Klicken Sie auf den Button "neuen Graphen anzeigen". Geben Sie dann durch das Klicken auf den jeweiligen Button an, welche Symmetrie die jeweilige Funktion aufweist. Sie bekommen eine direkte Rückmeldung dazu, ob Ihre Antwort richtig ist. [br]Sortieren Sie so viele Funktionen ein, bis in jeder Spalte mindestens vier Funktionen stehen.
Vergleichen Sie jeweils die Funktionen einer Spalte miteinander. Welche Gemeinsamkeiten finden sich in achsen- bzw. punktsymmetrischen ganzrationalen Funktionen?
Überprüfen Sie Ihre Vermutung, indem Sie die untenstehende Aufgabe lösen. Klicken Sie auf den blauen Haken, um Ihre Lösung zu überprüfen.[br]Wenn Ihre Vermutung nicht stimmt, überarbeiten Sie Ihre Lösung in Aufgabe 2.
Betrachte die beiden Funktionen [math]f\left(x\right)=0,1x^8-x^4+x^2-1[/math] und [math]g\left(x\right)=x^3-x[/math]. Setze für diese nun die ganzzahligen x-Werte im Intervall [-4; 4] und vergleiche die Funktionswerte von f(x) untereinander und die Funktionswerte von g(x) untereinander. Nutze dazu das Eingabefeld in der folgenden GeoGebra-Datei.
Übetrage folgenden Hefteintrag und fülle dabei die Lücken aus.
Vervollständige den unteren Hefteintrag, indem du Beispielsfunktionen für jeden Funktionstyp (z.B. [math]f\left(x\right)=2x[/math] als lineare Funktion mit [math]t=0[/math]) zu den gegebenen Werten einsetzt und diese auf Symmetrie überprüfst.
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7chxDBG3XH04Pkbypw4Os1qW9xpyN/iPRdFz7BDXGIakI0PeyiWl98FtZEZGQqDZwKxXFXOlYyKszKUI3ksSsgVAdcevkrF/14s1vCpkfWc9ijD+wgFajdnP63fe4YevXxDNyc3pViRQhMMoxbjN7GRdYyLaVSm/GnjumOH0989XVMTOQxv+IrDdPbWY4EzZLDAtP/fmiJHz9W8jlt3nJqP3ygeKcwGYg1uWF2Lc1zgFcCtfeBAAbh6WHuXzUUhx7m7zRMhxhLAxy9LO7odv9zP5u44Swk4v+rvmrlsbuMlgtfvP1JLLiGO/EEAPH6v2GOht/KkW0K+PeAp3/Xilc85U9Dr8QXbjC2n2UiPRxt6+X0hlgusiH/49JkCBwzodK2BdhhGGdvP5JLbD0RZemdKOvaVQUsO0Jq/KlCUsLaKvDWnis9ElOxGX0BP+L6ML85wBqJdRnMubV41d3K30+AIP/bK4FwsJUfymGIf6FE5m8NLSyAHzYHLD+F/f6VZ7UqIdSJhPxdlmjBvI01t7bh8ubwwweXXQPbAuoOnr94Lj+0XvujpXikbRY8fn65dvEyQEYRjLu5axoriGffB6jJ9O2H9wxM+s01xKp89icNPPHn1jqrzxQ0uQQDS+/UhdCRfP19dybu78Xvyuydy4wlePKsSt7fj92beeDPtRuXGzw0jEPqOS0yXY0Vi3ZGrYrPpVzM3/VHhN5t1iA21SO/FtPm4JTYbipQW5KGDDX8P94hY6aAUqlaRFhsb/1OUb67W8A2WO7AXhtN8s1xh4Ao6z2FVcpPsyjT/w7R7Cs4EDeFJw1hZW7D7HIXhTbtG3pQ0uG5et+hh9CVsPEkYRnsHVacAEaI53bhx6Kw6eJnO3HxM52894VDF+Kz0uj4o8c6SPReo4qAVgpZgQQKzUvCJ+tfKTV3K286bW2LdPOBqEWI+h604RB2mbRNj1fZu0vtdLX4UBKk6eJX1lhFFHXYPqGao5LLRBeiO7t1n71CuP+ZSLjbCh7av7HBeYRilbzuDID8A5EGdHW2pUKiFWVygo/bwNdY/4fb6DSvQUHBKF85hg3vFgctU5p+lYn2eGVXfh/KHuUjRcqpYD5ADrAVHsJfDABH2dIdDaVHYo22pTDZreQArg3/M3OEDx5YTN2gL55DEjRKWGnNxBXegd/OGLJdn7yqURQnw+iD/sR3TNpQvTuxB4pa34Pi9BytgsmEneFG09yJClTzsMfM6lqQqTtaUNAbHrTsmPoOcwBlbT7P37otbAxPGTiXeg9byvgkDByX2cSu+f1BNShbrexNNfAM8Hci8BaA4BXrptGCleHSTgi5Z+ZkH04Rv3lfyHoFk/sluckH18t3d/Dn73Zlh1HjMepq88SSlTxBFhGoZAaO0j1l7jI3OTeKTmG8UDmlT6nuDbUmLPKPg8cUefYzplL3mtPTisqLioOVira37q6IwuLUA+ZJeJ1kSfuHJR3T10hX6+OmLMAacASraZes8x+ZnZ+sVht4avvAQ4woXicokty2DDjpQaQ4XcTBGC3J1UGfw6fNXkSsG/kxrXYwvQL8XyBi+7Qq1H7GEPi3pIPZxe3jGl6cRaoyiwXwpij5VrgCy3m32Thq96gidGlWPL63CCgUdBikKuyAfVfIdz5bqu4TD+a9YUTrzOOJZeMQnsGccgJLw8EoJY6pnTR95b0bkz9E7RmVS7/dV4leJG+PzZvwm7c4l9Gfkjb8YRmAREqYLcpnpY1cfiCpj0/n2SFtdCBvTNlaMkMdQgg9oe8PHsvkFEMYKbrJW2xk7eH/xnvNUadBKsTlXYkVlAYfs4FuLO5emcnxLhF4LKFqAG+0CfFutVe60kwXFM3+PBVYFGl4S0A9cKzikqqSH1YDsBQG0rmZFpP6o9TY5Gzg0cBDKcCdnogX6QlcZQe+YDzPbFqNkqZI7VKBhbLafuo2GrzxsRWUJaUxKY5sW9HFTKR9CE9mkzabQyzcfOGwoMVUploOq9ZpJfarnZAXR0jvJt8ClYaSdU+YNDFzkoOFARy8ZeEEOXLxLyIsJycm+8LI05v5ZWpD4wYuGozfQVA5lAg/Ksjws23dJlAE36rnw7QUOudjAt5VQutPEi0JTetZyavCibC+U7c58G4rxaCtYYfxQamJyw0UYgxk4sX0iF+p4z3zL1XUetS2dkaqXzmuDe8jyQ9SRDVAoAggBcgTfFboAtKt/NXGTrAXQjxCzhbwOaxXJQjOa+rz9nb3tLNUavpqKsDK4rldF8ToMPCg1CPXDWMY3L+zWONLDe9CDRHjpRanL3urWXE747wV72VC6aFMO2V5mkCtSa9hqQvgbQmrQe0mCVBhjRgxNi9kT3r50JhpS36eBheetnjb+b+TGlOTKilACoR9+XNzBqacJtKO62UhWAJsVTUcjOIxpPHuvWk/aTE2LpKNxmh5x8hv43p/1ilCvMmmEQYVcrr0Dv9NtP6f2/MHvxXh9rXERqqaH7z+yNzgzjLpywZlBSw9QjIihbBqfIgQrQ0Kf1QlR4W7N4SvWXm+gyQjtg7h8eBf2WgNQYn7a5lNi7lCK2z6CQCroWTvN5rPmno+QMuCQa0jMFfeh6817qqN5Kd13qQhh61w+q8C1mS8OInDoZ6Qw7Ll3kJ+HuUQY7Ng1x8SZgjDVQuniCxxYU2vZACuSIb71Uzcfv6TGbBDjshKQOmEMOjnUp6wcv/qQ0vPaDM74NvBe6ShqAt4YlFLHRQygJO/DOZLFotAhgojKgrtvvaOqf80Q7TuQr2kPkN8S7I2GRwlr1BVgnO2nbKW9bADuG1hdPCr4/q3oBVpRyP1jKe/v5QcsE8/g8uLPubspCV+KOArFPHvzCaVsNVU8O4YvE7Ini0mZubouztoKedPRora+15NROz4jMumSQXY/qsSvErecV9+OhPEr3nszb7yZdqNy42+GEQhGw85ifZaIxn1Q/E5wuWktQHktw7e7qw5e4c2pACsE36tOYbIysWEUqvJw9qyk8lECHBtY1o58IPGBGCZEUL6NrSu8VEev3KfmjAfu84psNOHbABghBwbX5F4klopS3xVo4pyWwyK3BQdg3+q5hCcHyfgoH926ZCYa/u2WGV4YQMo4tlWU7DcuraBhY1/Ph1GxPovFYwjpGVIvH+EAmrDhOK1iTxhCmFwBxpquzQxC+CHoK5QvK8UP+o7evv8kbtwBUN5kHyD8P8IxUEkMMdk4KIuxJ83euJTvSS8NDEHcFA5Ze5I27D8nwvb8sn8GeLUG8e2sJICW4Q0tfMJhDo8ECnlgrmHogieALBwTPpNL+spqclJZQW5HAw7pxJzWzpuaZm47ZS1e4ZLZLn5UsYFsP3VLhIkE4pCdHWNbUY7ozvuVYMgF/1pA8LbAg3DuW18r/H34qsNCgYCcP5nTksKGCEad2IgayhcD8JLkzJ7BahiBc1CkoeQXZeUJSpQj0H7P3ljA8xe4YlayFlPEXG0d3ZLyxPKZCI0wFRh+CaOHo8vjGwk5lWOQ38yUOJqo9uYK9PAexRHydJ8v0KCaGfKjes7ZJcLp2vKNv7OS4VJmUBnsCV+ITGBDDV4YCaAZ5boLZ4hHI1Y6z3+TN/9Yc7V5D5nBIY992Cj7ixW0v6pkp15MkzNYvv8y5xEuFaFYCPnDzThu1iPVHM0hiV/p85KOQpYxd3XYKwil9DeW/VFdqgklsRjz+NW7D2zAWpRHR4CQUuTuYD9AfyDpMXTVgFcP342uJ7znDL8MaQStoxsXFPsYcrwceQCkQmzvgfCUdnj26nJ1VXxTlseWHk8Yq2Ob2irLUm4gG+dYxhZ1KWMTtjWYLx868eVDeC7kMqJRfqdlxyE3WblZ6qFv5csRCpc6RSLKFTcMVRm8gu5Nb+6DxajY2JQL8iDUcCPn9MJT25fDLivyusZ++Xuq2Na+Str1rkXkrLCFlJM8jGNVzwo2ZwBwycIY9kTh8hFhdTc/haAKXSfRbTbGUI0SlwNa+JdDpRHuhkITFbjghCvA93rN2039Fu4THiitzPRGXij/Bq8T5j5Hl7m0l6NL4JFDQ3Tsq84uMeAZQy8mXLyt/XYxoA2jnW0XHvgjMq5911OZ9PS7KvGrxO1qL/CUB86eV0m/StyqeePNtBvlja8aRtj827FHAu77GBFCU7d6RalGxuhO5RYbPhSzjrwJQmG7NqmxSKqXgE1vK5c5RQPTsKzw3pzSVPSxkIN9eecmK1ELxcb3rybkTOsZgVI2unF+YVQ1YA8BFGLEcCMsBWFEiThfohxvvkN4M672ewqa076EzeZ6mxXuZM2nEPKL0FxvJ9+MA3+t4Wv59viMoPf6pCbW/BsoJ/BSjNfc4NozQCtoKHWcutV0EZIULXwoWsUHxa4z3Mdj6lZKy8YiehO5AxgB+bojwfeWUIifsGfn0bPXNLF5IWrIOTNagwK4CrOyu5gPaeTpDGH+Q0EGn2a0KUq12MjUAsYKAxI5YSliR2IFNry4ef2Pb9wq2XU0d0ennt/dLUIkyyP3DHzuVS0H5Usdl/M6AorEcik70gNXg2/4UcZWWx5eGtTwlOCQRB+c6xzmgkIgGL+z5GjwoQPzCVWPJvLcOvISuqNdz/jtn7n39A3FqDdWzM/ELpWpYbY4LtGs5bkp/vcSsZ5Ojaor5gy0V2bPzSIOh2xRPAONalyA+8RspZFs8LfmZplowGhvrEvDqAJfIEChcwayXwl+b8hhYfBUSYBCVrjXQg73CkYbR7Rw6O06xoYtvEOYz6sTG9PyA5cICd5QPme3L0k1hq5yGs4nv4Nb+9TpUrqM+4dMtOMmxjBcAAhhg4IXjvcThMS1Yj44A6ngypwJ+5ts7GPR647lHm1pRC4HxnKaw3rAey1YDUX+I/IeHvOlDHoxxYsegY4Nqem0ghZorz1sDRejOWMTXoS/I7dpGec2jWGPL/Y40IIyyVe5WAc8ukXz/0ZnT52jumwsze9Uiipr1izkAXlpyDsRyvc3zwaUdOwDwpPF30CSfUuueOYIVMi89juO8GPcaJrad8E+66NYt6gG2KtqDrv9iygzGxX5U8ehf+3K+9vjBl4YhsgHsjfEcekFAwf8QHgh5hoAvoWqMlxcktmHhkm5EaXceT7mdigp8nu09MPzMpRD8WBYOQI8i/Uwcf0J9vB+ElENCIUD7rtXrgpj2f67oAkXADv5PMCFxQE+j6UHWRqJkFFcRCTg82/U6qPC84ixYe4/sacWlyh4xlHeG2hC0ZR5vBc6MyxAQwxeE/dZvoplSED92TskK9OB9ic3b4gLEa2nWPCT/8Hes2TfBV15h3gelxswjLZyldK8XK1U8J0vAxDuOJbDHrHnwTOMcxxjhAe0Gec2wjA7NKSWj/DG49fYK8ahyYBNfSqLaBI519ir8Hue1LFpW19jDXsdTvS3P/rHenJFjye/eTPtGKdK+lXiNml3LaVGeO9rhhGUr6pDVotwtQTRwouQrmBRYrhNUpSbkPAA8M01NjAtAG/HaXyzzbklUOjXf7u9PsAJnFMWbqFJ3JgUHoGafAMrN1bkw9TlxEuEF0FBhJICg+FfDr3owrH3EqSX6D4bESVYmQzGyalvFrYV74CZb+/fZqNhhwjPAn1L+AYLFaiwGUMBxTv4+3bekH/vZrmJBuBvs3j8jhL0tUKMw2P6lpMihA7vwGODErSTeUwZEkYT+S7OypnLb+FWC/kDMjwIBmSx7JwMnim21XABDwv1WiTytTC221ObCo+RZbP/Pm+OQgNhdKVsOU0YbjhUyrMRWTh3OmqcI54ne6buZ90J8cW7T0VYHw7tNnwLOsxJyBI+KLuvY1xz2eCFUgL8iUN8oIg1Rn+bKy4qUdtxSIeWaNy2h6k6UvwpIcv35Qk+i324