materias/conteudos/6. analise_amortizada.svg

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WGwXHIlppNgwz3BwVxmXHJTVEolp65sQyBcdTAwMTbwIXNcdTAwMGUvXHUwMDBmXHUwMDEwpXJ2l91iXHUwMDEwS1x1MDAwMmGgUo75mk9cdTAwMDRivnRhlu9cdTAwMTbEfElcdTAwMTCPXHUwMDE17jdcdTAwMDBi97FcYkQtVnNcYqaWxvBZN3x90i1pVomcPods+IjXMi9Bx7DwMFxuw6Y7LnBcYnwqRcKpULBcdTAwMWE0XHUwMDFkwihfazRmXHUwMDFlhi08u5DcSFxyMF2RiC01UrDxjt5PimEx8UNzIMx2XHUwMDBiYbYshDfZtKeEs62Wcq4ot4Quj+HBXaJExKlOP1ZLd2/d8GOuXHUwMDFjzVx1MDAwNlx1MDAxZsNGoKVphSeLk+3uXHUwMDE08kBcdTAwMGZn/Fx1MDAwMF/aXHUwMDE4PafxYFx1MDAxZFxiS09pRpiWxt3rvlx1MDAxOMFcdTAwMDYu03JhXHUwMDE3TbrtXHUwMDFjwWLcsHdcdTAwMWFK091CmP6SUFq602FurPY3VNYv2TA9O3zlj91Bul5LXHUwMDBmXkupp6BDWHpcZqyDcaI1WMeUXHUwMDEyXHUwMDBiaqNAOiyMgnhbS7E1XHUwMDE25lx1MDAxNq5BXHUwMDExYVxy6jOtxsJ4nE1cdTAwMDT7/Fx1MDAxOFZLY5jsXHUwMDE2w2RZXGbTMTtZXHUwMDE2w6OfmoFhjN6cIJaWXHUwMDExRSlbfvDs8PFYZFx1MDAwN4fkWL507p/eXm03zV01rV8438I9sDCrMe5khNixJsjRpKhlOGhcdTAwMDJJhiGWQe41hWpGPUOooEB6XHUwMDE2YOM+f1i3JVArXHUwMDBmPncrXHUwMDA0ysxIoWdMikriXHRCKVx1MDAwMVx1MDAwM7FAweNjcT9O1MD2lVk8XHUwMDAwU7ug1ctQO307KJ/L7m35KXVcdTAwMWRPXHUwMDA1XHUwMDBl2N1evtNcdTAwMGJXXHUwMDFixWqjMv0rpUbR8Ugt3+1FmvV6tVx1MDAwN5eRblZcdTAwMWK96Z9cdTAwMTg972Gn03x5LOU/QFx1MDAxNZ7Z+VhcdTAwMGKfbvJevv/t4J0xRv/z8+///e8zfzpEPcqIJnCbtLLY7V1cbr3rp+FcdTAwMWakXHUwMDFjQqRcdTAwMTScQcClhVSLnlNIz1x1MDAxYfB+Slx0STR7t9fNPJ2YuDyuXHUwMDAxXHUwMDFixODQXHI8XHUwMDE5pVx1MDAwYp/OaeP4h2I/XHUwMDA2hKfotYXhkGSud3Wh6Sf83lwiturd01x1MDAxZbhcdTAwMDeriMHWYKG1xE9r0TO6LOK38a++p1x1MDAxNN3zw5IzicdKy1x1MDAxZlx1MDAxYr80XHUwMDEzt7etbmhQVv1uN3KS7ZxcdTAwMWOmgufFJ4MxTrgnJedcXFx1MDAxMC6kIdNnbNR4XGb8pIGMXG5isTlKQWuPQFx1MDAxOVxiyDiHeNAwwmfKVnJcdTAwMDLxmFx1MDAwMYvH3jm0rI+nxtxcdTAwMWGLx4FcdTAwMGIrm3vhtsfjMeFcdTAwMDElYTNcblx1MDAwNGSaU8UnfmreXHUwMDFjY7O1Y7mgyVdcXK7plM7F76KGJqfkXHUwMDBmRTKgTPvo9ybRTv3m6rJxXHUwMDE5jXTMaaxMXHUwMDFitqaCflYuJPNGkYyE2ItAQjOpNouO1oPUUkqtIfDRW1T92Uz3h1x1MDAxNURcdTAwMTJnXHUwMDBm+DuOJWV391wiSosmeXx01TlvkIuXq6DgeFxyk2buhiYlIHq22sdx21k9k8xd1VPnLK6vwvVBupx5XnHCKEBcdTAwMTatpVx1MDAwN8mEXHUwMDA1QmBKwFxyXHS2RVtrtVZsoVx1MDAxMM2nNWjq7tDjXHUwMDA0cjEm5PJcdTAwMTZ9mE3dXHUwMDFkXHUwMDFm925cdTAwMTOM81xcMp+sg4tecdo8OFx1MDAxNs1QMIJcdEgsUGhJ8aA3nULoXHUwMDBlPlotPIH6tCZNnFx1MDAxZHrUUC4gjfIxXHUwMDFhkOzXXy/ebrvZdOZatjq358Ps04riQ1x1MDAwMTJppT1lXHLE6jhIJoPeo1x1MDAwN5yimSVM/HVNWrtMXHUwMDFh5ZqlJj7Cjmw4wZPycVBvvZU7pjLsJpK5wFx1MDAwZrsssmjITD1cYp9cdTAwMTnjXHUwMDFh3fRabT7bN2jI7Fx1MDAwNSrm7dyefz71f/z824GjXHUwMDFjM2YxlcPTWijyXHUwMDE4prUyTUSTzZriPPr7z5/7z1x1MDAwZlx1MDAxN7RlsDiP8JwneIJKzLJ8hDKz3/NKKNld1UhYXHUwMDFjIFx1MDAwNvNcdTAwMDQ8XHUwMDEwwY3+cIRnPFx0OYogXHUwMDAy29Soe5vC2ptO8NBhZrGIezO6V61WXG6c3KKhgkD793fbWDyB/O5cdTAwMTF+XHUwMDFlsbvO51xucK2lzoS5T5aD6tVicZw3JitCi9z9h7P3OVx1MDAwN3dj1vBeIdKrQZU7XHUwMDE5TVx1MDAxMyogyvbBaCfx7MVxvJZJtNXzTSuVvOCVWi3Yh+2CXHTPKsIkgFHTiZPqb2m0IMB3XHUwMDA2pd5cdTAwMTSzZkttq5vpPVx1MDAwN9ZcdTAwMTVa7Hl0Nlx1MDAxM71fvedz2dZZOrB4XHUwMDA0prWPRWJpdnTbP42f30lcdTAwMTVcdTAwMTdN+lQuZ+/fglx1MDAwZWGLZzBWU/hcdTAwMGawLp+uhFx1MDAxOeUxzMVcdIE4UdhAt56DXHUwMDBmYEDBXHUwMDBiXHUwMDFiZvZcdTAwMWXDX63nXHUwMDEzXHUwMDE4dlx1MDAxZtFATMaZpD5kQY6akdLza+Eo/vwmr2vxu7OHau9cIuhcdTAwMThcdTAwMTae5PguXHUwMDE1J1x1MDAxNt/yJIYhkvaEVdiVblxiJ3NcdTAwMTR5fn3rOUpiXHUwMDEy7drO8okg/NV5Po5g7dS8o0RLy6lcdTAwMGa12Fj8oj2gMv9aos/h2vlxOFx1MDAxY34uXHUwMDA3XHUwMDFmwVx1MDAxYWJccsZcdTAwMTiqTTIyjWCtPOzdwXlWY8clXHUwMDFkXHUwMDAz13nOqFx1MDAwNF8j9/twdbNx9F+i8dw4U2FKKIU7R+nygTRlxzp2JmqPrPc2uOzf1rNvg27QISw9qpnGXHUwMDAxXHUwMDExycZcdTAwMDK0n1xyqtZcbqz+W634diZHNtR2btG2ldrv0+RlXHUwMDEw/NV2Ptl2btxtIVx1MDAwNHI/LnyE0dl0KvsmVDJ3XHUwMDE5OcqkQtzy+5NC8CrP87vOcZUhcDJcdTAwMWXIcDCZqWVnXHUwMDAwauEpiuJcdTAwMGKQOzNLXHUwMDAz3nVumFx1MDAwNLi7hGnfcd1cdTAwMWRcXLRcdTAwMWLlROLmmMn6cf+IZfM6XHUwMDFjOFxcf3Wdf3Wdr351n7frXFy4V1RS+Fx1MDAxOCC7Nj52VHYv4/H4ycnpqZBtejGopVxuWXFcdTAwMTI8Nz5cdTAwMTmKQWjjgf1yXHUwMDAy/1x1MDAwMdc8XdLEWIyAreN6XHUwMDBiiMW0u1x1MDAxNSpcdTAwMTht5ygmbsRiQY398Ntfbedri1x1MDAwZWpcXKusqY/pkTjv3Fx1MDAxN66Oqv1imkXzJ/ZCZqv1oHfLaM08gicwXHUwMDE2XHUwMDFiVZiYPlxcRKljS6xcdTAwMDKOoYSZtXKqXHUwMDFkSLThJcJFL6qLnNbuikl+nlx1MDAwZVx1MDAxN84usq+X6WKC6WJQULyGQTN3X1x1MDAwYlx1MDAwM89cdTAwMDf3xsfOtkS3zLN1llGv/I5HblOdduE88GNcdTAwMTSL7Fx1MDAxOZWOmYJcYlx1MDAxZDe9iKBLaIK3XHUwMDA2L7R4lfKntWe38CBqr0NcdTAwMGXmQ0KzVVx1MDAxNYeNo+vhebybaJp7mb28uL/ec3tcdTAwMWXJXHUwMDFjc1x1MDAwYlx0spFcXNH1Tp12YNDSXHUwMDE4XHUwMDBiVKJcdTAwMTaFWZ/VoKmdo/5jhbTwMS7fzdR5XHUwMDBlXZ7VXHUwMDA36UiZ6q7hR5WT2+zxvlu0XHUwMDEynqWCgFx1MDAwMUnNyXoyfDuwaGyGwD0tuzbon0/tqz/39frmpH1UXHJl2+GTaOmS8+t27i2I/bnu/FpYqZmvjqHZb3olmOwuvzZMepxwJYmiWoLPnIKJJp6WUuNcdTAwMWFe1K9xomTd9lxcqjzh2Pszqz+XclxcXHUwMDEzpFx1MDAxNnZcdTAwMDdcdTAwMDXawb+bxir9uXJL7blcdTAwMGK8/XQyPXZcdTAwMTlcdTAwMWLozl1Ea+7WXHUwMDAyM9LDsj7U+2PxZ21cdTAwMWKdh/RFrXKTzp08lVqqtOe0NpI611x1MDAxOM8zXHJsM0c8J1x1MDAxMLTGcGEuNb8g81iN11qx2uNN7758qFxuL+08XHRFyNC0g8hrzoFDJuFcdTAwMWG48aE5Nfs9XHUwMDA3ndao9uCnJLzdWbTGqfRcZnCIJFYzQd1V491OnTBU5YRcdTAwMWNrr9OW9Vhta1MnXHUwMDBivP2vmjphTkZcdTAwMTNcbkemlsdpvVx1MDAxNO7cXHUwMDBms68qdHdcdTAwMTVcdTAwMWH0XG6F15d+Lth9NpDPeGDwUjImxcRcbpef61x1MDAwZVx1MDAxOORoylx1MDAxMs5ccl+PzLY9c4JnQ0Zx/flcItKvmZO5TOsuhVx1MDAxM6WZsT7Gxq5T5dpt6C5Tb/RcdTAwMTNHZ1ePL6nSoFx1MDAxN3RcYlx1MDAwM0ZxUVx1MDAxZdxaRWeMnHBcdTAwMGbnxdBcdTAwMWGZJOvtsNz2yFx0RM/ghdgnpN+vkZO5XHLr7uNZQ1x1MDAxNFx1MDAxMXp8KGVcdTAwMTGGa7HiqVx1MDAxZd5cdTAwMWNcdTAwMWQnL/t2oGopftd0jWlcdTAwMDdcdTAwMDbD3MPba1xiWFx0di9MYlx1MDAxOLdcdTAwMWRolFFiuKNdbkkqfUPbXHUwMDBlhMV/zMLRz73H8NfMyVx1MDAwNISd8pzCUGG48tGwXsim3yrFXHUwMDE2XHUwMDExZ5el7v3NUbHVXGa75DlcdTAwMDOEYFxykVx1MDAwNtxbqyBnnbXsQFx1MDAxMVx0XHUwMDA2JLGnfCtcdTAwMDDezK5cdTAwMDMwXHJlpVooRLL3+P1cdTAwMWE5WXZoTDEtUGB3+SP4s9aR6tB27mqQz6jqq85cdTAwMWPed1x1MDAwMr7rXHUwMDAwU2HGXHUwMDA0MdpSNlGf+7nqgFx1MDAxMStcdTAwMDA+yqCeyrY4eFx1MDAwM0MnkPdcdTAwMTBmxWJt3b3H8NfQycTxjJzTriykpEKMM9NcIlx1MDAxMFx1MDAxZidY7eY4d/929VpO9JqHsVSMS1x1MDAwN4hcdTAwMDM7dWKJ9bAlXSktuTRyapRcZolZQ+KqqcZR0Dl9NUGYOsHkQFx1MDAxMW1cdTAwMTeJXCLpavyuXHUwMDEyecpGnvLV13RcIn9x8VpcdTAwMGXeXHUwMDBlk6+hk6+hk9Wv7lx1MDAxM1x1MDAwZp2Mdc198OJcdTAwMDSFlYyfXHUwMDAxfs6rw6fDWytvkk/P7CiaO+64NsdcdTAwMDXm9Fx1MDAxMEJcdTAwMTePUVxiydCxXHUwMDFiO9bM/LMphlxuiEpxnFx1MDAwMz5Jd1EzXHUwMDEwQyfgXHUwMDA1KFNcXMvP4be/hk6W7JVxb4+DXHUwMDE0XTBCfWyPu1x1MDAxMfXk+V29XHUwMDEzq6eHiexFJG6qg3DQe2UopDFcdTAwMWWzVlx1MDAxOY1lielFU1x1MDAxNLe4XHUwMDAyrzBuXHUwMDE5SnGsk1LtoFVGQHjN6cLzxXSJ8phcZqWvWa3RTDVcbjpZzjSCXHUwMDAy4jXsmVx1MDAxOXdLM9xZI7Xx0aR/bPN3lYfK2VtBXHUwMDFm90g8Zc9rR66Ttr2xZy08XCI0ULRCSeKga2gzjocri6tcdTAwMDSf1qDdrVx1MDAxZlx1MDAxYbySpH6GTkRcItm6utGqU6Ls6lwifd9Pnlx1MDAwZl06Sftiz4xaXHUwMDBmV99CUKMkXHUwMDFlwlx1MDAwNdyeJVfKmIWSwVx1MDAxYrfnn0/tq5Xxtv6QuzxcciVvs4+dw9LtKTsxr8kgtjI692fC58CUUT7WWM9+z1x1MDAwMU9GKLFcdTAwMDJCfMirubCQctDpbFx1MDAwNFx1MDAxMm9N6GjeSTDKXHUwMDAy0swoUIVUQc6yz+59ZtKxfC/jtlr0XHUwMDE3ePtcdTAwMGYnOrvs0WfMXT7AfWJKalx1MDAxZrxcdTAwMTY6LHdcdTAwMGLWXtpKSDwmiIn3j6/u953XlPJcdTAwMDDLXHUwMDFhx24sVSrgXHUwMDBiqVx1MDAxOFx1MDAxMdJcYk5cdTAwMTZqiFx1MDAwNYTYYtXU2X06Wm4+Jq5rL9VhdFx1MDAxMH68XHRcIrG5XHUwMDBmSyBBt6PFIUvjZPabXHUwMDBlOrNRwjwpXHL8M5vZNPNQIFx1MDAwM3JcdTAwMWGlLWFBmT7D81x1MDAxZSyg7HXmslx1MDAxZbVti9lcdTAwMTb4+185fMaYs8eIW1x1MDAwNp7c+MBr+a5ePX+JNF5YPFEhpyxTyZHXPec1Tqk3KqVZXHUwMDAzkObrrYjYhYiLllx1MDAwNLuW94PWLkPd9nX3otRNRFt8UI6SM9VLXHUwMDA3kdac+Vx1MDAxYVxux0ptpY/Zs9lvOui0tiBh41R7jFx1MDAwYkJwl1xumyNZttN8XHIzR7hY+5dO2LY1fLbA3f+q4TPpXmqvmc92XHUwMDFkdZZcdJ/bh1pVdlx1MDAxM/ax+FbqVGv9YPfcQfhcdDdcdTAwMTTLi4RyYrSc2mlPufVcdTAwMTQkakwoIVWwd1x1MDAxZUlFhaFyYW/O/qH3a/xsbt/sXHUwMDFjoVx1MDAxZiVGx0DLYzhcdTAwMTnJ2kQ8XHUwMDE1blx1MDAxNYZ1XHUwMDFlOlx1MDAwZsdcdTAwMWZiTddcIs7gYFh6kmKAxyzTZnqE1Fxiz1x1MDAxOLjpkNxBrLi1ttlccoyfwUclIHZWuz9A+Fx1MDAxYT/7peNnc1x1MDAxYTWYhlxmXHUwMDA1xyuXhnA/ytqsS1x1MDAwNiZcdTAwMTMq375cdTAwMWP3yHM/w1x1MDAwM1x1MDAwZmHiXHUwMDE5uK/GXHUwMDE4KsD+p8tAnHioz05wvpqsdaq97ekzLq1QZvG6hb2H8Nf02Vx1MDAwNIKdOS/EdIJw7kNs7/b2eljSrTR5LUTe4oNevXx4PVxiPICpRyS3kEGiZpqYiqOZllx1MDAxZYdMVOBmUYDHdlh4M/NnkJQrXGJcdTAwMTQ+X2n3a/xsXHUwMDBlgjVxZ8KcwYtcdLF8r2S+csJcdTAwMWX79/Fq4cVeVE740/3QVPZcdTAwMDDBXHUwMDAycGMlNjxrMoVgXHUwMDBl5lx1MDAwM9xLLIpcdTAwMTNxud42+y2Pn2HbtoGU/tND+Gv6bHL6bOxcdTAwMDZPY9iYkVx1MDAxNMvyfVx1MDAwNyfi2NBk9OG1ldL9UvcqWiylXSpcdTAwMGWBXHUwMDFkPlx1MDAxYqmvKCNcdTAwMTlK62tFp6fC+ejXIaRm1lx1MDAxMlx1MDAxM+zZM1x1MDAxNHMzxNCFSoFcIlx1MDAxM2ZnxXI0TZqk9Zp9ZZHi21ngYP01fPY1fLb61X3i4TPt7IrhQFx1MDAxZWyiXHUwMDBiZKFcZkCK1Y9z+qxOTuTZYSgmK6HGbfCc+HRTjFx1MDAxNZ6gkMJA1MUsXHUwMDFiO5/+3u5pPak17pelWsxp8lx1MDAwZsTsXHUwMDE5xfpcdTAwMTVdoit6P9z21+zZXHUwMDAy/FL38T8jyoKRKFx1MDAxZt2fvcrpQzrayzzT5/pccr9cdTAwMTncXFzmT1xcq2NcdTAwMDNcdTAwMDNgITRcdTAwMDDUWEGUVjjbP4lfYoBahGJGSkXm9H6u3dImIGWbWVx1MDAwNFx1MDAxOUsrf2yThPyW8fF8a1x1MDAxY6Sb63H59qlcdTAwMTbLXHUwMDE3d92zYyGkbafC9atY5VA1JltefphZXHUwMDFlo5WxJpe/z3veO/HwcJW45IVw8vSKn+ib+4fK43LP+8HPbCuDm+0jPnZcIlx1MDAxY9db1dpjvvNcdTAwMDclf9utr5j9yst0IVA712V8u+czfVx1MDAwNnFcdTAwMWZiMkhcdTAwMTRx0Hp5+a755lx1MDAxNcjyXHUwMDBixKyetZClXHUwMDExJTWh44KE304xUUVEcFwiXHUwMDE5seA7qLv8slx1MDAwNOm7yy9GeFx1MDAxYVx1MDAwMnZcdTAwMGVcdTAwMTmj4laMufJ3xtdcdTAwMWV21EFYYiSuI1x1MDAxOfNf38c+IFx1MDAxZZDS0UQ025O8Q/mHrfxcYo//8/19XHUwMDA0KytcdTAwMWK75NK3i4ouQVgj2Fx1MDAxN/p4/SHiSbxU+Fx1MDAxN0fcOKd27Kcq+dbI9iFcdTAwMDeRnFBhMVx1MDAwZYQ8/cNt2XBCXGKMUp1qgN1oWmiJXHUwMDA3KVx1MDAxNVixtpxhRj+R1HywrUVP5zbY0fNR4Vx1MDAxOS3FqFx1MDAwM1x1MDAwZjJDJceSpN/Gv/pOUsYkfT+07nMlXHUwMDE5fGbLXHUwMDFm+KRI5+KqxqN3yUR+mFx1MDAxNbdHqv1cdTAwMThAnaOpLEVcdTAwMTlPWa41OiTIee10LzBkXHUwMDBmcOtHpz6QoM4pXHUwMDE4r5umKIjDlYWsiSn4KseU/v2kKZRbJa1cXLjRUfeIarNYtnxvX+rJ4qvM3N49fd405d93n6f8+25cdTAwMTJcdTAwMTX3kS3FVYiCW1x1MDAxZpuVXHUwMDFi/HbwZlx1MDAwNldcdTAwMTWtLl9cbuf907tcdTAwMTDLXHUwMDA0XHUwMDFkwozj3CjYvLRcdTAwMDLVQKZUf7niXHUwMDFlRCPKXGJjLONb3JFBqadxfc8yqVxuXFyr0VxmwLyxTCU4MX9wTmlWiO5dOFx1MDAxYt8zOFxyNIKqd3jWtzTQOrHEw2MhWyq0X9qJ2mOxU7+KrihzsMOCgLZcdTAwMWXQi5GcK0bYXHUwMDA3aU+lPWJcdTAwMTXH/WpcdTAwMTjFbK+it1x1MDAxMao0XFwptnj2rZo6XHUwMDExXHUwMDE37ebNRatcdTAwMTR5TFx1MDAxOZq5KDeOvohy/4iScjdTKlx1MDAwNVx1MDAxNq19qMFccq+NLb4+18rlU3FcXDskxavUS+CJXHUwMDEyUlx1MDAwN09Qplx1MDAwMFx1MDAxNFxmPFx1MDAxNp/Gr2YozYvK23aU2Fx1MDAwNIIoKVx1MDAxNt2tto5OpkBcIvCvzZRsTlx1MDAxNYxInFx1MDAxN9Nk+Sak486TbJ1HjlNcdTAwMTfdcihcdTAwMTFcdTAwMDO/dlx1MDAxZFlRsG13SNNAhcpaXHUwMDE0R1DYzjCllksg3yeES45cdTAwMTGpJu6ccm2gMeO5WlxiPyBccijdWOxcdTAwMWHcXHUwMDFj0n7S6Gar3H+f97yHV4VyqJE9vchBXFzVvIuXktdnXHUwMDE3+149l7+qeC43Wzt3+lxm6tRcdTAwMTCTRitFrY/NNSbaTFx1MDAxZb5cdTAwMTb5RT72eETs1YlcdTAwMThUXdM/gXFcdTAwMTmUXGLqWakhqNVstLN52mdYT1x1MDAwM0VTYjXHVuztOVxyXHUwMDFmXHUwMDA3blLjpimqdnPgtlx1MDAwNrTnuox0O2xO2q9GV4epVDUkM9nbbGzfXVx1MDAwNv1lPoNu2GkskLOQzsTcQnrHlPKxuC5eOS2eJ1x1MDAwNj1xfn1yw/qRdvT6Zbia69ihnFx1MDAwNcf1k5ZISSzul5xeXceZhyZIhSRcdTAwMTBxzJnTXHUwMDBmhJxcdTAwMDWqrUHAv1imKVo9k9dhK1q509hcdTAwMWK/rqZcdTAwMGWT+XxQMvM1XGaaXHUwMDBiZ+tcdTAwMThcbkhSxqWPQ5nexUPo7jRcdTAwMTNP396UeTJcXHukw1x1MDAxNWXLg2PQXHUwMDFhomtIXHUwMDBiqaSWMDLnXHUwMDE0OShcdTAwMDbNcCBwYanps1x1MDAxYTQzToOWSqL8vI+lZrpWap6+XHUwMDE2jm4uX1LlfPQwKnuRXHUwMDE1g7vAXHUwMDE4NGPcXHUwMDEznFx1MDAxMYym8KNcdLjgMdiPXHUwMDExTIqF+0U/rUG7XHUwMDE3bVxuilx1MDAwN1HCR4EjNDSlm8vyYbT2ci5U560qknzFXHSN4Fx1MDAxOLSyWHfANlx1MDAxZom7/IJtz4xcdTAwMDKtwptYOCy5cXuenZQsUtAqlppDxvnlXHUwMDA1Pza12J3I3qZcdTAwMWXyQVTQmrNFi1x1MDAxMM24WVx1MDAxZSWz3/NKKNlhTlx1MDAwZlx1MDAxNuehdlx1MDAxNmNcdTAwMTSHl/hUc1x0zlx1MDAxM2thXHUwMDE410pcdTAwMThsmnPiZLe6kHhhXHUwMDE0h6D32sG/XHUwMDFiR6CEIee7+18qXGY5dlwi81HJVSpcdTAwMWOEWr5cbsfC2XSumCuE++3jcqr0fFs6jJ/sOa9xlNdQguBQL1CGXG74qlx1MDAxNaqA2TCwXFzUXHJcdTAwMTZcdTAwMTBiS1xcs7dos0ujrNEhqWy0luufnFx1MDAwNpHY5syGaNzbLcTyOJn9plx1MDAwM89sxnpgXFzM6pnMhnP2XHUwMDA28lx1MDAxOXhcdTAwMTgzvDltk7vVhoRolEm5cPfQJ+a1rUlDLvD3v0hcdTAwMWFy/HR1XHUwMDFhq3Q0T059VNMq8aen89zbcbZlS7nHs17t8PnGVVx1MDAxZVx1MDAwZchIXHUwMDA2cJbyXHUwMDAwiVx1MDAxY6JMg5JcdTAwMTjTxTTBPVx1MDAwNqlcdTAwMWEuvVXKrkdpW9aGpIZcdTAwMWEmlSR7XVx1MDAxYZ6J3y9xyHkg5s5MXHUwMDEybEli0Wx5vu31ZePocZBXZ8ZEzvVlpHRcdTAwMTeNXHUwMDA1XHUwMDFkw2BcdTAwMWZcdTAwMWNcdTAwMTVrlJX4ZarFmVx1MDAxYeNcdCnxrnOISul2dKk2o1x1MDAwZVx0qT9OlVx1MDAxOFx1MDAxNjhcZstxy/5Sh9ywOqR2XHUwMDFm0+KCWim49jFrVL8hjfTrs760h/Fyvv54UuhH20FcdTAwMDcxlZ7ijEkmNFNWTFx1MDAxN4MgYNVE0G9zSNSsdUy7bX1I7L5W1Fx1MDAwNi+Q3jSIv/QhxzE8Nib7YVx1MDAxNa/lOGrjo6T70nosyYvDfLZcXIxcdTAwMWY9XrPe8eVcdTAwMDPdXHUwMDAzXGZcdTAwMDM+IZKmXHUwMDFjUn01rWmijWclJ4JcdTAwMTDJlFx1MDAxMe6C7q9cdTAwMTeI1IZcdTAwMWKIK1x1MDAxNlxumuw9hL9cdTAwMTRcIid52JlcdTAwMTCjXqLk2s827XqjI67bx7eliH1r5Z769ZOnZuAhrHB6yOC0oLKWTZd4cX6G0JHEXHUwMDE03HuypXx4I1xukdRAzG81XHUwMDBmXj68aVxmf0lETkpEztshrjRcdTAwMTgu9SEvdpO4alx1MDAxNu3FzfAunHs7bJt8r5NnXHUwMDBlXHUwMDE0XHUwMDA3VyNSXHUwMDE47lx1MDAxMchKlVwigFx1MDAxYf1Butl4mkk8J4H8c1xc1yOIXCKRxjKlxcJcdTAwMGXIeFx1MDAwND6NbriSbGb7uciDqVx1MDAwZo8y54GD9ZdE5JdE5OpX93klXCIlc+/LMJZrSsfzi0VOPEr1aVNcZm0yXHUwMDFmlq1yLUSOsjL4Qy/Cclx1MDAwZtW6hWFcdTAwMWFcXPtcZr194E5GNWHYS1x1MDAxM3SNSFxi0iRE63JRVWQ//PaXRuSioTXrbnDDraKSXHUwMDEwXHUwMDFmI+U3sZc6XHUwMDEzV2FcdTAwMTItxOxdmz9mX3p70Fx1MDAwN8BcdTAwMTW2sEHgxVxys3rqYIJcdTAwMDC8ObFwXHUwMDFmgK5cdTAwMDRh01x1MDAxN/ZrhtZcYuPUOV+y6Zm17c+WrZ9rzVx1MDAwNvPH3oGjUrf0bcjrj1x1MDAxZM+WzX7lbcq9KOdAKiWCYGDhXHUwMDAz269cdTAwMTmiMpFI7korwOipulxm1c6SQce2tlx1MDAwMlx1MDAxMiprKUqqklx1MDAwZlx1MDAxYum4koA4juktKtpcdTAwMTM3tlx1MDAwMyH3oo2AX5WLqp2vp+fl5MlpmiTL2WjnrvhcdTAwMTJLX1x1MDAwZT8vNX9iuVx1MDAxN+1s0kOJPM6Mj15WdVhPllx1MDAxYqV47e6yPUw+RJmtXHLfgo5fo6hHtFRcdTAwMDBcdTAwMWQrzXTPXHUwMDAw18TT2E9cdTAwMDAxK6HWXebcpdhcdTAwMGJKvVx1MDAxOOx22Fx1MDAxODVcdTAwMDeHPINzuLBJmjROlEnK8YzMXHUwMDA3S6bvL1x1MDAwN4e2bs/veoOqfm5XSy/l4EfARHNcdTAwMGY5XHUwMDEy8lchXHUwMDE0XHUwMDE5K/R+p0lcdTAwMGJcdTAwMGXaXHUwMDAyxFBRWKntbafZXGJNMkooPEBcdTAwMWRcdTAwMTB8J0py1zo/OazI2Fs/lmrLp3I2r1x1MDAxZb+Iclx1MDAwZonSOFx1MDAwZvWZxM3L0sfKuIxsPlx1MDAxY7ZP27nn6O1LpF87vepHXHUwMDBlXHUwMDAzXHUwMDBmYUxcdTAwMWUtJ4RcdTAwMGJNXHUwMDA0V2pKrolr4UHyyiFtJGBCcnvN7L6E0fColrpcItpAXCJwaa5cZk4zzVx1MDAwNrlSMWdKabGQrplcdTAwMGag1XPhZP02Olx1MDAxY1xmM5eJ604njYe7gVx1MDAwN1x1MDAxYdfUM6hKjONVhPNpoFx1MDAwMVdKXHUwMDA18ahcdTAwMDSro3RsqCGQXFxJmWZMLkwp9cmbvLxcdTAwMTmWz5h4PmyHu+pcXLauv5hy/5iSuVx1MDAxNUQl41x1MDAwMG/pY+z/KPNg6lFcdTAwMTVONJtX9bvzp+fH25ubwFx1MDAwM1hwXHUwMDE0XHUwMDE0JJpgg5u2Yrp5XHUwMDA2mFJcdTAwMTliXHUwMDAw3Vx1MDAwMFxmSre4XHUwMDE1yFx1MDAwN1MyXHUwMDAyobnS1tcyj32hyr1OK+es0lx1MDAxOVx1MDAxM2OYjkq55rh/e3mszZeaXGZkm5rEmFMwRazRXHUwMDA0YDeVVVx1MDAwMsQ8gCH9ZtZwN9ZhyvVcdTAwMTbpWFx1MDAwZi5BcVxyV8LHV7P+IElrpFa48cdcdTAwMDf4trJJZ1x1MDAxM80ra+/LgY/NcFxi9Fx1MDAxOIO4g3NcdTAwMTR/XHUwMDE4+6lv+3K0XHUwMDA3MVx1MDAwN+VGK1SO0MZ+eO9L7fCZr5w7dk0hXHUwMDAypkZx472R2HRHyXtf/8+LMp7Qwlx1MDAxYcVcdTAwMTWX0lx1MDAxMPXhmr5W+LhX+DBcdTAwMGbCe1xiIVFcbmRcdTAwMTRZjXWc/Db+dVx1MDAwNUc5p1x1MDAxNVBiS4X1XHUwMDExlMxcdTAwMTfYXGakozTwQUopIFDH2VJlp6WWwY9cdTAwMDJfXHUwMDE4XHUwMDBiaYXgVrsjkrVcdTAwMWOltp4wXHUwMDEwZVhqmIW/zHCUgnnUamLBa2tcdTAwMDUg+tj0XHUwMDA3YGfOrr9P4iiXdkrgKFx1MDAxNdVcdTAwMDRSL8rAhOnYXu+fPsl6XHUwMDEwdCvBwFdipXlFP0nThcbFeUPcXHUwMDFmXyTS/eNkO1k9jzv8pMHYg0hcdTAwMDLMXGbZXHUwMDEx+3hJ4DdcdTAwMTRcdTAwMTHaXHUwMDEwZrBJj3+tOpvyk06k4Fx1MDAxZuFcdTAwMDHBQMgjcUcy8NBYK+KablLPXHUwMDExpZdcdTAwMDRYmEhcdTAwMWb7XFznN3VcdTAwMDTST45UMzVEXHUwMDFkXHUwMDEym4vHNdlmXHUwMDA2lGtcdTAwMWRTzPGT0lx1MDAwM1aCXHUwMDBiXHUwMDAwXHUwMDFj0fFGuaXjSbh+sFx1MDAxMcd+s0/iJFx1MDAwYtHm41OxlTzqtdJcdTAwMTePrUy2f5pOzXaSRlx1MDAwYkpcdTAwMTiWXHUwMDBmXHUwMDE1kNt7LeqnQ8JEWUParlx1MDAxOJfYiqU+Rm5Lecl6zLJM5riav7rN8EIp8XaTv7EuL4nj3UJcdTAwMTC4JGLoe+7yflHMs0CD3yRcdTAwMDJcdOVi78NJQ3F3isaWflx1MDAwMu+ITG5wXFzBTTqAgn/WjiadXHUwMDE1ardYXG61XHUwMDEyZVq5Xn5G+/GKd9kgXbjqNlx1MDAxZU7rp92keo31g17hXHUwMDEyykBcdTAwMWMvwX4pxYr8h63XknlcdTAwMTDhU/BPXHUwMDEwl0i5veNcXLBcdTAwMDBcXMZBNZ5cdTAwMWHrcWFcdTAwMTY/S64gxyTwPlx1MDAxNp3m8rNiX4dioVTlMUL5SS9VXHS1P2lHcqTf7e26SD39mtutUruPmSDksijDszSGm1x1MDAwZjwzqLHa1c3R4eXA3stB+jpcdTAwMTJ0XGZLXHUwMDAx0Fx1MDAwMVbUXHUwMDA2S0/TezSk8bDFwTLM1Oep4e/0MFdwXHUwMDA1Lsf6imu+StTfTOOXdD5BbOPkSo2DuVx1MDAxMPksjzP7mqu0XHUwMDE1iUVeh6+VTO2k1b7MpoOOM2Amj0L6zSWOMY6rYX5HXHUwMDFhpFx1MDAxNJJyK1x1MDAwNECNmC2OXFxugioxjFx1MDAwNoegXHUwMDE2Tl1GLqrheLd7WM7nXHUwMDFlQlx1MDAwMj60p0or/cWV+8iVfOxcXGX6RFcyrYlcdTAwMGY5k7NUrZWoc5ErVlx1MDAxZeL955dBJ3ouglx1MDAwZWGjXGLOSipLgH1cdTAwMTifXHUwMDE2QyBSelx1MDAxMPdbYXEnVUCoklxuRVFcbu2rSXhfqNI4z3Ipmlx1MDAxONPCx4qm+eXagOKMXHUwMDEyrT0sXHUwMDFjXHUwMDAzPVx0Y6dkgyBD8zR2U0hcdTAwMDNcdTAwMDREtFu/L1x1MDAxOEyJxVklqaOf4p0p71x1MDAxM9VcdTAwMTDP6kq1f/JqXHUwMDFmcsd38VxmeIk1mPLnU/+SvY9fPLw1XHUwMDFlXHUwMDFl01n7oKhtXHUwMDE1J0Tx5YPp+eXToHpcYirBPJhFXHUwMDE5XkvGS+Pffl9xj2lCKMqGcIBmILiYXHUwMDExypSE2GE3+1x1MDAxZj/TLO3nZPo5K1+IXHUwMDA1auPUXHUwMDA3judcdTAwMWY5XHUwMDA0XHUwMDE1xzhcdTAwMTdrUM5UWkh+x4ttP4EsXHLHdlx1MDAwNW6EXGI41UvsUzKSL1K0iJx0XHUwMDBlXHUwMDFmziOv7C07XHUwMDEwfX1bti/PL9ti+j1wXHUwMDAzX0zv1MxwXHUwMDFlMWlgNpRRWj7l5szmbl8y1fvW7V31Vj1mYzxcdTAwMTT8aSMhmKe0MZwoyyeO2r87XGLrgXOwiklsKFx1MDAxM+4hiN1m3Vx1MDAxNJyE5mZzqlx1MDAxOV9cXLyD7chzxuBxXCKVSjWurbiQkd/e6rpwWulnusXhxUuHRS96jdVcdTAwMDC3w51OgDdmXGawnGBcdTAwMDaT7CnhbcWVJ1x1MDAwNerTXHUwMDAwZWtF1lx1MDAxMt7ewVIni8dcdTAwMGJSL+Tkw1IhXHUwMDFkL9dcbkcnXHUwMDE1QkKlu8JlpM6DUqdew6SZmpMsStTFs8vHmFx1MDAwZs+RTO3l7u0hXrsoP6a6t6nsXWLvLdpQz8LDguJEulx1MDAxNu5kMVx1MDAxMFx1MDAxNi05gVx1MDAxY5IuXHUwMDFjpNu4Qc9cdTAwMGUyXHUwMDE3bSnTlZfom7q8uSurZK7VjddveS6z3Vx1MDAxOHO1UMspL2hcdTAwMDU1llx1MDAxMVx1MDAxZjCZ/Z6DXHUwMDFlaVk8vVBW4lJl/mFrijLaMzjAaVx1MDAwMCZmrGXrV2/fJFx1MDAwMqAkycJ94YF28DMjsqW3lGlHRLbukrJcdTAwMDXufjpS0/5cIrX1tm9cdTAwMTInrVGFa/aI9rGprFx1MDAxOU3zx0Qsf1x1MDAxYblo5k8rJ/U3XHUwMDE2WlFLJTi8ppn2tMV6XHUwMDA1J4zPyYxcdTAwMDJBa7gmXHUwMDFjh1x1MDAwMVx1MDAxNm7RXHJcYq89XHUwMDE3bZclcvWH0PDRZPJ3j+Lt+jaIvOZsvLHYXHUwMDE2a7lcdTAwMGZcdTAwMTmF2e856LxmcKs06m3O5DWNpMJRklx1MDAwZlx1MDAxYpHn7Fx1MDAxMdrp6k1Ag6WaUDX7qOAvwWrMtehrXVpb4O0/6J3M2Vx1MDAwMLZxXqPuilx1MDAxZoPPgEiUqFtcdTAwMWGwXFyEXHUwMDA24j58/3hcdTAwMTM5eTJZe29r4Vx1MDAxNWVcdTAwMTNcdTAwMDLEa1x1MDAxYeVIjFx1MDAxNJrBXHLhXHUwMDAx5zVGOaVGunpVXHUwMDAzx2v67LxQTJzJps2Q5llmkIpkh4Mg8ppbXHUwMDBlXmuculx1MDAxZd9GtjBhm/mmg05s81x1MDAxMzZtiEcpwflqXCK0noOTXHUwMDFkJ2xcdTAwMDLIliq2sHP0XHUwMDEzU5vZXHUwMDEysy3w99PMZnZKbO6RUj06LPGzWjpcdTAwMGY3bWhcdTAwMWGqJ57C97moXHUwMDFh9qI8u+/EZqj1OFNgj5oxMV5wXG4ks1GcwEDB3J2X1ldjNpmk8atSqd0l6ftKV6RcdTAwMGWPcslmXHUwMDEwmc2tMGlRnFguz2uz33LQeW1+wmaY9MBiXHJcdTAwMDNcdTAwMTRRIFx1MDAxM/dM4U4zNjnSgl28IPJcdTAwMTOzXHUwMDFhdW2TW5fWXHUwMDE2ePtcdTAwMGYnxnPWzK3Aa26FSndcYkq51tqClS5cctXWeSx6fdVsXafCJ6Xzi1ehn2uugYjAiCTgjnNhpGJGXHUwMDEwYqZUt8D+PNzvI6hcdTAwMDDMqvXozC2SwD2OQ5qoZ2PBZay2XHUwMDFiXHUwMDEyMkmBmlx1MDAwZp+w3rLyflfhQPOW+jyEXHUwMDFitNvb76qks+GDoTtHQTFcdTAwMWb10fOL59RxvK2yT6r7cpV6VPGXoC94pcaTREpcXFAnLVx1MDAxNdN71pVFXHUwMDEy1ChcdTAwMTlkKVLudkCMjoRD7CvgnlO54pJmXHUwMDA28Vx1MDAxMbiiT0jBU1x1MDAxOOZcdTAwMGVK/ohhV1x0dUtcdTAwMTieUymd3LOux8xkbVxma+dYXCJu8yDMR1x1MDAxM3X8KjFkiedhpZ94Oby7u4zw+4Zr9VBgXHUwMDEwzD1cXCZmcL2lIWJ6LSBg1yNKQUaprDWWulx1MDAwZu7XRLAlXGbCcW6kXHUwMDA2kK64otlcboOFq893lj+FYDHxQ3NcdTAwMDBcdTAwMWNcdTAwMWNt90lcdTAwMDDP7HJeXHUwMDE1wMpZXHUwMDFhQn1NP5KMT29cdTAwMGY3Nn5ZXCJH8afQhbk7XHUwMDFk9PMy6PhcdTAwMTVcdTAwMWVcdTAwMTGMMyyhjvRcdTAwMGWn8GsgwqVcdTAwMTIgzFx0djK689118Cs9pVx1MDAxOWFaXHUwMDFhbezsYu5cdTAwMTJcdTAwMDRMIUawjHxcdTAwMDXRXHUwMDAxbJbeYlx1MDAxMK2dibAhkFJxP+rTp+leqPnUJFfdUOuU3VVcdTAwMGLy7iTgoqqIYKE0gMJcdTAwMDI6cCHuJIJccoNcdTAwMThcdTAwMWKPYfBMn7H1TiznMTBcdTAwMDeCZ4pcYlx1MDAwYmHAiokwhSCacMyjPzuG1dJcdTAwMTh2lbW2hOE51atJXGbTMTtZXHUwMDE2w6OfmoFhKql79IFcdTAwMTihlZ/FRteVo3t7rcK5/HMzmczpt3quXHUwMDE5wFEj7oGBQeQsXHUwMDA1Y4RY+V5pRlhD6o9rTziQoWG4X3xcdTAwMTLVXHUwMDEwmXhcdTAwMWGyVfiLsZxscf2Kc4P8O7Al8Vx1MDAwNMFhZ4XiQmJcZvs/qFlh2jiuLTFcdTAwMWLWheOj5lOndZ2thFxuqVTs9fn8TavAwXpKXHUwMDE5dFrK0vHIhkUyJ1x1MDAxZduoPGaIepRcdTAwMTGc7qNaWSY1LYXohJQwk1x1MDAxZVxuJkvBXHUwMDE5pn1CqkXPKSRK11x1MDAwMFx1MDAxMyvcxsveN1x1MDAxMW7m6cTE5XHtQVx1MDAxMlx1MDAwN8RcdTAwMGbZqJBcdTAwMDCRRU/nNHH8Q5mnXGLEpuizheGQXq53daHpJ2RirbunPXBcdTAwMGZWXHUwMDExQyH6XHUwMDE1Wkv8tFx1MDAxNj2jy1wiflx1MDAxYv/qN1x1MDAxMoN77XLiYE2QlVOx/Phao0v6R/ctnYs+54G6bnKFciVcdTAwMWE8Jz5cdTAwMTmLMWM9QjhcdTAwMTFcdTAwMDJcdTAwMTfrMPph1seAz7dcdTAwMTI1nLRcdTAwMTLGvch1XactXHKEY5xDrmBcdTAwMTiGhLOOXHUwMDExXHUwMDE3a8dIaSGoXHUwMDFij+X22W1vbGvWblx1MDAwM7LJV9zEvPei2Vx1MDAwNqcuhCYop0/58p0yvFx1MDAxMGlcci+jscxtspo95895c3VBV0Px7jplxGj9XHUwMDAzJVx1MDAxMpBcdTAwMDG8YD7MoFrMY1x1MDAxNFx1MDAxOVx1MDAxZCtKvlZJc1x1MDAwN40yRkpi9cKJvWK+SdrxXHUwMDFi221cdTAwMGV1YiAv0tlI5T4oIF7Hnq17VsdcdTAwMTJhXHUwMDE4XHUwMDE1PoSyw/xY3LclP2SDk0z2XCKWPE9cdTAwMTVcdTAwMDLf+rXIoHFcdTAwMWaOXHUwMDA1S+VcZkfM58jsXHUwMDA2xKBccr5cdTAwMTm2MJv4tFx1MDAxNs2dXHUwMDE2bYHNiFRk+TgrXHUwMDEz777xVvPB3MVcdTAwMGZbJ/ep9nP2qLfnXHUwMDA2XHL3XHUwMDAwQmzIJlD3Tlxi98K1QNjziEPAev6yXHUwMDBlmjmHTijkb4Ki+PfS9nx+dHpcXFx1MDAxMZ3Ds7fU5c3zqyjnUp3zfbdnrT1cdTAwMDL/IZZQNbajI5j2LIwkTMmFNdzPa89OUX9cdTAwMDP3i8CtWd49v7a6SVV4ztRk/KhZf8zGXHUwMDEyXHUwMDBmYt9cdTAwMDNoXHUwMDAzVobL0NVod9S82mUg7Fx1MDAxOdfAcPiBnfvnn0/tq9G8q8lp7LV8c1x1MDAxNTfn1U5PdFx1MDAxM6HoYVx1MDAwMFx1MDAxYs3du1x1MDAxMME0IGfhPnSGZ7/nlVCyw/U1RntcZtBBXGIqhzGlp1GiPYtLXHUwMDEyJeNcdTAwMTDymYB0mlOpKW6DoovmLlx1MDAwMu3e300jUK3mXHUwMDBivP2vajWX7il+g1xuV8JHvlG9a1x1MDAxZomOuVKvZ7mTt8soP7rvXHUwMDFmXHUwMDA1+4RdUOGB2Vx1MDAwM0RccqW4LGRcbqlKXHUwMDEyXHUwMDBmO+7x5JoptVx1MDAxZZ9tudVcdTAwMWM+LHAqZs+js5nw/Wo1n4dh466CaS21sJIvP9mVXHUwMDFk9qqh45e3Tu4ypXutp3b+ht9cdTAwMDVcdTAwMWTExlx1MDAxM1x1MDAwNFwiTms1XHUwMDA0c3qqS0ZZ6SnIWoRcdTAwMDBq40xcdTAwMDe605xcdTAwMTIumHXpe35cIlxmf7Waj2NYu09m8FxmT0htl4cwXHUwMDBi5TOtYbn6kGheJuxg0CjcXHUwMDE2XFziXHUwMDFjgYEw9zRgU0r0VkyPzfB/K5NcYtyxKsGAJLHWzNHrXHUwMDBlQK85rqSkWrFPj+GvZvOJTXTuhY9g1Fx1MDAxMJstj+DKTT2br7eeWfy80G9cdTAwMWRcdTAwMGZ75yZUXHQ+gsFPgeVDXHUwMDFjXHJcdTAwMTRmp1x1MDAwYp1GeZRcdMYg0EZcdTAwMTSvJYa63W5zypRcdTAwMDUjX6gjsvf4/eo2n+RgZy48kvCVlC2fXHUwMDBih4RpZlnt9vio/Vp+i4UqMnr8XHUwMDFhdFx1MDAwNFx1MDAwYsh1XHRuQFUoez8tj8ApPIxq+ZphX02Qm81cdTAwMDWHTGDP+1willx1MDAwMfBfs9XcqW/i3pvOwFJwdaKPiU1bf1x1MDAxYVxmVbXKhq/185fXp/SZruZcdTAwMWRcYlx1MDAwZU7hmStPa1xmkqUgXHUwMDFhddgnQSyt9lx1MDAxOOapcD8g05wz87W+dpfwXHUwMDFjXHUwMDA0/GGrXHUwMDA1fC6QXHUwMDBmulxuV5veW/N8Rlu6NDxPynArxkm9elx1MDAxYSu+L/mdsLTAr686KnVL9Va19piP/8H/tluMu157XHUwMDAzyzS+3fdcdTAwMTlcdTAwMTDHLVx1MDAxMU6Mg0dcdTAwMDHX4iPMnm9cdIEkacatR41FdT5IVIEgp1x1MDAwMK6oQTV1YnGzOlx1MDAwNafnXHUwMDA0+Fx1MDAxMn3IbpbGtrKReoNEXHUwMDE5QDHWZPt+wqQ9PHi1kEZLooV4XHUwMDBmrn6E2ZpLq6jVs4+bZsP+XHUwMDFkzz+M5UfP/n/umJaXXHUwMDFlXHUwMDE1XHUwMDE5u+TSt4uKLkEwI+xcdTAwMTf6eP0h4km8VPjXKML4u45cdTAwMTfesnxrlLJ4hkhOqLBcZu440+LDXdnwkFxueP/qVKPERkdVLPEg4pSMaMtcdTAwMTngYnLQ4oNxLXo6t8WOno9KT0ut4Fx1MDAxNiojNbHf26xHT/jb+Fe/MYmkzqW7jFx1MDAxOFx1MDAwM8bvo+W6VEnwcDSWvLx9XGZHs4XGbeSqclx1MDAxOfSQhErtoTpcdTAwMDS3Rlx1MDAxOMPM2Gn3t7xCaWzkXHUwMDEwbLRcIoWStTzW3JBEobyvpdQyXHUwMDA1X+VYs5WfyVx0Q4y0S+ziuyo3bm5Pr/Vbu1KqPXcjN/145SnQycVak1x1MDAxMzteljf1ktvclUfdW3EpU1x1MDAxNFx1MDAwZod9dJk/lCu6+Pz8kJCDRjNcdTAwMWRcdTAwMWXEu/XDXHUwMDE1d3ftcPiJYWVcdTAwMWP8XCJcdTAwMGU/SWOnj8mN5lx1MDAxZeFgO9gyYIl7+Gmnu/KAO+BqXFz7sVx1MDAwM1x0waVcdTAwMDP/4Fx1MDAxY4qtXHUwMDEw3jvJ0j1lyIBAtLHcx5hh7iQmM61GXCJ32bo46sVCXHUwMDE1Wicr7lx1MDAxNNthXHUwMDAyr4wnrVx1MDAxMFxmN76KcTb8XHUwMDBlNOWBqaEoXCJEK5q6q+iBIEtcdTAwMDY5PURUXHUwMDBihdPKJTus6FN++Hh2276uncfOXHUwMDA2XCIyXHUwMDFlXG5cdTAwMTc7mVx1MDAxN3JcdTAwMTNtdp865UdT6N1cXEdcdTAwMGVcdTAwMDdfZLqHZCqdZMqNXHUwMDFlXHUwMDFkXHItX6Irp0vNXHUwMDFi1a9cZlx1MDAxZcBq2pHT+Fx1MDAwM0uvOOCyO4RLLj1FXHTEXHLwZim85SmEXHUwMDFi6kljNFx1MDAxMZD7QM63vb0xfriU41x0JkJ9XHUwMDAxkPdcdTAwMGanSzNucCroXHUwMDFiZFxcxZ2t2lx1MDAxND9zilHf8rFtrMWOXk4jr4nTPKv1aL76PDRBx6OQXHUwMDA2K1x1MDAwM1xcWiuBrsRcdTAwMTTjSsU8XHUwMDFjoFx1MDAwNNckOJFse+npRjbFM80gQ2VcdTAwMGInXHUwMDFhhjk+bFxyXHUwMDFhw4er8FW8n7l5XHUwMDFi2NDNOONeXHUwMDE2ii1ajnbu0rKZPjsnL1x1MDAxMVKtXHUwMDA0XHUwMDFhyV/L3p26/+6DbYVcdTAwMDet0sexWKHJ3sL0st7vRN+Oy+zC9l7Dgd9oM+JcXIJcdTAwMWJGldVSjymGf8c4ampcdTAwMTCpNDFMb3FVm6/0XHUwMDE1PC9EXHUwMDAwXHUwMDBiKXfjQP351DPOzjK6XHUwMDE0qpfD+iqeK/RDveure6JcdTAwMWFjbmPMXHUwMDFhXHUwMDAzf3bW2C3iXHUwMDFiXHUwMDFiJfRSrVZtdWdOKTJjnTVnylx0uEbjQ6tHlC9cdTAwMTK5YvXu6KabXHUwMDE5JsWJXHUwMDE4XHUwMDFjXq9cdTAwMDb3aeZcXFx1MDAwNu7vv+NPN5FcdTAwMDBn41x1MDAwZXIhwKSmpzqs1Fx1MDAxZYPYRlx1MDAxME6lZltcdTAwMWNSXHUwMDE0Mzh87Hs/gmtcdTAwMGWEXHUwMDA17mnr52Czkb1o6rCQI20zvJRXl4NcdTAwMWJbubRPseLZXVx1MDAwMKdcdTAwMGWZIO69XHUwMDE5XHUwMDEw11x1MDAxOeyj9kF0M9/2Zi2/mO8+ljZ72oJcdTAwMTN/mlxujkdjzOhJpoOg0lx1MDAxM5pcdTAwMTJcdTAwMDZRplKSba98JD1BrcVGJVxcSDVbpmr85b8hQUltuHHMXHUwMDFmXHUwMDA2Muh0sM3yXHUwMDFklOvOXHUwMDE1LnDQfjorZ9LQ/FasuTRknDNccthir4VcIj42KV4kXCJPRFx1MDAwZfuX4ZKNJI5v7G31esW4c4dExCzkloYzyFx1MDAxZrHfVkydm1xiyz1DXHUwMDA0XHUwMDEwXHUwMDE1OC9i5fb0ppZjXCJrhLbgXHUwMDE2XHUwMDAyykQ5XHUwMDFhu3rOpM/fXHUwMDFlKsftm3Qpki/Idlx1MDAxMJmIu2dcdTAwMDGEJFxuyN4uT0Sz33XgiUjgsjXB8KCCXHSpP3RcIlx1MDAxMlS+JFx1MDAwMtw9XHUwMDAxQtpcdTAwMWVcdTAwMTPhYFx1MDAxZXxcdTAwMWVcdTAwMTZX1fOZqddcdTAwMDdcdTAwMWHi4J0g+Vx1MDAxMpvrR1xmXHUwMDBlXHUwMDBmuUZx1uWhXHUwMDA1/tnPiM5cbjzkVJ9cdTAwMWXfWjKFRKkh3GCQXHItjcRINlx1MDAxM6qcn9+Hm7SjM5Vyrswj9eDVPuarT0ttPStccuQ/kmmIXHUwMDExp89cdTAwMWY4/DrHeXhCOersblxymFx1MDAxYlGfpoxcdFx1MDAwYpncXCLBuHAsd9jWz6FY84TGXHUwMDFmXHUwMDBl6cOrTD9cdTAwMDaunPklP/0lP7361X1i+Wm3jlx1MDAxY8edx8JPPHXS69/ms8+NXHUwMDA2yVx1MDAxZj0/J6qJ1+NX1yqu4FSwLfFcdTAwMDAyiuNYXHUwMDEzeLypaMpAolx1MDAwMe5cdTAwMWWiKotLUdwycoFQn0ZcdTAwMTk5olx1MDAxNq9cdTAwMDLZXHUwMDBmp/0lPr2Udp57ISaXUlx1MDAwMbn7WIfZf+rnoqR1eNdcdKk6XHUwMDEztfviXHUwMDFiWVxywc7Jjc1nRFrp0X5pIVx1MDAxNJeoJjRcdGElhWdcdTAwMDBWXG7+hZ9cdTAwMThcdTAwMWJG3XgtgFx1MDAwM1x1MDAwZlNwXCJKMkssMzNATFx1MDAxOVx1MDAwMF1y9DSKXGJcIj+UXG5cdTAwMDTFbysxO/BatlTAv3/Hd6kgiMdRK1FcdTAwMWJ1U1x1MDAxYtC7tNr6WMteSlxmb+1JIZQy8WQ693aUrF7TXHUwMDE1XHUwMDFiMHZcdFxmqz1cdTAwMGLhXHUwMDE5XHUwMDExXHUwMDFjWWVaOUBBXHUwMDEwZVDl0Vx1MDAwMGMwTtbaUzdfLc8o1/msnaFcdTAwMTKAslx1MDAwZVx1MDAxYWI7XHUwMDFmXGJcYmaVYN5cXOHBwX/5f1x1MDAwZUbdXG5cdTAwMDepP+jf/tH4R+P7g43HfHzywYP4waA0LHX/0ThcdTAwMTj7M/YjjV82ori1t7HMWa5drW/DOLuhXHUwMDE1XHUwMDA0YFjTWj7ojZ3f9S/eorWbXFxP36bTmWKhl1ixfL5Lz2C0XHUwMDA3XHUwMDFjXHUwMDA11GisXHUwMDE1jEypXHUwMDAyKapcdTAwMDGvXHUwMDE4blmNXHUwMDA1XHUwMDAyd/ncKFayhdU9XHUwMDAzXHUwMDEzwrNcdTAwMTR34UqB81x1MDAwZmJGseJjXHUwMDFkUXJcZlx1MDAwM8lcdTAwMGXriGrcLrdaR4w0XHUwMDFi3WqxXHUwMDA0N63YPGhcdTAwMWW0qs3OQSHf3XFcdTAwMTC7+Co2UV10jiOP91x1MDAwZXxcdTAwMThcckJ9XHUwMDE1XHUwMDAyafXSXHUwMDE4nVx1MDAxZs1cdTAwMDRcdTAwMTWjUlwiXGKJhFx1MDAwMF9ZlLudxKjUxjOjiomhnLhcdTAwMTPTXCLOXHUwMDE2lddAKGVcdTAwMWXXXHUwMDAyYlpKXHLBOPsjQiF5NcDYXHUwMDFh0lJcdTAwMDJcdTAwMTc8dj75o5xoRkpcdTAwMDRcdTAwMGXln1x1MDAxZE4kr4Tjqeqha+54flx1MDAwN9/BxNwxfK5cZrJcdTAwMDDMXHUwMDE1NKRoYqw+9GPyXHUwMDE4sn0jLZ5qUVx0XHUwMDExkf7w5pdcdTAwMWGGnp/STV5cdTAwMTQkLVx1MDAxYa5cbq6MaKnHXHUwMDEyy/eLglx1MDAwZlx1MDAxYS7JMCyEXHUwMDEzXHRcdTAwMTnXh6va9Dj0lI/YaN1cdTAwMTRyXHUwMDA0T422M0ns2lx1MDAxOFx1MDAxYpHAPyHqYS1GwFx1MDAxZNGcK6FcdTAwMTZW/dxYwT+AZ8JxLllcdTAwMTH0YXys5Pfb+Fe/4VxmnyNcdTAwMGLOIdOErHf5vrTOUabZeqynT1PFSDqaaT4/ty5cXNJccsHxlVqhej7YrFZcdTAwMDZcdTAwMDfRp+JcdTAwMTlI/z3IgZTiXHUwMDEy/aZwN6Kum+koTj2U8Fx1MDAwN1x1MDAwNM3WXHUwMDA311x1MDAxZoJcdTAwMTlcdTAwMWPUXHUwMDA2/8R3OE65u2jmsnRQ+Fx1MDAxMUp06s3uQeOg8Jiv58FcdTAwMDRcdTAwMGWKJfjnXerkb1x1MDAxMGdcdTAwMTRGicA/XHUwMDFh8P1u/qBbavf//D+NQjWPP/vz9/78J6Zcbv/f//u3XHUwMDAzcFx1MDAwNt2DQb5cbj/Z+fnb8KOjJ1x1MDAxOHvif4WX/S/w77ev3355t/HUPtyHpVwiOrV635Ilzlx1MDAxMTWtlOHcj1x1MDAxNutN1mTaoaPHt/Mry58v3lxu7ateazU/tcv+WetZQplcdTAwMDBekVxmqzKTfspcdTAwMWGOYseQlFx1MDAxOWWRkrbmp5ZrW1x1MDAwMlx1MDAwNiNcdTAwMTa4j2w9bvv5O776lvpP6bNajt+K4lx1MDAwM1x1MDAxM7FYv32cP6r6r0X6cYcrMTRcdTAwMTPMWXKAQEFaypmPZd2z3/ZmbX9cdTAwMWJcdTAwMWS0kM/gUmsxXG4v7Vx1MDAxNEdbXHUwMDBiXHUwMDFjzSzXqIUorLtcdTAwMTi5dt9cdTAwMTL3XHUwMDE0ttBCjOaaXHUwMDE5+dg/q1C62Fx1MDAxN1xm9oWhXYJcdTAwMDfr9i0tcNB+1MFn8dCKUoaUuFx1MDAxYlxiwTC18LOX46h626zaZndcdTAwMTjtlcvFYfRSh1LHgY+VIffAXHUwMDFlcjaSOlx1MDAxM9pM9ikxglx1MDAwN+K4mlx1MDAwM1x1MDAwMmkgKOPuU1q3ssBccpb+rNKQLuGqqVx1MDAxOZT0XHUwMDExiYxbXHUwMDBlsbXdXSv77qC4+zr+/JL7RoEnnMfUmlx1MDAxMVx1MDAwNUmbXr7oLl6S3fht+J6WXHUwMDFlk62mqfVSrFx1MDAxNVx1MDAwZjzwpGY4iIwnbkpAdjipXHUwMDAzzFx1MDAwMFx1MDAwM57S8Fx1MDAxOPxjx3lp07jDqodcdTAwMDRcdTAwMDJk1lx1MDAxMMiZySxcdJKPwKOMjpTdlZ+D6X1C3r99y4noL4DgjJfeJlx1MDAxNq27uFx1MDAwZX+AXHUwMDAyuY+ekSt7bd8uorfN5LOix6/1du35JPhYpKOBLUOxXHUwMDFmnVx1MDAwMCTZZN+X1cSjXHUwMDE2lclcdTAwMDVBXeXt9X1xqzysm0MyKIVaMlx1MDAxY2VUXHUwMDFiTZSjOXfPofjQLXVcdTAwMDajc6fvdYxm96D+5z97TfxLMX8wqmbsXHUwMDE4oz6vaZvgZcytmoezXHUwMDE42jBcdTAwMWbKXCKtSsykLFXs5b73YMlTofRSdi3EXGJcdTAwMTB6LfX0j52KKMw6Nf5cdTAwMDVcdCZcdTAwMGVcIo9W6lx1MDAwMqqEm0vXha9cdTAwMTCQtUJcZjtcdTAwMTJRc8hyf6RSuDLJtbWfseI7hpV3tPxcdTAwMDDLZKHzl4F4+Vx1MDAwYtsqksdCqVx1MDAwZjwsOaRGxIcq3328UupcdTAwMWOpfLORYfzi2j5GO+It+Eg2XHUwMDFjkKw111x1MDAxMP9cdTAwMTJjppGMVSFcdTAwMDBcbrd4tFx1MDAwM9Hx9lSCXHUwMDE4RFx1MDAwNMZabVxi00tcdTAwMGa0UYijXHUwMDA1Zi+fMVx1MDAxZL3uflx1MDAwN8tcdTAwMGaM5CudUiVf3HErylx1MDAxMpexTZRqZ95cbqEytqJLXHUwMDFmwvjZt8T14Oyh2GL3zdO3zo2JnF3LwIOUXHUwMDEx6nHCcf9cdTAwMTNcdTAwMTHGjo8xfytcdTAwMTlx40lcYl2VNJbr8ZGRTVx1MDAxZltIXCI8YH34wp3qXHUwMDA3M05YNTFEXHUwMDBil1xc5n6jNNPP19r9UmfqlLBx0GyVOvk///ef/7fUPSg1XHUwMDA2zdqgXHUwMDA0OPpH4zvNdf7429/HWFx1MDAwZv73YPxcdTAwMWOyg+eFvVL9XHUwMDFiU/6jUf/zf7xW6zuG/q96b5s4XHR1b4Z2+Vx1MDAxM1x1MDAwNeGjkMyHiNCpyIZLhVx1MDAxM9KstJK1zPWDLmXOcoF3J0DqXHUwMDFlM9xwgnUwMdWsXHUwMDAxcYBEYUBIiLnBtVx1MDAwMltzJlx1MDAxY1x1MDAxOF9Rq7BcdTAwMDWWimWDd0ZcdTAwMDXVXHUwMDE0q3Wf0Jl8a8TO15tcdTAwMDDgYX5cdTAwMTRcdTAwMTZcdTAwMWZcdTAwMTTykOD+XHUwMDAw3P/6JXp+S1/RVkfe3UdHlONcdTAwMDRcdTAwMDVcdTAwMWTXSVo4UZI/atKHq+hb8TV1e3isq8OH2i5cdTAwMTPvXHUwMDE1XHUwMDFiXHUwMDE4XGbmu1JCPM6Q8c2kqCeX0iOSUqJcdTAwMTXDmN7dN772Ia7GlXraXHUwMDE4gnd9XFzf/H3SylxuXFxfzVx1MDAxNaG4XHUwMDAyi3xcXJSjXHKDiIZSP2W0wHalfraZducnPHrww2f7/nS/jX/1PzXG3PG+YEBdYNjLl9fCb9XQ8KKhzzJnyVA4dKJbqYtcdTAwMWTuultcdTAwMTHkXHUwMDEwxHtcdTAwMTaL4kRcYvhnqktJXHUwMDEw6SlcdTAwMGVcdTAwMTiXXHUwMDE0XHUwMDE3Rmv3Uoq1i2tcdTAwMDZX3fFv64XY7H5KPiPaXHUwMDA3s5DEij1cIuild7ZcdTAwMWa/QlxmW2tcdTAwMWX0vyXF/fpBvtPJv1x1MDAxZFx1MDAwMNT//J/1aqF5sFt69nM9y41Ci9WiauuErbWc4lx1MDAwMcvy3ExvXHUwMDBiz0WZuU1fVzNP5fjNveldXHUwMDBlN8zNW0At4Vx1MDAxZaTFkISjisD4PoBcdTAwMTE1XHUwMDFijidakFx1MDAwM49cdTAwMTbrXGLp7oFeV4yXW49cdTAwMTBuXHJkM9+y9KVQa1xiJFx1MDAwNMxcdTAwMWZcdTAwMTnvXHUwMDBiav9cdTAwMTA7rnVPvOAmcDdfgoBqt0ColJaieMbyRbLj89vQxXUu3zJcdTAwMTeZ2HHz9qV1XHUwMDE06+5cdTAwMGV+qya1WuFIpVx1MDAwNN7RSpupXHUwMDFhmVx1MDAxNMrDRlqlsMtZzmlvXFy7s5d64Fx1MDAwNDjccs6s0bPUn1x1MDAwNMdcdTAwMTWA3ChcdTAwMWP10ZJ93CBp4TFcYrzsLsAocdx0LJHYUlx1MDAwZq52i7XjYTrjPrTaj1x1MDAwN/akcplLd1iZXHUwMDFltW6ijbo+K+0urFvVQpVcdTAwMTlcdTAwMDVueCwq4KZP5m6QtnnCoExcdTAwMTl8+IJcdTAwMWK3TMbaUjfUw0NZMC+tIZNcdTAwMWNLmn1I3Yz2MEPkv2hcdTAwMWZD+0VVeSh9xobnoWLy5OolwYeHY73kvz/Zs4chSVRfQ+cv8biVbzpzlNimXHUwMDE2ztq0s7JcdTAwMTZOXHUwMDE3nmDH5Zupl9zmNlx1MDAwNkHdbU1cdTAwMDJTXHUwMDE15qOr6al0mDPc9Mzp8zmNxGoyXHS5aNBcdTAwMTHOXHUwMDAw2Z6CzEdoXG7ZkppK3MDRelYzbizD9YpcdTAwMDHZgEQhXHUwMDE0XHUwMDE1WluzXGLJ+1x1MDAwN9SlVUFcXFx1MDAxYdZbXHUwMDAy5Vx1MDAxY63qWXhcXHmnuNXuiiklI7E/XHUwMDFmpFtcZr1eXV4+3SWOXG6tfOq1O3i7pWVcdTAwMDckg7JUnHCUpjKGXHUwMDBi7DSk05SrtCdcdTAwMTguQFwikst5Mlx1MDAxYmvtXHUwMDE0XHUwMDE3QFx1MDAxOFpiq6/hSP0zXCJCnFxikExcdTAwMTkp4eeIXHUwMDFk17n7rkrFqcUtTb98pfg2XHUwMDA3+E2S23r07LR6Vb6/yFxmXHUwMDFmXG5v5der8Vjhx6w8XHUwMDFkVbkhX1x1MDAwNSvmXHUwMDFjdVTHfujn4nA+Sn9cclx1MDAxMYahUuWH976zXCLttleKa+KBbTGqXHUwMDE4rp6n73t+Rr9ccpxDIdpcdTAwMDRcdTAwMTRYg1x1MDAxZOdcdTAwMGK1Pd1cdTAwMDY7enTaVN+f7rfxr77zXHUwMDAzd1xuS4yB4Hk8XHUwMDFiWuSr5ltSUE93XHUwMDE4XHUwMDEx1pOUXHUwMDAxXHUwMDFiW8HGl1d9S2GZh41Y2HIpcKPb9sJcdTAwMDdcIj1XL/SH+EFghydhvjzT6nua5pPQhKGtKIy3u6ij2uhCRPFcdTAwMDfbcW1qxstuIFxuWVCgss6uXHUwMDBilOPGaMRHJJKX56yQPFx1MDAxNaXSoFZ9k8c3j1x1MDAwNdbZMLq3sGqcMI9BtIFytkqxqd1NUlx1MDAxOFx1MDAwZkyQMfDjWoxPI1x1MDAwN7FAXHUwMDA1gFx1MDAwN8hLuTlcdTAwMDGw2aBfNID+Uu2/1Fx1MDAxZu/bpZuSip6yl2K3XFxWY5j/++yn/a56f197eIpT3SlUhkl2X+q8RTN8Q75cdTAwMDRyPVx1MDAwNvfYhy9ZiTSpM8BXYJFcdTAwMDAtXHUwMDFmXHLMs+9l4DlcdTAwMTPgXHUwMDAy0SCK5KFcdTAwMWFcdTAwMTebXHUwMDFhJEJcdTAwMTEvi53+lFuu6ZwtpzvNuYHeXHUwMDAxe+OSn4E/bFma1ra1iGOB1/exiGNcdTAwMDV6c0tZuqeBhLLAez7WcMTIy1tMXHJEvZF9OYrmq69PcV1cXFxygTssetGRgjs2Y2shIEyf4jXKPUjRNFa0IYdlbl5cdTAwMGJEWVsy9JrSLlJwT+ZcbqSpz7vxXiVxyVwi0eh9M6THuON3k3i6zmduI/pcIlXWqUQhc3NcbuTygTdcdTAwMDJcdTAwMDTwr7L27LK2dIauYOxEaOWjYbjd5uVcdTAwMDI5bp81zoaZbrVkz/JVV1xyLThcYmdcdTAwMTCbKlx1MDAwNZBhXGa1XHUwMDAypk5WUZOQXHUwMDAxnVncpsHmaLvtlGG1IFx1MDAxY9wvX1x1MDAwNOT9w+lfo6rtbt93hrzaXHUwMDEynH9hy58ynV9khOlVo5fN0lOWdS57XHUwMDE3/evLwMORQEzLuVx1MDAxMMZcdTAwMTihpJyqaWviXHUwMDE5XHUwMDAyXpzzUUPP9o6RtUQ1XHJBNVxchdJWzZCPWcy3XHUwMDFhn0EoR1wi+Vx1MDAwZdOWfHust6NZUqLq8LRn+lx1MDAwNcjIxvlWVa3NXFzcXHUwMDFm1Vwid4WzQuZYdZLHz9vEsVx1MDAxZbf2nfLtqCX/V4xcdTAwMDHsiHGZu5eQgrEwgLhcdTAwMGbx6aO3517k8ug0lux30uFwqUZcdTAwMGInscBjnHLhUWksalx1MDAxNFx1MDAxYTGlPS218uAmMWakMIRcdTAwMDeFcrlcdTAwMTZWg8tZdJC8f1D9a1CuW1xynlxuZ1xmzIxRxFxiXHUwMDFm4lHzy27BPEdmUnmEXG5cdTAwMDFMR1x1MDAwMI2Trb2oK6VcdTAwMDX8XGZTXHUwMDE2g2Q3XHUwMDFj1ztG5lx1MDAxZcG6MZFcdTAwMTBEyvF2up+gJJ7AZms2XHUwMDFhuIU01nzgW4rCc5Co+6o8beUgeSVQLnmQPL9UdPB+kEw8XHUwMDE0g4VbXCLhk+NM0PExl7GTZIhuIJhcdTAwMDJvq7TiXHUwMDFmdzstpVx1MDAwNFx1MDAxZr25iZu79vHVdZy/XHUwMDFl9lx1MDAxZZ7UTbcx+6JcYqrxXG4+ktLGbaZ61kVhXHUwMDBmXHUwMDExReE2qXBh3YeL2rNDbGU9rqzA8lx1MDAwYlx1MDAxNpKonvhtj1xiSyB+JFx1MDAwMjCGO/ZcdTAwMTaulHTj5dtcdTAwMTNOI+X9+X5cdTAwMWL/6l9cdTAwMWXIXZK3XFxQZX2IwVx1MDAxN/pP8XjzkvVSj/HXwnn++aqqMntQklfGk1xutbtwfY1kU+5SKM9cdTAwMWFcdCEvg1x1MDAwZkZQd9fNTs+xLZNUXHSIpnw4xtXPsbd59rTroOf7gbL8NefYcrPn2O5cdTAwMDGnOVx1MDAxYnEkXHUwMDAxu7E+dEj02XHrtpC+Pk3knmir0WPtWppcdTAwMDU+KWFaYDNcdTAwMTGkrVx1MDAxNIJ9qqcq/Vx1MDAxYZdcdTAwMTJTxaTU4FLp9qSCNlJ5QG11uFZcImdcdTAwMDP+nXCvc+3r2+ZRmFxy7pPdcKXZzl1diXHefkh1WFo8vL7w+3reRMxd9qWz1W2uX6WHbZVcdTAwMWU4d5ZcdTAwMWWEXHUwMDAwWjN+1l5xO7w/YcdP7Vxcvn9cdTAwMWJJvlx1MDAxNMxh/zTwIOdcdTAwMTJyfishRTBcdTAwMTJIfHJnpTSjbc04LIjcztyzx7usPFxijlx1MDAxMfDiWv/+XHUwMDAxde1D9y1hcrOH6/N7x4h7vVx1MDAxMiSzxGAgvzwo52dhQe1cdTAwMWRcdTAwMTNcdTAwMDBcdTAwMDcumEA9XHUwMDAwoslUyV9Cplx1MDAwM4/hjnRthXbXXHUwMDFmgtA6hs1RUlx1MDAwMTp20zC6RqD999nPu6gnLXFx/tQpXFz3XHUwMDFi19fhSLhYuzi/e25tN35fLaJ1okoqXFzI5idRnf2eXHUwMDAzn6hcdTAwMDKlezipxVDphNqpg23FPKxHXGJcdTAwMDCfQFpcZlx1MDAwNNeN1ppcdEs3l6ZcdTAwMDafxNbtXHUwMDFjW+DzfyW5UeacilacUcaNXHUwMDBmtZvec+m4XHUwMDE5seH02UtZRJ+fn6r3+Vx1MDAxNY+6dsltknlcdTAwMWHep+RcXHM13lC3h+SGfb9cdTAwMDLriVsmt0UkdM+qqfTpXbx7XHUwMDFiTeauMyZUL5SGe0VChmDV1vqYXHUwMDE5nv2eg09CSntcdTAwMTJbXHUwMDE2OcR2VE/3c1x1MDAwNJKFJFBcdTAwMTDEcGPJ8OdhIbklXHUwMDE2WuCdp1lIbpSFnP3Lwsk/Vlx1MDAxOYJn+kvj77aZLr6eZsP35dRT8u04dWL5YMXVtTusd1xiijN3XHUwMDEyPb5Sik1cdTAwMWZWwKNC4cCOldyQ7S0y2Ej3MuNcZvX6+GxY/vT+vz8mVe4sa96KpDeoJ3Ldw7q5nDiK7OcjV/XC4WG09qxuK1wiqrK3h2eBrpR8dS/P7l42blx0XHUwMDAwy1x1MDAxODXWyuVcdTAwMTFcdTAwMWVid3C/4/wkmcpEi0elZERcdTAwMWStKJ++S4Rr7Vx0K1x1MDAwNGds1Fx1MDAxZTp1bFx1MDAwMaZjIZSDm2G55MrdMLlbVVx1MDAwZdyCsMQgwv4h9a9R03Q3U41Pfn5cYnqx2UNcdTAwMTBcdTAwMWZaiffZYSFRqoWG+si+hFLX4cOT+EXAu6mktZ5cdTAwMDGoSUqYUmMh7bdjROFcdTAwMTncNoJVXHUwMDBlSFx011x1MDAxYVx1MDAxOJrbTWUl4bj2S1x1MDAxMjm+2GSsm1xu3IVkRFx1MDAxMpRcdTAwMWaAhO9Duscp4UjXfrK9vWum4lx0lVx1MDAxZbRveeMl0jopJsKHw0y8NVx1MDAxZSy8q3Io3NiG62IkXFyXeieWg1x1MDAxZm1LXHUwMDFhPlrJlIC0zlBNqfzw1pdqpeL3z5VQnZ7dPPDT+OOZues/k5n9XSHiXHUwMDExXCKVXHUwMDAyOzNCXHUwMDExziGjZFx1MDAxZq6Kclx1MDAwZq6K4Vx1MDAwMFx1MDAwYlx1MDAxNVSJve+lXG5ZXHShoibGKmutMe8zXHUwMDEzo1//YNeLnk9cdTAwMThPWo6KXHUwMDE0XHUwMDAwXHUwMDE2ZTRcdTAwMTOTz8dcdFx1MDAwNKxUM1x1MDAxNKeA270pMejxRWpcdTAwMWZcdTAwMTc0UWzKk8v3nV70U0+t6+RlQfHn02Kur45CL3ugXHRcIqn2LNNcdTAwMDKiXHUwMDBmbPaz06IgXHUwMDA2Pk1cXFeluGDjXHUwMDFiVn5pM1x1MDAxNeXGMEhUNlgg+GlTM1x1MDAwZXnmk+CEre1LN9Wu16DOeNktllx1MDAxZDR3XHUwMDE3/qxcdTAwMDBPrI2PtOSuV75pNutvnetCund3Uqs92JuTwKclmHhAfCNQ6Vx1MDAxNVxcp5xcdTAwMTIugKSFXG5NXHUwMDA0XHUwMDEwXHUwMDE2UTLgY1xclEmJXHUwMDA3u4uylaqMpl6VPIxcdTAwMWPV9d1cdTAwMTlcdTAwMTWxaHZswlx1MDAxZH5Aqsj1ece2OtnbVoXyh2zz+u420OnMVy+Vq5dqzuY2+Fx1MDAwMFx1MDAwMODWx9TI/Cg0qFx1MDAxOFeEelRRO3q38GVcdTAwMTLihnlcblx1MDAxMlx1MDAxY1x1MDAwMlZDgDCDUXlcdTAwMTC4voFyh1x1MDAwZfxcdTAwMTaR+lcheL5byPONXHUwMDEy+oLTbD5nRVx1MDAxMyR91FdpY36WXHUwMDE31ONspZhHLYBdXHUwMDExXHUwMDAwNp/qKZHMs5ZQTVxiMYrxYKt8MULAM0lcdTAwMTb8KP7vs5930Sn5w83gOZ2KxC6yXHUwMDFj4t/U2UlIt+NcdTAwMDE8JXcr5zMhibDL0+jsd7xZTG0hXHSG0MojXFxbLVx1MDAxNfalTSfBeEZOJFx1MDAxODI1QLPbnCjyQaS4o80w4ajgXHUwMDA3Mpb95Z1aXHUwMDBiXFz+L+3U0u42ZCrFSG9v+ZRV9frHQ5HuppudaO2slTjJlOvVwHObJtyTXHUwMDE2XHUwMDBi5pwrOj5cdTAwMTW+j+QmXHSjUjp073fXqvVwR3pX12+xwydSXGKfp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  <rect x="0" y="0" width="3101.654013451789" height="1994.86893063497" fill="#ffffff"></rect><g transform="translate(202.22986329050423 10) rotate(0 175.0869140625 20.69999999999999)"><text x="0" y="0" font-family="Helvetica, Segoe UI Emoji" font-size="36px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">6. Análise Amortizada</text></g><g transform="translate(44.93472915469539 221.3742260860841) rotate(0 69.56597137451172 17.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="28px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">O que é ?</text></g><g transform="translate(10.4119670857649 198.93802306468075) rotate(0 14.335990905761719 17.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="28px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">(1)</text></g><g transform="translate(83.49255860300423 275.09999389648436) rotate(0 190.45985412597656 25)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">* Analisa uma sequência de operações</text><text x="0" y="25" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">* Custo médio por operação</text></g><g transform="translate(87.58518126969832 444.2414469851256) rotate(0 260.99981689453125 25)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Seja      o custo de uma sequência de   operações</text><text x="0" y="25" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">O custo amortizado por operação é </text></g><g transform="translate(138.9969706958315 445.82973038041854) rotate(0 20.23998260498047 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#d9480f" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">T(n)</text></g><g transform="translate(494.0135310862514 445.5327597605088) rotate(0 4.6699981689453125 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#d9480f" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">n</text></g><g transform="translate(452.7439474508085 469.2451610061542) rotate(0 29.90998077392578 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#d9480f" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">T(n)/n</text></g><g transform="translate(45.71621115249019 387.0434601809182) rotate(0 295.3158874511719 17.