> </span>o <span class="_ _1b"> </span>candidato <span class="_ _1b"> </span>que <span class="_ _1b"> </span>demons<span class="_ _8"></span>trar, <span class="_ _1b"></span>no </div><div class="t m0 x37 h7 y1af ff5 fs0 fc0 sc0 ls0 ws0">exercício <span class="_ _8"></span>referido <span class="_ _a"></span>nas <span class="_ _8"></span>demonstraçõ<span class="_ _8"></span>es <span class="_ _8"></span>financeiras, <span class="_ _a"></span>possuir <span class="_ _8"></span>RSPL <span class="_ _a"></span>(retorno <span class="_ _8"></span>sobre <span class="_ _a"></span>o <span class="_ _a"></span>patrimônio </div><div class="t m0 x37 h7 y1d1 ff5 fs0 fc0 sc0 ls0 ws0">líquido) <span class="_ _4"></span>igual <span class="_ _1b"></span>ou <span class="_ _4"></span>superior <span class="_ _4"></span>à <span class="_ _1b"></span>TJLP <span class="_ _4"></span>média <span class="_ _4"></span>(Taxa <span class="_ _4"></span>de <span class="_ _1b"> </span>Juros <span class="_ _4"></span>de <span class="_ _4"></span>Longo <span class="_ _1b"> </span>Prazo, <span class="_ _4"></span>aprovada <span class="_ _4"></span>pelo </div><div class="t m0 x37 h7 y117 ff5 fs0 fc0 sc0 ls0 ws0">Conselho <span class="_ _8"></span>Monetário <span class="_ _8"></span>Nacional, <span class="_ _8"></span>divulgada <span class="_ _8"></span>pelo <span class="_ _8"></span>Banco <span class="_ _8"></span>Central <span class="_ _8"></span>do <span class="_ _8"></span>Brasil <span class="_ _a"></span>com <span class="_ _8"></span>o <span class="_ _8"></span>código <span class="_ _8"></span>256) <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y213 ff5 fs0 fc0 sc0 ls0 ws0">ser calculado da seguinte maneira:  </div><div class="t m0 x0 h7 y31d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4e h7 y501 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y502 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y503 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y504 ff5 fs0 fc0 sc0 ls0 ws0">Onde: </div><div class="t m0 x3d h7 y505 ff5 fs0 fc0 sc0 ls0 ws0">RSPL = Retorno Sobre o Patrimônio Líquido; </div><div class="t m0 x3d h7 y506 ff5 fs0 fc0 sc0 ls0 ws0">LL = Lucro Líquido do exercício; </div><div class="t m0 x3d h7 y507 ff5 fs0 fc0 sc0 ls0 ws0">PL <span class="_ _4"></span>= <span class="_ _4"></span>(patrimôni<span class="_ _8"></span>o <span class="_ _4"></span>líquido <span class="_ _4"></span>inicial <span class="_ _4"></span>+ <span class="_ _1b"></span>patrimônio <span class="_ _4"></span>líquido <span class="_ _4"></span>final)/2; <span class="_ _4"></span>TJLP <span class="_ _4"></span>= <span class="_ _1b"> </span>média <span class="_ _4"></span>das </div><div class="t m0 x3d h7 y508 ff5 fs0 fc0 sc0 ls0 ws0">taxas a.a. divulgadas pelo BACEN no código 256 para o exercício. </div><div class="t m0 x3d h7 y509 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h30 y50a ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Caso  o <span class="_ _1c"> </span>candidato  tenha <span class="_ _1c"> </span>obti<span class="_ _8"></span>do  prejuízo<span class="_ _0"></span>  no <span class="_ _1c"> </span>último  exercício <span class="_ _18"> </span>social <span class="_ _18"> </span>exigível,  pod<span class="_ _0"></span>erá  ser </span></span></div><div