o103EzQPQkbiN55INx+9EL16hlZzHXOP22B4HzHmbX1ZLvlWF3OMkFJ4gKDgnuSCDqiS1YCbLcMTi6Rso4YRSMVtfV42zCEf2gpUMj8KtGwe2ZzyxfFZqAPhcsEqDhWJ01M5FwEJ04BqPFe4gbroN+UAACAASURBVJfKubPbYyTgT2fDaFC7Sm4NIxmKBvzIGUCYDvKX3PV+kQquLJjQhvcoGJMSEPqXlhuO/sVKuazi14VDhAawMqgFme8BPg1nBRQKL3oedaxdxGVzWhTgSMcFOCDz2gR+7ENQYBEaKxXUu9xYEyGT+AYMoZMP31Pf6RtsSj2DJhhE0eqwwc3/De8HLrKysAGBb1xjAzUOe6RgtMF4DMMhUNf48sdR1T4VMq/lmUPDiAeOyxF4yFEYZBh7jmHoOrrUgMc1X8/5DnNi7HFrS0wfZA+ljB7AGpQ5ZC2/XSxIGjEHCM9EyJZ9Lo2UG/AVkQsIHWtSJL0IicR+3Z4v9HC51oajDtAGwBkgRBae1eWcF4dc3H++GUZfntyn7F3m0J4BNWzCrdFzLUmzyQIdZLIPh9RJwxnNYuNxs1jMM/KZEF4nq15WYaMZMmN9ht+H57B0Vp+NY/k+jxI3s/TucnQJAJ7FaTiejY9X1IlzCwfVzWMdHviSNtxX/u5kusXGiTYUFO9hLWFuXXkqtbz6Z9F+6s55RjDAULxC8j12g/GiTQjy6mAgIhROAkKtYUihypx2LuFhQhgxZMFR5dN/OZQSBYDAP5nv5XTiDPzgH+vJAJkOX/Fm2jEglfSrxG3S7lqCjfDe1wwjKNCBynGyJW8YbUtlpqH18+oSNCQ9Y4MUN+LfPBz2wwRuKF67zt4SvQnG8kYHw6j5gLl0hGPKN3Oscz7NrU5XNn6QNPmCK9DAG7SYDRocYHM4vKTWt+RzfG8UKye4TUJlu5j1xgmjYf+/NURlLzBzx+4j4jDCzZvWKAMu5D/l5/wnAMLJYIQlZWUrNBsmR/kQdFaKXCvEGFem9rPEDWWTwulFdS7wD4cZDhNXpV21NGBzf8e3iSf59r1U1sTUo3FpGyXxOldci99oosD9N4fa2Sfrgo7ItcaIsEIk+a/nw0V+W+sxguF4lb16tz6HcGvwGt1s3Qmx1kAR88Thj84A40LFwr1sPFbkQ38BH/rAv2vPEZFrBRnY+U9VysmeQHcAz1PYahbDCHx4t6idj1fc0e7uG45+xzw3H2ep3OaqXLd8dyMXACjMRrAw7pk3yCPafPwGl/t+JvIhJNgnYNsbRpW50AY8Cs48RuitUvnfFSKvaz2HV/bnioUw6hFGCkUJACUnYLnBgs/9mpSgP4r6LPKhrX4HYx05UKig9n5Re7FmEQ6EnIUC6eKKG2QtIK8MSmdsLsyyZGBjenrrhsh5cHaZoA2l68aKKIq+6AF5A42QN+Qj2d+kI2ypGdOJW3nwA7k/eEZWEMM3EN6JflSl+i2xfrIGe6ih1F/7ENzhesJtN3KfimZMSB3Yg6wNf5JIhnKxFvyGPETkD2lzI7Av4FKnUaE0QjmEASzmhf+ROSv4f3jcw7JXD+PTVnmDd7QaewYA2mIT+P+5/NufrIzO69dA2V6A79ivqW1shHeftVNcegAihA5GT2a3cjiNGGc3fnYgV2HEM/Y9bexxS3mFIfjiW1lsIIb8NeH5RaEHhDFKPsqPDoNhygaqozWFIgDSqKrEXukLd56I/FQY1rhkKsGXGLiw2sieCcyvPSA/KDJHOKB6IwwkaUSA9jDvnvGl1VSazheD2vxcqwHOMvhgZguRO4TLPyjyGGPCJpOElxzeIRRbkEWQZGVIPJO5y3905MJNDjuLJ9a3PUjv2jQ2nKXRpX1GGjjw8NflwgswGiVIvqMIQkkuhgBAOF3XClnFJUXybz3jnBWrsKdFGkbIt3o0q6WQma9PHtBvnWeLdXh2TANh5OMcByCsEF5SXI5oQRacwd9wYWBv6OLvu7iSJM4U/I68viac3+eboOIM0dKnEr9K3BiDN+M3aXe+Sn5G3viaYSSbYGL4OJBhYLgbMDZXeJhQGcxdIYNHfJjAU4DeIQNr56EosWJSvX/mCQXw+uTG1h4dUOSrD10tQp6AEw1PcTOMby3lG3MUawBkYaUaOUUAKNDxGk7k5ORXVs/CgYdfaMna3eJQdWRQSINOTje+tbx7Wdp1+rZICnamPGsXuPR+4G8F2bArwjdeRTMlcFgy2JlYwSBDSByMQXwXOUWL+jcUygoOJ9z4PuLD9Q9WEMCrqxMbWfOOtDitGz4/M7JRPmpZ3OK5Aw5tPk4XTv4tXyyXMmXIrcwwQTK0D+M5y3k0+HdcLqFtr7CA9jHcg6IV38zjmZfzW9OpFwFp6My19J+dfLg73CAjUWuPFTkmzoxed7S7+4az3+FBRI8OyCHCNrXhptp3Xr3lcE+uYAcvbEb2OB4eWkvIPQogHGSFHeFV0oMqc67k+54YRsApq57F4RDGwfXzinw1JGVDYZCJ3XiuJq9FlJbOlCwOHRpo25AXvyMkCjIKTwcAY9TeFMPYqsBV7fB37c00wkah7MDjhHl/9ZEVxaABRWU3POsI8D1tRTqEQ/XlMDpXvZ8Qbrnk+F36q3Ravmj5QLHYGwPozGFbKCUMGRMVw1hhh7csQqgQlKOrpQoYKksO5JtylABHojzKZ2MeRCVATVU7Hwo6vyuLC2jH4Sg5Xxp7GDN63KAAS+Rao60hX59DhaNG2W3LoMvcFuRZgr/wtsDQQK4V2iPAkyHXvgzJwv/Ds4pKZNhbEXqMHKnkqR0XejEq6/bvaXmDXFMYlmiunDlJdGFQRGRl+DErw87mG+GTKFhxm8tc28+zPd8RtgovyEe+TIBhDth68iZfgFm8oehPVcJBvqcMGbU33qVBLUuLo8x9td9Tsqc7g7XQzdwd50S4KH5DyKq2cATWRHaWJYSYygsCeDiR4wbcAZ89FBcD9oaJ9UKCaZYeXOxfWPv4DaG5D7hAzTSOamjE0QqobqgNDcM66b38FPWets7GwEelQlRexNlWiKM3anCECPZDFBGpade+ADhkVbd4UcMKL6QELd//23Wez/+VPqYP8uysap39w7jAqcQXOXgH4YGPAoWhcfMQNn+K8G0UpzjORZ6ycM6x/T4iccGbjvwrecmJ52Bk2XtJwaugFYaK136kVLyz9aHqDHHEe99ao36BG98weeN8xlTyRiXun3Vefc0w0nodsKmgBHCpQrYlgO2n9SSX0izzzzKrwvZ5qSV50uEhxzutDDvD7xlZ0Tpy/ibl5H4KuzjkTALowI0TSmviILg3o5n1EEI+T5DyQ4XBtIBzZOBFAMCYKszxzjhoQXefarmER2rU7PUirh/Pb/m7MuXlOHUJuIkPXnGY+F+Mt1nRDHwrW4ALRVyi0v2WiXfgeUEzTHuQB6Y01LT5IEY2Kxx2srCCKJAwrCkVjB9KGHzIX4LygJ4puE3fwR4Sx/z9as3BAg7kOkG5xi0+8GRsh14cD8VYqxfKSIOr/WYNxxM85H9WcIL47O2n2VuYz6ny7m587hYhxgpjFYYelJWSHOax99xdWsFGKSoHaQHPyhwq8Pj+jOZ09UMwysCVjS1yYEnC78nVoFwB8MA4acy3xvimoyqJeN8d7e7G7ux