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="28px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Método Agregado para Análise Amortizada</text></g><g 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direction="ltr" dominant-baseline="text-before-edge">DesempilhaK(3)</text></g><g stroke-linecap="round"><g transform="translate(170.68202812440887 1301.5220969281393) rotate(0 92.39086926319732 -18.78225411025062)"><path d="M0 0 C15.14 -6.22, 60.03 -34.71, 90.83 -37.33 C121.63 -39.96, 169.12 -19.35, 184.78 -15.76 M0 0 C15.14 -6.22, 60.03 -34.71, 90.83 -37.33 C121.63 -39.96, 169.12 -19.35, 184.78 -15.76" stroke="#c92a2a" stroke-width="4" fill="none"></path></g><g transform="translate(170.68202812440887 1301.5220969281393) rotate(0 92.39086926319732 -18.78225411025062)"><path d="M184.78 -15.76 L169.91 -13.8 L173.72 -25.89 L184.78 -15.76" stroke="none" stroke-width="0" fill="#c92a2a" fill-rule="evenodd"></path><path d="M184.78 -15.76 C179.3 -15.04, 173.82 -14.32, 169.91 -13.8 M184.78 -15.76 C179.34 -15.04, 173.9 -14.33, 169.91 -13.8 M169.91 -13.8 C170.84 -16.75, 171.77 -19.7, 173.72 -25.89 M169.91 -13.8 C170.79 -16.61, 171.68 -19.41, 173.72 -25.89 M173.72 -25.89 C176.68 -23.18, 179.65 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dominant-baseline="text-before-edge"></text><text x="0" y="48" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">DesempinhaK =&gt; Custo O(1) K vezes</text><text x="0" y="72" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">            =&gt; Custo O(n)</text></g><g transform="translate(719.0222135024246 1300.4172679749934) rotate(0 122.45989227294922 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#862e9c" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Considerando o pior caso</text></g><g stroke-linecap="round"><g transform="translate(489.203073972179 1261.58314881301) rotate(0 106.74483024789788 25.50303044633688)"><path d="M0.31 0.77 C21.2 0.74, 90.52 -10.52, 126 -1.32 C161.47 7.87, 198.77 46.34, 213.18 55.94" stroke="#d9480f" stroke-width="4.5" fill="none" stroke-dasharray="8 12"></path></g><g transform="translate(489.203073972179 1261.58314881301) rotate(0 106.74483024789788 25.50303044633688)"><path d="M186.07 46.92 C195.67 50.99, 203.18 53.21, 211.93 56.62" stroke="#d9480f" stroke-width="4.5" fill="none"></path></g><g transform="translate(489.203073972179 1261.58314881301) rotate(0 106.74483024789788 25.50303044633688)"><path d="M198.93 30.93 C203.79 40.75, 206.7 48.69, 211.93 56.62" stroke="#d9480f" stroke-width="4.5" fill="none"></path></g></g><mask></mask><g transform="translate(693.6882762915307 1498.1356635157845) rotate(0 315.769775390625 37.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Se considerarmos n chamadas de desempilhaK() o custo </text><text x="0" y="25" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">dessa sequência de chamadas é O(n²) pois vai ser o custo de </text><text x="0" y="50" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">desempilhaK() * n = n * n = O(n²)</text></g><g stroke-linecap="round" transform="translate(51.3938068082478 1665.9534898695665) rotate(0 24.5 24.5)"><path d="M41.28 3.6 C45.74 6.44, 48.59 14.83, 49.28 20.4 C49.97 25.97, 47.78 32.66, 45.42 37.03 C43.07 41.4, 39.66 44.64, 35.15 46.63 C30.64 48.61, 23.7 50.67, 18.37 48.93 C13.04 47.19, 6.45 40.88, 3.17 36.17 C-0.11 31.47, -2.23 26.03, -1.31 20.69 C-0.39 15.36, 4.58 7.36, 8.71 4.14 C12.83 0.93, 17.26 -3.18, 23.44 1.4 C29.62 5.98, 45.68 23.98, 45.8 31.64 C45.91 39.29, 23.89 47.62, 24.14 47.32 M36.21 5.35 C39.64 8.02, 44.54 15.03, 45.75 20.25 C46.96 25.48, 45.51 32.74, 43.45 36.7 C41.38 40.65, 38.17 42.28, 33.37 43.99 C28.56 45.7, 19.86 47.76, 14.64 46.96 C9.42 46.16, 4.88 43.35, 2.05 39.19 C-0.79 35.04, -2.85 27.04, -2.37 22.03 C-1.88 17.01, 0.97 12.85, 4.96 9.1 C8.95 5.36, 15.75 0.16, 21.56 -0.45 C27.36 -1.07, 36.72 4.11, 39.78 5.44 C42.84 6.76, 40.25 7.04, 39.92 7.51" stroke="#000000" stroke-width="2" fill="none"></path></g><g transform="translate(69.25969311058364 1678.1293737304961) rotate(0 6.80999755859375 12.5)"><text x="6.80999755859375" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#c92a2a" text-anchor="middle" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">3</text></g><g transform="translate(202.91180555548232 1773.3377788535888) rotate(0 19.459983825683594 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#d9480f" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">O(n)</text></g><g transform="translate(504.14880226781713 1819.3736636698752) rotate(0 62.799964904785156 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#d9480f" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">O(n)/n = O(1)</text></g><g transform="translate(100.97069630362847 652.8945124058641) rotate(0 198.37982177734378 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Observando custo dos métodos da pilha</text></g><g transform="translate(123.2637376199335 1189.9950265654645) rotate(0 222.74981689453125 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Observando o custo do método desempilhaK()</text></g><g transform="translate(115.2702958160925 1678.4993971766733) rotate(0 134.94989013671875 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Usando o método agregado</text></g><g transform="translate(132.79576130789678 1721.2875658937098) rotate(0 252.08975219726562 37.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Qualquer sequência de n operações envolvendo</text><text x="0" y="25" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">empilhar(), desempilhar() e desempilharK() tem custo</text><text x="0" y="50" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">máximo</text></g><g transform="translate(130.77638926785062 1818.6004353873852) rotate(0 184.80984497070312 12.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="20px" fill="#000000" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Custo amortizado de cada operação:</text></g><g stroke-linecap="round"><g transform="translate(1776.9479558617625 37.75110762773727) rotate(0 8.515329956328515 974.6400093839947)"><path d="M1.11 2.16 C3.47 326.26, 13.38 1622.49, 15.92 1947.12" stroke="#c92a2a" stroke-width="4.5" fill="none" stroke-dasharray="8 12"></path></g></g><mask></mask><g transform="translate(1869.45497904345 88.33107519843787) rotate(0 242.03189086914062 17.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="28px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Exemplo usando um array dinâmico </text></g><g transform="translate(1834.9322169745196 65.89487217703453) rotate(0 19.501991271972656 17.5)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="28px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">(4)</text></g><g stroke-linecap="round" transform="translate(1908.0221532797898 229.4330663794596) rotate(0 20.698154666493906 21.91569317628762)"><path d="M0.16 1.4 C15.02 2.23, 28.37 -0.92, 42.81 -0.14 M0.32 0.12 C16.78 -0.8, 32.49 -0.7, 40.89 0.56 M39.75 1.1 C43.22 12.69, 39.99 27.86, 39.67 44.15 M41.99 -0.65 C41.88 16.34, 41.22 33.77, 41.49 43.09 M43.29 44.38 C30.72 44.86, 20.52 42.73, 1.48 45.33 M40.43 44.73 C24.97 44.3, 10.1 44.27, 0.52 43.1 M1.55 45.29 C-1.01 30.03, -0.95 14.05, 1.76 0.09 M0.37 43.64 C-0.92 28.92, 0.28 14.98, -0.83 0.99" stroke="#000000" stroke-width="4" fill="none"></path></g><g transform="translate(1900.1235612571654 194.18183398643868) rotate(0 25.77320098876953 15.17920419798321)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="24.286726716773163px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">size:</text></g><g transform="translate(1958.10200578427 199.67238922617042) rotate(0 5.859375 12)"><text x="0" y="0" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">1</text></g><g stroke-linecap="round"><g transform="translate(1968.6613927407154 250.12118405359325) rotate(0 72.13754789163272 0.7076342775454805)"><path d="M0 0 C11.76 0.16, 46.53 0.74, 70.58 0.97 C94.62 1.21, 131.99 1.34, 144.28 1.42 M0 0 C11.76 0.16, 46.53 0.74, 70.58 0.97 C94.62 1.21, 131.99 1.34, 144.28 1.42" stroke="#c92a2a" stroke-width="4" fill="none"></path></g><g transform="translate(1968.6613927407154 250.12118405359325) rotate(0 72.13754789163272 0.7076342775454805)"><path d="M144.28 1.42 L130.65 7.69 L130.71 -4.99 L144.28 1.42" stroke="none" stroke-width="0" fill="#c92a2a" fill-rule="evenodd"></path><path d="M144.28 1.42 C139.08 3.81, 133.88 6.2, 130.65 7.69 M144.28 1.42 C140.49 3.16, 136.71 4.9, 130.65 7.69 M130.65 7.69 C130.67 2.99, 130.7 -1.7, 130.71 -4.99 M130.65 7.69 C130.67 3.35, 130.69 -0.98, 130.71 -4.99 M130.71 -4.99 C133.65 -3.6, 136.6 -2.21, 144.28 1.42 M130.71 -4.99 C134.66 -3.13, 138.61 -1.26, 144.28 1.42 M144.28 1.42 C144.28 1.42, 144.28 1.42, 144.28 1.42 M144.28 1.42 C144.28 1.42, 144.28 1.42, 144.28 1.42" stroke="#c92a2a" stroke-width="4" fill="none"></path></g></g><mask></mask><g transform="translate(1981.0053385455424 225.63970169455678) rotate(0 52.734375 12)"><text x="0" y="0" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">insert(2)</text></g><g stroke-linecap="round" transform="translate(2133.7137128196327 230.76422821742455) rotate(0 20.698154666493792 21.91569317628762)"><path d="M-0.33 -1.69 C9.2 -1.11, 19.55 0.65, 42.27 0.77 M-0.65 0.4 C13.47 0.46, 29.73 -0.04, 41.83 0.78 M43.31 1.47 C40.29 8.92, 41.79 18.86, 39.43 43.83 M40.66 -0.87 C40.67 10.25, 40.46 23.09, 42.15 43.64 M42.26 43.61 C23.43 45.64, 7.47 41.93, 1.21 42.12 M42.29 44.27 C26.37 44.59, 10.62 43.55, 0.15 42.9 M-1.52 44.84 C-0.52 32.73, 1.27 18.15, 0.86 1.86 M0.24 43.3 C0.54 27.61, -0.3 10.57, 0.06 -0.69" stroke="#000000" stroke-width="4" fill="none"></path></g><g transform="translate(2148.5524924861265 240.67992139371216) rotate(0 5.859375 12)"><text x="5.859375" y="0" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#1864ab" text-anchor="middle" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">2</text></g><g transform="translate(2122.183706347966 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y="0" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">1</text></g><g stroke-linecap="round"><g transform="translate(2187.507005207488 255.44225269959242) rotate(0 71.53314029182889 0.24491958934027025)"><path d="M0 0 C11.56 0.01, 45.53 -0.03, 69.37 0.05 C93.21 0.13, 130.78 0.42, 143.07 0.49 M0 0 C11.56 0.01, 45.53 -0.03, 69.37 0.05 C93.21 0.13, 130.78 0.42, 143.07 0.49" stroke="#c92a2a" stroke-width="4" fill="none"></path></g><g transform="translate(2187.507005207488 255.44225269959242) rotate(0 71.53314029182889 0.24491958934027025)"><path d="M143.07 0.49 L129.43 6.74 L129.51 -5.94 L143.07 0.49" stroke="none" stroke-width="0" fill="#c92a2a" fill-rule="evenodd"></path><path d="M143.07 0.49 C139.16 2.28, 135.26 4.07, 129.43 6.74 M143.07 0.49 C140.26 1.78, 137.46 3.06, 129.43 6.74 M129.43 6.74 C129.45 3.88, 129.47 1.01, 129.51 -5.94 M129.43 6.74 C129.45 3.56, 129.47 0.37, 129.51 -5.94 M129.51 -5.94 C133.83 -3.89, 138.14 -1.84, 143.07 0.49 M129.51 -5.94 C132.49 -4.52, 135.47 -3.11, 143.07 0.49 M143.07 0.49 C143.07 0.49, 143.07 0.49, 143.07 0.49 M143.07 0.49 C143.07 0.49, 143.07 0.49, 143.07 0.49" stroke="#c92a2a" stroke-width="4" fill="none"></path></g></g><mask></mask><g transform="translate(2200.053799577957 229.68573128364125) rotate(0 52.734375 12)"><text x="0" y="0" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">insert(5)</text></g><g transform="translate(2206.4638447167217 257.90162557001116) rotate(0 37.828208923339844 15.17920419798321)"><text x="0" y="0" font-family="Virgil, Segoe UI Emoji" font-size="24.286726716773163px" fill="#c92a2a" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">Custo:</text></g><g transform="translate(2283.288299458617 263.3921808097429) rotate(0 5.859375 12)"><text x="0" y="0" font-family="Cascadia, Segoe UI Emoji" font-size="20px" fill="#1864ab" text-anchor="start" style="white-space: pre;" direction="ltr" dominant-baseline="text-before-edge">2</text></g><g stroke-linecap="round" transform="translate(2342.8350026437065 235.72445093794744) rotate(0 20.698154666493792 21.91569317628762)"><path d="M-0.88 -0.59 C13.39 1.79, 28.82 0.81, 41.62 -1.38 M-0.51 0.96 C8.32 -0.1, 16.58 0.64, 41.84 -0.88 M43.08 -0.14 C43.14 12.73, 40.5 24.15, 39.79 44.43 M40.52 0.62 C40.88 16.2, 40.59 33.34, 40.71 44.43 M39.74 42.69 C27.99 44.98, 15.51 45.56, -0.81 45.23 M40.9 44.45 C26.14 42.88, 10.06 42.83, 0.05 43.82 M-0.97 45.34 C-1.49 30.05, -0.9 15.56, -1.1 1.83 M-0.79 43.41 C-0.75 33.75, -0.64 25.27, -0.09 -0.27" stroke="#000000" stroke-width="4" fill="none"></path></g><g transform="translate(2357.6737823102003 245.64014411423506) rotate(0 5.859375 12)"><text x="5.859375" y="0" font-family="Cascadia, Segoe UI Emoji" font-size="20px" 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