class="t m0 x37 h7 y50b ff5 fs0 fc0 sc0 ls0 ws0">efetuado <span class="_ _a"></span>cálculo <span class="_ _2c"></span>da <span class="_ _8"></span>média <span class="_ _2c"></span>dos <span class="_ _8"></span>cinc<span class="_ _8"></span>o <span class="_ _a"></span>últimos <span class="_ _a"></span>exercícios <span class="_ _2c"></span>exigíveis. <span class="_ _8"></span>Para <span class="_ _2c"></span>tanto <span class="_ _8"></span>será <span class="_ _2c"></span>apurada <span class="_ _8"></span>a </div><div class="t m0 x37 h7 y50c ff5 fs0 fc0 sc0 ls0 ws0">média aritmética <span class="_ _8"></span>do patrimônio <span class="_ _8"></span>líquido dos <span class="_ _8"></span>cinco <span class="_ _8"></span>últimos balanços, <span class="_ _8"></span>exigíveis <span class="_ _8"></span>pela legisla<span class="_ _8"></span>ção </div><div class="t m0 x37 h7 y50d ff5 fs0 fc0 sc0 ls0 ws0">vigente, <span class="_ _8"></span>e <span class="_ _a"></span>a <span class="_ _8"></span>respectiva <span class="_ _a"></span>média <span class="_ _8"></span>aritmética <span class="_ _8"></span>dos <span class="_ _a"></span>resultados <span class="_ _a"></span>obtidos <span class="_ _8"></span>em <span class="_ _a"></span>cada <span class="_ _8"></span>balanço <span class="_ _a"></span>patrimonial </div><div class="t m0 x37 h7 y50e ff5 fs0 fc0 sc0 ls0 ws0">considerado <span class="_ _7"></span>na <span class="_ _7"></span>apuração <span class="_ _7"></span>da <span class="_ _7"></span>média <span class="_ _2c"></span>do <span class="_ _5"></span>PL. <span class="_ _2c"></span>Neste <span class="_ _7"></span>cas<span class="_ _8"></span>o, <span class="_ _2c"></span>a <span class="_ _7"></span>comparação <span class="_ _7"></span>será <span class="_ _7"></span>realizada <span class="_ _7"></span>com <span class="_ _7"></span>a </div><div class="t m0 x37 h7 y50f ff5 fs0 fc0 sc0 ls0 ws0">menor  TJLP <span class="_ _1c"> </span>divul<span class="_ _8"></span>gada  para <span class="_ _1c"> </span>o  mesmo  período <span class="_ _18"> </span>a  que <span class="_ _1c"> </span>se  referir  a <span class="_ _1c"> </span>médi<span class="_ _8"></span>a  do <span class="_ _1c"> </span>patr<span class="_ _8"></span>imônio </div><div class="t m0 x37 h7 y66 ff5 fs0 fc0 sc0 ls0 ws0">líquido; </div><div class="t m0 x36 h30 y510 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span><span class="ffe">Caso <span class="_ _5"> </span>o <span class="_ _5"></span>resultado <span class="_ _5"></span>obtido <span class="_ _7"></span>na <span class="_ _5"> </span>alínea <span class="_ _5"></span>“b” <span class="_ _5"></span>ou <span class="_ _7"></span>“c” <span class="_ _5"> </span>seja <span class="_ _5"></span>menor <span class="_ _5"></span>que <span class="_ _7"></span>a <span class="_ _5"> </span>TJLP, <span class="_ _5"></span>mas <span class="_ _7"></span>for <span class="_ _5"> </span>maior <span class="_ _5"></span>que </span></span></div><div class="t m0 x37 h7 y511 ff5 fs0 fc0 sc0 ls0 ws0">zero, <span class="_ _5"></span>o <span class="_ _5"></span>candidato <span class="_ _4"></span>deverá <span class="_ _5"></span>comprovar, <span class="_ _5"></span>com <span class="_ _5"></span>base <span class="_ _4"></span>nos <span class="_ _5"></span>documentos <span class="_ _4"></span>exigidos <span class="_ _5"></span>nesta <span class="_ _5"></span>resolução, </div><div class="t m0 x37 h7 y512 ff5 fs0 fc0 sc0 ls0 ws0">que possui PL igual ou superior a R$ 2.000.000,00; </div><div class="t m0 x36 h30 y513 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Caso <span class="_ _2c"></span>a <span class="_ _7"></span>empresa <span class="_ _2c"></span>tenha <span class="_ _7"></span>sido <span class="_ _2c"></span>criada <span class="_ _7"></span>há <span class="_ _2c"></span>menos <span class="_ _7"></span>de <span class="_ _2c"></span>um <span class="_ _7"></span>ano <span class="_ _7"></span>e <span class="_ _2c"></span>não <span class="_ _7"></span>seja <span class="_ _7"></span>exigível, <span class="_ _2c"></span>nos <span class="_ _7"></span>termos <span class="_ _2c"></span>da </span></span></div><div class="t m0 x37 h7 y514 ff5 fs0 fc0 sc0 ls0 ws0">legislação vigente, a <span class="_ _8"></span>apresentação de balanço <span class="_ _8"></span>patrimonial e <span class="_ _8"></span>demonstração contábil do últ<span class="_ _8"></span>imo </div><div class="t m0 x37 h7 y515 ff5 fs0 fc0 sc0 ls0 ws0">exercício, <span class="_ _9"> </span>deverá <span class="_ _b"> </span>apresentar <span class="_ _9"> </span>apólice <span class="_ _b"> </span>de <span class="_ _b"> </span>contrato <span class="_ _9"> </span>de <span class="_ _b"> </span>seguro <span class="_ _9"> </span>de <span class="_ _b"> </span>responsabilidade <span class="_ _9"> </span>civil <span class="_ _b"> </span>e </div><div class="t m0 x37 h7 y516 ff5 fs0 fc0 sc0 ls0 ws0">operacional no valor mínimo de R$ 2.000.000,00; </div><div class="t m0 x36 h30 y517 ff5 fs0 fc0 sc0 ls11 ws0">f)<span class="ff11 ls0"> <span class="_ _36"> </span><span class="ff5">cas<span class="_ _8"></span>o <span class="_ _2c"></span>a <span class="_ _a"></span>empresa <span class="_ _2c"></span>tenha <span class="_ _a"></span>sido <span class="_ _2c"></span>criada <span class="_ _a"></span>a <span class="_ _2c"></span>mais <span class="_ _a"></span>de <span class="_ _2c"></span>um <span class="_ _a"></span>ano, <span class="_ _2c"></span>porém <span class="_ _2c"></span>tenha <span class="_ _a"></span>ficado <span class="_ _2c"></span>inativa <span class="_ _a"></span>no <span class="_ _2c"></span>período </span></span></div><div class="t m0 x37 h7 y518 ff5 fs0 fc0 sc0 ls0 ws0">da  apresentação <span class="_ _18"> </span>do  balanço <span class="_ _1c"> </span>patrimonial  e  demonstrações <span class="_ _1c"> </span>contá<span class="_ _8"></span>beis  do <span class="_ _1c"> </span>últ<span class="_ _8"></span>imo  exercício </div><div class="t m0 x37 h7 y519 ff5 fs0 fc0 sc0 ls0 ws0">social, deverá <span class="_ _8"></span>apresentar <span class="_ _8"></span>Declaração <span class="_ _8"></span>de <span class="_ _8"></span>Informações <span class="_ _8"></span>Socioeconômicas <span class="_ _8"></span>e Fisca<span class="_ _8"></span>is (DEFIS) <span class="_ _8"></span>ou </div><div class="t m0 x37 h7 y51a ff5 fs0 fc0 sc0 ls0 ws0">Declaração <span class="_ _1c"> </span>de  Créditos <span class="_ _1c"> </span>Tributários  e <span class="_ _1c"> </span>Débitos <span class="_ _18"> </span>Federais <span class="_ _1c"> </span>(DCTF),  encaminhada <span class="_ _1c"> </span>à  Receita<span class="_ _0"></span> </div><div class="t m0 x37 h7 y51b ff5 fs0 fc0 sc0 ls0 ws0">Federal, <span class="_ _1c"> </span>comprovando <span class="_ _1c"> </span>a <span class="_ _18"> </span>inatividade, <span class="_ _1c"> </span>bem <span class="_ _1c"> </span>como <span class="_ _18"> </span>deverá <span class="_ _1c"> </span>atender <span class="_ _1c"> </span>ao <span class="_ _18"> </span>requisito <span class="_ _1c"> </span>previsto <span class="_ _1c"> </span>na </div><div class="t m0 x37 h7 y51c ffe fs0 fc0 sc0 ls0 ws0">alínea “e”.<span class="ff5"> </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="pf39" class="pf w0 h0" data-page-no="39"><div class="pc pc39 w0 h0"><img class="bi x5 y4e w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y34 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y35 w5 h8"><div class="t m0 x7 h7 y36 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y35 w6 h8"><div class="t m0 x9 h9 y37 ff6 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 y38 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y39 ff7 fs3 fc0 sc0 ls0 ws0">Critérios e Procedimentos para<span class="_ _8"></span> Credenciamento das Entidades Integra<span class="_ _8"></span>ntes da ICP-Brasil <span class="ff9">–</span> <span class="ls9">DOC</span>-IC<span class="_ _8"></span>P-<span class="ls7">03</span>- versão 7.1 <span class="_ _c"> </span> <span class="_ _d"> </span><span class="ffa ls7">55</span> </div><div class="t m0 x0 h30 y14c ff5 fs0 fc0 sc0 ls0 ws0">4<span class="ff11"> <span class="_ _10"> </span></span>Relativos a sua qualifica<span class="_ _0"></span>ção técnica: </div><div class="t m0 x36 h30 y51d ff5 fs0 fc0 sc0 ls4 ws0">a)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Declaração <span class="_ _1b"></span>de <span class="_ _1b"> </span>que <span class="_ _1b"> </span>assinará, <span class="_ _1b"> </span>após <span class="_ _1b"> </span>o <span class="_ _1b"> </span>credenciamento, <span class="_ _1b"> </span>Termo <span class="_ _1b"> </span>de <span class="_ _1b"> </span>Confidencialidade, <span class="_ _1b"> </span>sob <span class="_ _1b"> </span>o<span class="_ _8"></span> </span></span></div><div class="t m0 x37 h7 y51e ff5 fs0 fc0 sc0 ls0 ws0">compromisso de obedecer às normas e políticas de segurança do ITI. </div><div class="t m0 x36 h30 y51f ff5 fs0 fc0 sc0 ls0 ws0">b)<span class="ff11"> <span class="_ _2a"> </span></span>Declaração <span class="_ _b"> </span>de <span class="_ _9"> </span>Prática <span class="_ _b"> </span>de <span class="_ _b"> </span>Prestador <span class="_ _9"> </span>de <span class="_ _b"> </span>Serviço <span class="_ _9"> </span>de <span class="_ _b"> </span>Confiança <span class="_ _b"> </span><span class="ffe">–</span> <span class="_ _b"> </span>DPPSC, <span class="_ _9"> </span>atendendo <span class="_ _b"> </span>às </div><div class="t m0 x37 h7 y520 ff5 fs0 fc0 sc0 ls0 ws0">condições  mínimas  estabelecidas  pelo  documento <span class="_ _9"> </span>REQUISITOS  MÍNIMOS  PARA  AS<span class="_ _8"></span> </div><div class="t m0 x37 h7 y2c ff5 fs0 fc0 sc0 ls0 ws0">DECLARAÇÕES DE PRÁTICAS DE <span class="_ _8"></span>PRESTADOR DE SERVIÇO DE <span class="_ _8"></span>CONFIANÇA DA </div><div class="t m0 x37 h7 y521 ff5 fs0 fc0 sc0 ls0 ws0">ICP-BRASIL, DOC-ICP-17 [9]; </div><div class="t m0 x36 h30 y192 ff5 fs0 fc0 sc0 ls4 ws0">c)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Política <span class="_ _5"></span>de <span class="_ _7"></span>Segurança <span class="_ _5"></span>(PS), <span class="_ _5"></span>atendendo <span class="_ _5"></span>às <span class="_ _5"></span>condições <span class="_ _5"></span>mínimas <span class="_ _7"></span>est<span class="_ _8"></span>abelecidas <span class="_ _7"></span>na <span class="_ _5"></span>POLÍTICA </span></span></div><div class="t m0 x37 h7 y193 ff5 fs0 fc0 sc0 ls0 ws0">DE SEGURANÇA DA I<span class="ls1">CP</span>-BRASIL, DOC-ICP-02 [12]; </div><div class="t m0 x36 h30 y522 ff5 fs0 fc0 sc0 ls0 ws0">d)<span class="ff11"> <span class="_ _2a"> </span></span>Requisitos  operacionais  do <span class="_ _1c"> </span>PSC  de  Assinatura  Digital <span class="_ _1c"> </span>e/ou  Armazenamento  de <span class="_ _1c"> </span>Chaves </div><div class="t m0 x37 h7 y4f1 ff5 fs0 fc0 sc0 ls0 ws0">Criptográficas, <span class="_ _2c"></span>atendendo <span class="_ _2c"></span>às <span class="_ _2c"></span>condições <span class="_ _2c"></span>mínimas <span class="_ _2c"></span>estabelecidas <span class="_ _2c"></span>em <span class="_ _2c"></span>regulamento <span class="_ _2c"></span>editado <span class="_ _2c"></span>por </div><div class="t m0 x37 h7 y523 ff5 fs0 fc0 sc0 ls0 ws0">instrução <span class="_ _8"></span>normativa <span class="_ _8"></span>da <span class="_ _a"></span>AC <span class="_ _8"></span>Raiz <span class="_ _a"></span>que <span class="_ _8"></span>defina <span class="_ _a"></span>os <span class="_ _8"></span>procedimentos<span class="_ _8"></span> <span class="_ _8"></span>operacionais <span class="_ _a"></span>mínimos <span class="_ _8"></span>para <span class="_ _8"></span>os </div><div class="t m0 x37 h7 y524 ff5 fs0 fc0 sc0 ls0 ws0">prestadores de serviço de confiança da ICP-Brasil; </div><div class="t m0 x36 h30 y525 ff5 fs0 fc0 sc0 ls4 ws0">e)<span class="ff11 ls0"> <span class="_ _1a"> </span><span class="ff5">Plano de Capacidade Operacional <span class="ffe">–</span> PCO. </span></span></div><div class="t m0 x0 h2a y323 ff6 fs0 fc0 sc0 ls0 ws0">NOTA<span class="ff5">:  As  empr<span class="_ _8"></span>esas  cadastradas  no <span class="_ _9"> </span>Sistema  Unifi<span class="_ _8"></span>cado  de  Cadastramento <span class="_ _9"> </span>de  Fornec<span class="_ _8"></span>edores <span class="_ _9"> </span><span class="ffe">–</span> </span></div><div class="t m0 x0 h7 y19a ff5 fs0 fc0 sc0 ls0 ws0">SICAF, <span class="_ _5"></span>regist<span class="_ _8"></span>ro <span class="_ _4"></span>cadastral <span class="_ _5"></span>oficial <span class="_ _4"></span>do <span class="_ _4"></span>Poder <span class="_ _4"></span>Executivo <span class="_ _4"></span>Federal, <span class="_ _4"></span>poderão, <span class="_ _4"></span>para <span class="_ _4"></span>fins <span class="_ _5"></span>do <span class="_ _4"></span>disposto <span class="_ _4"></span>no </div><div class="t m0 x0 h7 y19b ff5 fs0 fc0 sc0 ls0 ws0">item 2, apresentar seu extrato. </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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