3rRHeuTwr5HwxYA/gv6y45ug2E+ExCZtMFCFr6CmCJGgt2BtGsmFpRb7VRhibPYzl22vcYgv5539Q5TFWxDCi+W59rtY15VtvMq0HA4o1DGsJsiIXPJi4KRaVKlnxzsN5AhLQTDUBhxLCAOqIXEJW3GXZcXwXtOG2eeTWy1Q+bVTRcNUVnOQb7HqcQI/QJgkN2aOCQgyg4Rn3RMElzBH+XVY4RGW33lzZDTxGLsZozskAIF8nMfe+wo011tjdac2EkTaVFbIGo9ZZ8QPvYc5lQHiafB/FJo4PrysUMS3v77DHrPP0baL6HQBGMHiAsdrnCOF3yKYsCoFcIHjAEX74nL3luBBqXr2wTVGNHuzlAb3AN5nnCHQizFiEyvIf7W/p4W1EMQx7yMKGyQH2nqiSefk9iV8WOUC41zD2tqDnD0IIXRlGwIGx9pizUxSdsK+aaC/z2lBLKavoVwSPC8pxo6KaI5B5do4MAFkdDaFzKCQADyAUdeT2iPnjf6ThhDnBuqnCPcPwd9CDio7P5rSmgXzpBWM5bfzIQm5Ae8aIASgE9xVC5UCEQ0qATKDoCc7AnjjPOEpAwsU7zyhpc47Q4D8s+aMslePiRph3+3C8nXc+0O/NR4rn/mNPe+H0CcTFB0LnYOTLokXaixAtb0C/1sOKMWjzg7XVxbAWx/N+covD7kALqtLh366qNGq/pa3sBx6/+RqI1u47K2iH8V7rW5g9QsJh/KMSHsIaJWgrDeL8R+5azhQxnRYqqTF2K83dYKns+nzu93E5FA4P/+hX68lDsnQ97s20Y4Aq6VeJ26TdtXga4b2vGUbYjBFm8hfH6AKwsVUukJ7+KJnORwPCK3xzDaOgM2/0ULrxLDYrHEauAJutLMYgv1E3fxrhFZIAfAh5esOelJqcQIxcJy3Iho7axGiZZ7OQ+wd9D9X7Quu37Kc/eTxQqh/OamFze4TvoKkqlCcoFseH1xElURFyFafBBHrx9j0rKRlFuJ49SMNoCxtiKB7haf8chCcgXEirBGo9PhM7V6KGfEusDYPTw2MkGKNyD0IQUY3nDPc5msrhQQhTlDlV2rHAM5gmXmQe6weOgb8qbtRTxYkskv6NgjshhgxI41N+AyEuyDfKlSK2CFXB3KDnDBRtVK1DCArm8A4rrjc+BbeUeecbxqV8W47iC/CiuYIbnN+TtvUMoWwCgOvIsNr0iW8PZR6Cys0J89huyjYawZXlICsTOIRDWxUNPXAaj+WGiex5wTzXY4VYGibacUlPAf4G5QuVmWRfFcn3baducDninUKuAfbKnhZfPyidrGjbg30VuaEcs4/eUwAkYMMziuInY9YcFSV8EQLmqLGqxDuan2s1cbP4Xxgw6CkG0HpQ3MmNlsYH7EFFfg88H64gX5q4HHqak4JqciW1iqz2XfvSwwcv3hO9gIJwWGBRHi8MCYDM7cF/Q4mDofg+dESKF+Q9refbeOQ4IC8DgER7hIGKypE8r9q8F+23ZaiXVOZkaBGeqZw/A9XJmUA8PnXTKZFnBoUR3gmEPaIXlYTUvJZPjqjrgyWgC8YBmiAD0BR4DhcSgJfDE767ZLaTH4H/7tWrVJ4v0KbzXi49E8O5iAa8QeCLKy+qDHNE6Jp9/qqkXXouoRDjkgTnGKr+oUAGPHJNiqR1HdbMCEThisv3bHp+yX0eoY7oT4czBzzsXzu3TbEPfF+GroINqDwYMXQIm2qJ0rOC8aIggsDNYXqhq45g49xiZEvQjgfPS6MQf5cl59H/6uns1lSIjV7sYfaNVA8w/naD5wtPYk2+SBnbtLBoNI2zWwuD2GuKoheOQNsLDfThrAC4khnZJgB9C29xsSU94KhXE96zr1CIfkf9ec8C4AIG8ruTCx1JnQAFidDkuxNfTKBokbZQiZaOtZdfUg0uN45IDfQNROEf3wK/WE+qSl57M+3u5PJH59ebeePNtBudV18zjEAAFLhqHDqDMCUtQIGOGi6kUBKecolZ5OdIwMatLXntTgAtnolLXI3H4pWRoXLyPdyuxm1oSS5Fic72pV0nq0u6641cTzO3nqLSvyWmZXyTBmE4dPAENefKNjIMyz7nB+VT53GYEMLgUO7agourOLEC23aKpTTyLS504CyE4y03ug3J5cYxDm34mjMeIKdiCjc1XMC3iGv/LG+TOPo9xysAdayWjwZVzmhJuucwqsUcaqAtQOAMP2jvv2gfdecqPwBREII9RxibNEhQCAO3qI4A4z3GBqI8AN3NpaPf9SxCVIAKUWm4R+ilwSbxo39WBvaCQU6kl9ARQuSM1Odbddk8VT6DXkfoZ4W8JQl6aPeIaM3DCPPM0H42PXxmUZoRBgVjAqGUUMBxOwxAtbz5rLSi/5AjgLet68zvxkx67mkE78XVx2/pxt3HwpiUAMUchgyKVjiD7aw4IqwKygmUfiTDb+5b2cbrAzksPnA1rdtnuy9AQUcPEdx4uwKEhzUcvc7qRcGz9jkvRniPni5z2TOz9dRNkdsEwJwiRAb5IOAxwBFuGHVLuRocembVypfSYT8WZ2OSSr2rMcPr2o77IUnvE7zVW7mYhjNAcj5u5OE1RZPWUlwYBo1g7UF4ir5VVZNhVRgD/g5DwJlXBHikUgyFUoIRvrucbLsfgT9l6M9i/9G2BpBhdVi/8Fwh39ARyKqOQbly5VbuNaT1GgF3CsaNqmbwPslcmEm8x6KBLPb7zFwqHj2K3AFyvTqyAaQNa5O8sW+sjLBfGHNa+MCXLN04HBqGgYT0vPaWsScIRpq1WAaPd8vfVShU9Fii8hoMKhi7kA2tpxUeYhQbQI4SAI3IEbot8wylfDkbF2jff+C49UICc47S2iPZIH388p3oHVi/YGqX8gL5isRhnQh/lxXwnK0n/B1zLAt+OGu86ojeAxfufcsnQqggsHBUgYMeSc4uNSD7jsIBXfHGNC58cscv9gJVfHcll+7Wvp7fvZk33ky70Xn1VcNIbG68MaHKmqyS5kpocKjJQg16hEs+85Q3WlQVszeMsPEt4l4WKE0MJf3S+O8hC67wYy+dxD2DmnCn6+Ts/UHeiryR+2PWDsLtlatyvva4kUeAHkrOjD4paDBm4KGBUomxLOpcSiTkagEhe2g8Op6LScCgFLlMbLiVsqsUJAsN4IavcNbktL5bSTEXNbnYBJQ/vUYL3mnC3gfkfUBpRp6KFpB033vlCbp/9z5tZ4USt9t4DgpESy55LEuyejKf2mf1LEKMFeFC8FDpgRjceHMKNzSFgWe9JWYcHdjIQ48mHIzV+Va0Q5ks1hh/VHaC0QuPIUAYr3zr/JI9gd1mWwxHKCwoMS9BD+166HX0DGR7zpF7NGLuJpHg7whQyQ1Kr8uiHYxoCpes7z1vj6gIZQ/gBbyF/dl76+lcgmcILXME4E2kzy9FvhoKLsBbASPOk2+gP9MhvpXPnCi6jya8P8p7GIQfP32xCQ9VOa8jOO8FPWyQs6AF8B6FV7RNhmHAJeaS3vZ5YS73NP4RCv/MHefp5n2L0YwiI6hqps2TkYaXu5A0Z9/6Ub67Ww/O8EM5Ry6VttiHM1woMICGoQBcluVOGUsUw1h67A4t3npMhIWV5zC5WZwrI9cOcmngUYQnWq+MwuOu7WEnaZelviV9OBduTm4qzhV7wH6Kdgi4/IFXQxvZ0If78szgyzsYGdYLHg5vrsLGEUqBa73XwKstbqD9jsxTcsV76e2CDCGHB4UR3DVbdYRPep611d+czSn2uDL9loqLHnip7MN9ndH7vV8aiXBpZ8VM5PvIq1vBIe+oPAe6SvE+5MnaUinzKnFj/Crxq8StmnbV+L2ZN95Mu9F51W0YveFmoUju1wsneMM+dPWR9VDWvgclE5s4wnicJZK7+g5iumHI4IBBSWwZUoaNFf12TnH53KgcjqBtCOuO7ofP33LPg6PiYEN/njtvvlLMkFATjQG8Sat5g8ctXt40tr1ntLihJCI/SEIK/j76GaEy1xM+/JGHhds5AGK7i7Ny70j5xNgRGobn40XjUsT5UogbOORNIb8IvMIhj8TlHwUt/aANIYS+BXr4jnFt4h45e87dFp9FwYngHFqIRFlUX0JfI3hMMNYo7KlMzHknkkYt/k+fv3JhgDMix00CGsQC/ysOD9QCqhLKHCYYhMhDSRIjgk0PDD20/wifgD9acC4Ty/OJYidQ7tAHBeNHhSW9ChxowGXAeQ47hDEAz+WD1x8peuigInQuCufE+Db4BW9+ZL263G9+cC9whht76u0nL+ktBaFAn95TNJZVd6XDPZ0XyXfMsbNqfQgRxZ6MUv+egrfMK84jePjsATlhv3NPGuSq+jZoeTOTm8PKfQaVS1EJ8EdAL98xtzvZq3uJq78i9Csdhx1rjRRnNOjFb2QMrnDjQu4WR32gXYWjMuGOvgeP8kDuHwZAKPznoCF+6Ox2Nya/5g1C9XHp5RugUslViRtj92b8Ju3Opfdn5I0uw0jbMNU3FqeJw+SAyQGTAyYHTA6YHDA5YHLAPQeWuAlzdY/B8oRKJVQlbtW0q8bvzbzxZtqNzmsArr5mCcp1A1duP6JBc7a6e8xPfn/w7CXdevBMfCt9klgcJhbQT76r8iMoEfvo+St6yTd8rzhcCxAsSBDRXyRimJAUKoRxT88LDj0MGDAAJ7obx6Fy7D8D7ncfPhL49IHnARCEb5JDBw/6Q3z/GcZl0mBywOSAyQFv4MCXr1/o2EVLFECcqOEpSnh9RQ1QfOb4Jct7SeNE4XOO3eq/EMTmAkE96hb+hUZkDsXkwM/NAV0eI6NDUGFpIgRo+MpDokEn8maez2ttk5RrlFb791TQLr/hDjfGCAXdaIiaO/w/yiOV+FXixrhV4leJ26TdtdSq5L1K3Oa8mvNqZD/+FWXyJfdhC1tthMj5dFRF0BmfkPcavgaXFucXN3Oj3NAxYivrs2euV+fS6s0yac6rOa9aDnilYTR0+UHqOH27MIyezmll7Y9g5IBx9o7KRa4St+oFrhq/N/PGpP3X3FzNeTXn1cjZolJuVOL2rz3+1qNXFKfheGEYoZiEq2qY2vl4yr3HItYcJQyjTb0rU5iYpmFk6jWer1iVa0olbv9ar55z2PEbPyNvvNIw0jbtNA0jn8L2Mwqa3kVk0u4/Sqg38908GPxHZlTzXTV+b5b5X5F2a9ltnniUBkfjZj1gLQvO1QXR0DV56uSmx8gJ41TKjUrcqvcC1fi9mTfeTLvRefVKwwj9huqOXCc8RrsHVKdsyWLo2T89ekalMKjEbVQQPGGOSvpV4lbNG5P2X1NBN+fVnFdP9kf5rEq5UYnbv/ZJw4YRE9xlxnYavPSg8DQlSpHUNIxMw8jjJatyTanE7V/r1WMG+4NMGuWN1xlGGOhxLr2avu0MUWJ2QceSVJHLa/s2qBRklbiNCoIn/FNJv0rcqnlj0m4q0J6sI1OBds8tlWtKJW5zr/F8L9AaRgu7lKYKdj39XEkL+oFd4ga26PtkzqvnvHe/Et0/4c18N9er/8iMar4bxe+VhtFN7nMQt+EEYRgNb5CPWpfM6H7VeviEykWuErdRQfCEPSrpV4lbNW9M2n/NzdWcV3NePdkfTYPXNbecrSdZRAFvp4kXmU6MqGuE7aZh5IJrKvcylbhVn92q8Xszb7yZdqPz6pWG0ROOJY5Uc7QwjEY0zEetSpiGkXYv9GZBNmn3HyXUm/ludPPTq3V5M2+8mXZzXv1nL/AvvqNvSLHei2j90Wv0W9IYtG9QDb1L1OY5b5Z5k/b/L5k3JOAOXlIpNypxq95rjOL3SsPoE/ctCFJ+qDCMRjXKTy2KZ/At+bLiUSkMKnEbFQRPGKiSfpW4VfPGpN081DxZR6ZnwT23VK4plbjNvcbYXrD73B0auHg/VcmVnGrkSeFeQPxYSTTn1di8GppIu5fM9eo/vPdmvhtdr15pGH3hMjTpO86j01fu0pFhtSld/Ci+se787Nbp/1HQ9E6QN/PGpN1/Nm6jm58pk3o5YM6rEU6p3A9U4jbXk+vZVsl7lbjNeTXn9Wfbx1TLpFH8XmkYweU++/BdShEuAGVOHN3IXLt9R+UGpRK3UUFwyxDNAyrpV4lbNW9M2k0F2pN1JJ9VKTcqcateT6rxezNvTNrNvcbca4xwwH/kxlyv/sN3o2eIVxpGRgfryTJSKcgqcZu8MW+FPJFzv1DOTZk0ZdKITKqWG2/eh03avUvR0iv/5rya86pXVrTPqZQblbhV7/FG8ZuGkRMpVCkMKnEbFQRPFqNK+lXiVs0bk3bzUPNkHfmFUerNMmmuV3M9/WzryZTJX1MmzXk151XLAdMwMg0jj88elcqWStzm5mdufh4LO79gyuSvKTfmvPrPvHoz380zxH9kRjXfVeP3Zpn3ZtqNzqtpGJmGkce6osqFohK30UWil0Em7b/moWnOqzmvevcA7XMq5UYlbnOfdD3bKnmvErc5r+a8/mz7mGqZNIrfNIxMw8jjtaJy81aJ2+gi0csgk3ZTgdYrK6YCrY9TKteUStzmXvNr7gXmvJrzqm/nsn3K3Gu8S25Mw8g0jDxe5yoXuUrc5qHmXZuTJ4KpUm5U4jZl0rzF9UTO5bOmTP6ae5k5r+a8/mz7gTfLpNHz1TSMTMPI43WocqGoxG10kehlkEm7eajplRXTY6SPUyrXlErc5l7za+4F5rya86pv5zI9Rnr59DPuw6ZhZBpGeuXX+pxKQVaJ2zzUzEPNY2HnF0yZ/DXlxpxX/5lXb+a7eYb4j8yo5rtq/N4s895Mu9F5NQ0j0zDyWFdUuVBU4ja6SPQyyKT91zw0zXk151XvHmB6At1zypvXk3mG/Jp7gTmv5rxqOWAaRqZh5P4ks3tC5cGmEre5+Zmbn8fCbnqMXLLMXK/+s6ZMvvsP380z5Nfkuzmv5ryahpEO7UjlwaMSt+oFrhq/N/PGpP3X3FzNeTXnVceR4eMRlXKjEre5x7uebZW8V4nbnFdzXn+2fUy1TBrF7+ceo/vP3lC08CGNzI/NO+YG4j/Kylf+7PabbylvnBA/PIeOEJjz6j/z6s18N7r56RVgb+aNN9Nuzqv/7AUm300FWu/eqH3O3GvM9fqryE2AAw8/Q9dVCl/5C9NXH6BlO0/SvSfPqWO1fFQpfwal3zSR+y4HMIdLd5ykGWsO8By+oHGdKlLGpHF89yMmtv9bDuw7fZ1W7zlNfzcq/n/LA3PgJgdMDpgcMDlgcsDkgP9yQLnHKHOkgPTPon3UY84uMdLMiaPTjn+qUoiggT0a+dErDyhDwqjWd7z5dsKbaIfVvObQFRq37jitPnRZ8D9Lirh0oH9lj+ZP78PexBv7MZm0O59lV7y5/uAF5e42jwIEILo+qYleUbF5TiXvVeLGIFTiV4lbNe2q8Xszb0zaje01hjYXu5dU8l4l7p9hPc2aNYtOnz5NAwYM8HgqfnXeeMwQzQsqeaMSt2qZNIpf+/3gGQAAIABJREFUuWF08OBxajFhs1B6WpfMSIPq5KGggQPplgF4KnrO3UX9F+2nY8PrUJp4kcW73jxZ3kL745dvqcfs3TR+/THB88QxwtPf1XNRohRJKUvkgLrn0JMHvYU3jsZk0u65sgLDu92ULTRi5REaWj8ftSudyRNxsT6rkvcqcavey/yb9sV7L1CF7EkNzemvzhvDTDHPP5es82+ZVzWv169fp4MHD9Lx48fp8uXLlCRJEqpQoQKlTZtW9ydV8sYd7rNnz1LKlCmpWbNmNHbsWN00ywfd4fcYoWnw6mKZN/Pd6Bmi1DDadfcDle8ymR69eEMVciSjhZ1L6ZoI7UNQnLacuEEbj12jAbV/9xNFyCgz9Q7uZxc0wfPj16nVpC109tZjih05NLUvlZnqF0pD4UIGU2qUgjcJgr6nyGE9y2HafvomRQoTglLHtRjOzkAl71Xi/lVlEhcf0eqMpUcv39DOf6pRzhSx3C6jUzce+Zhn3+L95y9f6cbDF5QgWjhzr3E7E64vqNbznl1v5Fq6M7WZDkyOH/GteXWEXSXuX3W9Gp5IzYv6+f6VVt7pTVkjVqdowfUb1/rxGxuNSvyOcF+4cIHmzJlDffr0cUhwvHjxqEePHlSnTh0KEiTIT3v+VapUiRYtWiQMO0+MOdMwci+nfi2T7inS/4RK2o3uw8oMIyg8vZafpD7T17O3KABt7VuZ8qTyvZyUn5GZekXhZ6b9xPWHlL/HAoK3CF6+5sXSU6+qOW0MFZX0c84blewwgc6MrqfbOPrKwtZ8wiaKHiEU/VUlx097MOiVj/8no27h7gtU+d8VFChgAPq0pINLFsFgbzJ2Ax27+oAO/FvT5lnfkskley/SjC2naHn3cqZhpENgXfF91Oqj1GbyZno1vw2FDOZaYft/knkdbHX7iG/Ju1/z/dbbE3T0yTMqFev7JaczGt59eUk9TyWlJgkXUuLQudzy5FdUoJcuXUrly5e3jj1SpEhUuHBhypEjh/AaTZw4kd68eSN+T5UqFc2bN4/SpEnjlFcq5cYV7vv371P06NEpUaJEdOnSJd1zqX3wR2kHDeDn2rVr6fbt28J7Vbp0aSpbtiwFDhxY+YWvqigbo8q/3kn4Ub67+87PiF+ZYfSFldUcPRbRfk6qRl7RwcG2iow7Zrn7/Wdkpjuaf/aNGwZGkd6LhXcuarhQNLlFYSqVNZGPYank/b4HnylHk+G0uHNpKpc9iS6Wgu5ifRZTzIhhaGqrIqZhpItrtg+pnFNnGzcMnRbjN3H+2jGqyOFWC7uUdj13F+9R1k6zRThup3JZlBhGF24/peQtp9Dl8Y2sXiP/4I2BKXT4in/RjrmtP3Idzd1xht4vam94OCrpV4nbVFZ8TvlX+kq9T6emJKHaUY34Dd3KxOkXa2nkxRLUL/Ulihwsodvnf/bzVc8AtDI5adIkaty4sXgtVqxY1Lt3b6pZsyYFCxbMBtWmTZtoyZIlNG7cOGEUnThxwumnVMq8K9ww2KpXr04dO3akf//9Vw8rfFXv2L59uzCCXrx44QNvyJAhafLkyZS4UBUzRcDBzKiUGdX7pFH8ygyjXWdvU+4/LAnV/Wrmpj8q/GZoMTh7yZsn62ekHYrMgl3nqOrgVRQ6eBA6NaoexYsS1s+Vrf3sMSrQarSQl+6VsumSGRhGJf5eQhfuPKVL410fuCp5rxK30QWui4H8kH/QDq9ykmaT6fK9Z+yVzEF/8T/OAM8W+HMBbTt1g44Pr2vNNfRtZQjfCVN1BA1vmJ8acuioar6rxu8f84oxaefr3cJ2HuWVamVAJf0qcf+q86p3P3H03Oq7fWjD/aFUI/ZjyhrZfZ7x/iezaOrVOtQ1+V5KEEq//vArzCu8GsWLWyp0lixZksaPHy+MI1ewbt06Wr16NY0aNeqnM4xq165NKLywcuVKMR4jYGRez5w5Q4cPHyZ8XwKMx9SpU9PGjRvp0aNH1r/XatWJZo4cZIQ0t+8Yod0tUs0DKvGrxK16nzSKX4lhhEOxP1ei686V6AKyZXRuTH1KEjOCJ/Ps9lntZJ279UQ8nzx2RLfv2T9wlt9defASvX77kar+npxSxI4kHlEpDCpxG6X94CW+je84m2JFCk0PuNfUh8XOb3lV0r/3wSfKyR6jOvlT07RWRXXNJwyjUv2W0drDV+jVf21sKh7C4Fu+/5JQvnMkj0mBI0U3b4UccFXlnDqTyUOX7lOWjrPE5cnWvlVchtoev/qQ0rebQdmSxaC9A2v4GIFv0Y+9CzTFihjaGk7nW7idCbNK/Cpxu9prwMfwNUbSy7cf6O2CdhQsiHtF2BF/VNKvErfRfVjXhqf4fFJD+1f6+0wGih48OaUPO1fXHrz1wUiaf7MttU6yhlKF1XcWqKHddlZUyg1w39+3hkqVsuRjZ8yYkXbs2EGhQoXSKxoun1NNu7NwsdixY4vwta1bt1LevHkNjcVT2ocPH07t2rWz+db06dNFLpYEGEc9e/ak/fv3iz+NHj2aWrRoYYg+Vy95SrunBKjErxL3z7pelRhGCKPL1+M/2nH6FmVMGI0OD63l6Ty7fR6TlTlSAKo2dDX9t/OcUK4aFkpLE5sXdvsuHtB6SOQLv3MOFHKhYMypFAaVuI0IGgyL+qPWU5woYQg5FmdvPqYHM5uLYgZ+raygYEfuZiMpZ/JYtGtANX1zyfQ3HruRpmw6SbPaFqMaeVJa38PYyvRfRisPXBa5bn/ULkj9yqXThVfPQ5fuPqOPnz+LR18EC0+/RXGtAF7nxP71R68RiytV/z0FhWLvnF5QKTcqcTuTyVnbzlDt4WvE2kWCPnLEnMGgpQepy4ztVIvndmY7n72OxH7AlRI7TdsmQuBaFDfWJw37Qo/ZO6n/4v3cVqAa5eJiEP7BG70y4e45/6L9/cfPFLzSMF1z618KhX/xxt2c6fnd22h/8ekBdToejcrE/JuiBOmmyzBac/dvWn7nL2qYgA2piFXt2PKVFt3qRNffHKaAFJgaJ5xPoQKrv9Q0cr7qmU/5DOa1Ro7kdPHiRcqcObPwsiRPntwTFC6fVSk3znAfOnSIsmSxhD7fuHGD4sQxlmvuCe2ofAcvW5gwYejly5fi2wiXgyE0f/58Gx69e/eOGjVqRLNnzxZ/f/jwIUWO7LqIk6cT4gntnuL2C5n01vwoo7xRYhjtu3CHsneeKw7FPyr+Rv1q5DYy124X+KGDJ0TSvQR8DyE5f7pJwMfzWzkkB0UGtADFeVPvSpQ/bVylypCrRYKb1mErDgnFuV7BNBQ+lG08sR5GGlmEz16/p7AhgwqDdueZ27SxV0UqkC6ew88Zwa+HbjwjDaPo4UPR3en6qlmBZ4OXHaAuM3dQvQJpaEpL2zyjszef0PxdZ+nq/ef08ktAmtYkn0O+nmGDEBXPTvM/MMwKZ4jvlGxZRr7fwn3WZ5LGiUqLOhb3EeYlHzh48a7I4Xr66p34U5EMCWjdXxX0ssbfZFI3gS4etJcZGCCNx6ynyRtPskEUku5Oa+6c1/yLzEVqVjQdjW1ayMez0jDqyIbRdC6ecGtKU7e90hbsPk8lMyf0URhgNfftKtl3iQjn/KdWbqV8127c4Anon80GYyFee7Pbl/hh1qtcq64OnYfP31LUOmPEGXB+TAPDEQMq6VeJ2xVvfnhSGYG30b7h/iBafKsrtUi8gt5/LK7DMPrKz3fh0LvBVDPeeMod2ZJrI2HP46k041oDihIsERWL3o1yRq5v/c3beKMdV922XWnGiIHiEg9eDGlQ2MvM0aNHCQp9ggQJRFEDvaCSN45w37t3j2bOnEldunQRhh7KjRsFvbTXq1eP4BmCUbRq1SrKkycPJU2alE6ePCmKLAQM6LPVyLVr1yhLthz06P5d4VHC+74Jemk3+k2V+FXiVr1PGsXv64aRVmGE52X/vzVE8QXfBlQvq9t7pign/Xuq2BSUQzU2HbsuvD0HuNBDpkTRnH7y7YdPbLjNoePXHooNaGX3stRp+g46f/sJHR1Wm9LGj+Lw4MHYoHTtPX+HIrDBUua3JCI8y1NwJmjAP54T0aWxl4n5tuyPMhQ7UhiPPmFUkOFdgQcOuUYojd65XFab79549FKEqwUJH4nq/xbbI5r0Pox5Ld1pAkGxujW1KcVw4UWQOKFQzt52mr0PaylR9PAu84wc8caR9xAKXZfyWal/LZ/Vk8CnNpO30qjVR3wMK3fK2KKBsT3Ai5qFQxWPXL5v/QmyundQdcqaJIYu9hidVz3IVeJ2tDmJXJ5qI+j1u4/UsUxm+rdeXqdk4tm4DSfQ7ccvhVHUlI0je5D07z57h3L9MZdq501JM9r69CzhPcx3r3m7acepW7T5m4dYi+/Ok9cUq/44a9ieX/FmJMtTGy6RL6FP9ZzUs3J2PdMnnpGFI65ObGzND/Qr2u2JvPHwJcVrNEEYRseG1RF7qhFQSb9K3I5k3sj4nb3jXbR/pWEXCtG5l1vonzRX6MqLuLoMo3k3WtG2h2OpcpxhVCBqGxtWTL9Wl/Y+nkEVYv9LhaN1tPlt9e29lDdaMvYgeR5ar2eOVPIe+gjAXS5O586dacKECXTs2DFhHA0bNoyGDh1KLVu2FEaIf8iNli/Id0IJceT3SEDxBZQd9xQ+fPhAQYMG1XUZsHv3bsqVy1LBEMYjjKPEiRML71GTJq6bh/edOJd6NrGEaeOM901QKTPmXuN6pozwXoFh9JUK/rVQ9B5KHjcanR3peRgdRHLNoctUmvNGrk9u7MMwwO9LTj+mit2nCcMGHoLcbBwlaTpZHMQtimekUY3yO+QWBL7jtO00FF4ZfngkJ1kniRmeivJNfqo4kUXYH+Lhfdxw83utJ22l0WssynCUsCG598pbDt0rJEL4PAFHE/WKFcR1R68SyhfDMAFgLJ7k2kgajAiC3Aw6MG+GrzxkDUsEr1dwGNoSbtQ4c+tpysWKf6faRah0ct/NGZO0wzAq1XEC9756q9toAI3bTrIHsOcCYRijAIO2D412bhzxBl6iNK2n+5hCrQdR/oj9svu3UCscYTXypmDlNQdt4LlD3ye8M49v+qvk/h7+gHembDpBjcZsEL8Pb5iP89ou0+bjN2jL35Upb2rHoQUPuf/XQa7ElilRdIoWPqSug8ETOXTHF6O4HL1nz/fzqP7WYorwjE7m9VufvaPOAPyLXncsG8tvaHSTgqKEvD1I/JCFVhM305g1R6kh45xk5z08x5cfMD5QeXF+p1JUOWcyH7jeffhMYdlo+/TlC93mEL9bn0PoUOSMc2v2kXsU9tNrKvPPUoGkJocLzt5+hlJzM+uTI+rqRgw+BSw3WBSxgOccoOU7PKajmS8I4XR1caT9INb8ZQ4X7c1Gmp55lc9cvPOMkja37McorW70cszoXqaHaSpx2/NeDz2ePKOS9tMv1tHSW6PYuzOeIgR1FvaEHkO9aBUXVACUi9Wfikbv6nAILz7d5zC66BQjeCrqleqUzn3sK025VpMOPJ4rSnVnj1SH9/bAjCMFhQwUgUPsWOl+upCShylI7ZJutH731adH1OF4FKoUeygVjGabX4KH7r+7QMeeLaUi0S3Gw4WX2+nCq20UJ0R6She+jK4pUMX7bdu2Ub58+QQNMAbc9STSErtz507q1q0b5c+fX1SvcwaqaJfynoCeUN++fWnEiBGUMGFC6tChg/C+wFPUtWtX6t+/v1seY+wId9uzZ48Ifbty5YooT57m9yJUs0R+4fHB/zuCQoUKEar0oZofDEfAihUrROGKTJlcNw9fyWdCaY7iAKBoQ4oUKdzSqvcBlXz35r1GNe1G8fu6YYSb8XDVRtLr9x+pYr70tKB1Qb2yY30OOAKVGyKUyCVcwrdsNtuyzVB+Rm+7Qq2HLxGK8BF4eeJFYa/Pdhqy/CCF4p4ZSMJ3BPASpW87QyhkFXIk5RvogiLs7worDbP5hrl6Hsti0AoyFI7RfJvberJF8V32R1nKkSImRamFUBE2rhrlo5ZsjOkF+0VymAsfNBi9XniwAMC5ivuolOBwHuT5PJrlWTKg0UWIcU5Yf4yacQnleFHDCaNx8LKDHFp3Syg49QqkpiH18tHFt0Ho3YM7BO+IXkA4Gzws5+884Tkj4Y0qlD6+j9dRlS53UyilX10aDfYv3nnyim/5xwveLef5cVRm3NEiOccex7L9lwtvId4dwUZL1iTRqeXELXSI5yULe+3ggQQII5ELOZTlnCXID+RySVfLYWopT7+Qy9PfECF46/+qaCURxni5ActFEYj0CaLSqp7lKTbTCtm9M62ZMHq08JKN5EYcZobcOYs8kFB2ixfIpkxBNyozeuffHv9MDher8y2/aHu/qi5lSSr84Dm8QLXYG2QP9us1Jnt87j19TZ3KZqFBdfOIx/dzKGPFASvoFnuehrCHqj17qhwBvhe/8US6yflgMJ4SJEuihO+Qp64zdtCiA1coXZwItHTfReE9bFEig5U3j2a1pIihg+tiM+gu3GshG9zXaUWPchwmmEjsYxE/vRCe7r4L9ol+UQhRxcWOO4CBGLLyMBrBl0ytSjje35zJDcJSU7XCxRXRjn6cq5XSUlELuUeeFGJQKZcqcTvaa9zx25Pf9dB+990ZNiR8rhVX3zn+bDmNvVyWEoeqSZ2Sz3Ly6FdacLM9bX4w3Ob3SrGHsDHis2jP4acLaOKVKpQpQmXOBfrPerauuttbGFf5oramqnFG2H3rKw06l5Muv95Lgdgg+vz1k83v8UJlpuuvD2F3pL9SnqSYIVKJ36+83kMD+T1HhtqFl+zlv1SSUoQtRM0TLaPtD8fR3BvfQ3gl/ceeLaOzLzYxvZUoaRjL3qEFPbz3ZC7ls8uXLxc9dQCfOW/VUciXEbx+QbuU9zEd64uQte7du4sCEjDuIkaMSE+fPhXNXStUcB863r59e+EBQ+U4GDMo3ADPE7xQgMWLF9v0dpLjO3v2rOhNBEDJclf9nBzxcf3Zu1Q0pSUCCJ64dOl8LxdZlczIcajErxK3lJufLYfJ1w2jHaxE5+k2XxyIrSrmphE19JfZBJNwuE/eeIKT6TcIxfHdonYUJJBtTCiU0Eyd/6NjF28Jb9LNKU2E0rqab+FL9VsqFNzdnLifPZltmBtwS+MJz+zk5Ooxa4/S/J1nqSUf/DAEHAkamp6ma8PGFL8zjg2pJkXS0VFuMpmx3UyhINfMm4pmctK/PYCmDXwLsXjPBdEwFeFhiWOEJwoeioJ9fi9wSdzyXXxjA+f3hAgWmHJ3nUdFMyWkNaxIewJGBVkbUob5A78wvqKZElCnMlkoH+de4W9/Lj9B/8zY6KMCHGjE3OTsMld4UmAsSu9fyb6W23DtODdzPhdwagFV6XI0Hi54vfbPCpQvTRzqMHW78NTBkAJvHAG+G6HGKHrx5oMIp4MCiG8nYAMvAxsj9QqmpmSxIvoweGFIQyYAgfkm6uOS9mKMA5fspz9m7RR5Km8WtBW/4xuJmkymaw+eC9k8ObIupYxjSfjFO61m7aMxSyyVGJ/OaSVytgA3Hr2geA0nijWB0Ly7HKo1cvVhVjYzCUNMCzCi6oxYSyhMYM+v4W3KUeu8+vt5+IXM6P2GjeHCL6HHDZR18MRd1bKbHMKJUDrIIhqvlsrivrcWClwU7b1IkNeudCZKxzJQl/kK+JcNpY5sMDkDyE1bvgQZueoINSuanupVzO/QMEJ5eKxr+31GL0+ev/4gKrd1rJ6PBs/dKsYHj1joEEFtDKPx644LL2VI3hNOjqxHCbm4hDNYsOs8VRm8Usj9ZvZGjtx8gUYu3CFkNzJfsiBvqYiL3DktXlxmpGw1lZozD8bwXgVABdAH7Ll7/uY9Heaw0BIFbY11hDZP4bwxVIFcxhcBEmD8p4sflbpWyMpr2nbNu+KX0b1MzxyoxI3vq8TvGvdXGn6hMD18f5lDzQZRqnBFKVjA0G5Zgj5DTQ8HpLBBYlCZ6KcoV1RtKNpXGn2pFOWK3JCNlA/C0AGkD1+WXnJhhcuv9rD8BqCh6Z+wR4fPOCt8pZnXG9HuR1OpSpzhlJ+NIND+gaaKvwNCsQcI79nCV+5hVIxOv1jP3p8hFDtkOmEcPX5/jb1YsSlNuOI04Fx2uvp6P/0WsSbVT2Ax4uANGne5POWN0pKqxf1etvrFx3s0/GJhuv32FHVLcYD+42p3l1/tFu8E4PINX+kLpQ5XjLJGrM4lwi1RLvBO9Upluw+rnFd4RtAAFXDhwgVKksRxHz/04kFoWfDg7i9MYCCkTfs9ogW8Txb0FYUN67gVh1shcfHA0kMX6dzGRaKQgSxegHLYUaJYwmj37dtHv/3mXh+8efOmyJ+yH7+79YTwQ/QqihEjBt25c8fjoYxetIFaVbLkJ5uhdN/Z547vHjPa7oWfEb+vGkZQDiduOE5Nx20Uiu3EzpWoYXb9h6BFIPl2nOP//16wVyiyKPVtD6/efeBeIyMd3tpLT9OKbmWppJ0CJZQD9vI84+T3Mr8lpj3n7ohDPhsbUFDCtYUO5GSBnn+XWhL7tcnyMvwKil3bUplpaP28NmRiYTXhSmmT2MizB/BmAkLwONSnOPffWXfkqrjBRf+gvGwI3GbvxwZULuPnlrJHArR6AkYEDUoaGm0OX3mY7j97LT6XnfOnWnDYkrbKG3iYrOUMypIoCs11kByO3xM0msjelKRC6Uc4WLZOc4RHDrxqDWNglSXuOG/quKIKoBZ23HlPeZqPsnh+OPdr8e6LNGPrKfEI/oYGrnW5lLcWtOFt+HtgNqTDhQwmlEFZ6CAml1++OK4BnX4ZyKrkYo4Q3oZqdgAYNChTjn9Lw0h6H/GNUWzMILcIdNg3oNV6MfG7tjqe1Yjm8TcunI69cscpA1drXN+rgs3NPXAs3nOeKg1aaQmjzJeKQ8zS0u/d5gn64seISOdH1THcE8aVDBmRGaMyiXGW5bAxhGjqCRe7fO85JW46SfDEmXfJEf0zOAxMGkNCfvgfd2F7eA70dWZjGd7SGuxBblOrmEPD6MjlB5Spw0zhBWxUOC39ljSG7hA1fGfChhPUlC+A6hXPStPWHBDjOzOqPh1gTyW8aQB4CnvP32NldWP+zgQXlTdBO3BOZNwJo4XndfdMvIvQuubF0+vyFM1jT+UqvmTCPotCFGBcjAih6RYbqFoALQ0rF7ThzVjeQ1AowxGk5FYI6/hiI05k/TmTKuVSJW6MXyV+57i/slekBJ16brkEkAADJmOEihQ/ZBaKFjypg+n5SgtvdaBN94dRiRg9KUbQXnYyzx6c87no45d39P7Law5JO89emjTUPcUhevbxNnU/iQubAOz5GckeoJYa/F+pz5l0wiCB8fJbxBo04+oI2vPEctkEcGQYwUj781QyevD+ksOqdHfenmbD7yJ7t8qJ76KoQ9pwJenam0PU/2wWihcyMxtAlkT/L2xQDb6QVxhCCK9DuN2+xxZDKlLQeBQrRFo68XylMIzs+QYcwKUFVfN669Yta8U2VHJzFvoFr0vbtm0pd273Ra3ixYsnyn1HixZNlKUeMXIkfeRQNRRsQCnrYsWKUapUqXzFO+WILxs2bKAiRSzGxt27dz0qFLFlyxZ6/fo1wVCC1+h56JhUK79jLz/wS8MoQoQI9OSJvaHtQOTt/lS4XBXauGyB8GrBu+WboEpmJI0q8avEDfp/Rvy+bhjJUCwoh5O7VvE4SR8KaFc2QgaxMYID9MZknwlzVsOID2zc/A6qY3F3QxFO3Wo6nbv9mDqVy0IDa9u6wVEqOT4r7RKgiKCJKHBAkXa0+YkQKfaAHOBcDxgzjb7lE91//pqi1xknlGTkM2nLA2sNROCMFi4kVc6VXJQjjsslsSPHjkNFEoWheTvOUg0udgCAMv/p8xfx31DgKnKYX3GumGVvBOhZrJ4IGhQp5OdAGcftN26l37z/5DRXB/wIW30UZWbFfls/y62hFvB76CojRMjM5QmNaCobHTByZb4ObosnsfHc5JvxrPXsCVpuvKX8rS0higs5jKnioBUCPcL2ENKXh0uqO/ouKr7ByEE4orYAAvJSUFhj5rZTwihpUKmAjWFUfuAKWsYhTILvzHgk9rcqnokNowPCIENfqzOj6wlleRFXMcNtfLOiGWhMkwI+xo78qKo9pgqPUiMYQM0s1dOkYYT/xq09wjXhtQga2FLaewQbo22nbBXfgqcQBRqsBhn/LpV0yMXEFoU9zmnzbZnRg8/+GXuPURn27CLPCr3Hzo72efkBWUQeEoqbYD0hdwbjH89GARRyV/jlb3gPTaZ3n7ttkSEuvb2Yi5m4CyPDXP85d5cIPSvLlxLdGpV2Gkp3gOUO3r2xa45ZPIrsrRxY53eqkN2R8vmdanyjxpBVBCMkJIf+vuHQ4wZ8UQLDbRx7iJqP/543gbeqcs7a/G9tCT4v6Shk1Rms40uVUhyGi/0kLhtHq/mCIXVcfeVnwbN0bafTyevfGx/K78Dwg7cqfcKoVJw92cDpaK9BCft17Clv9a1iaOuSGQX9RjxrnuxlnsqlStygRSV+x7jZU8ReEYSBIQQM+TOxWem/9+4cfWIvj4RckRsJ703QgN/DKWGIdD+ZgB5/uEF/pjxOd16nspF5GaKWKmwR4cXBKYV8IUuo3lcRfnf8GYyT0mykLLd+6x4bUH+dRr5lAPo79Xm68eYITbpiKU4Tiw2r229PCk/T+EyWs8+6dhlniyPBhJeoeaKlmvyfr8Jb9e7zK+5vtFrgOsShejBqWiVeI7xkPU4lZh9QIBqXCeF3X/mZavzMfxQ1WBLqmGwHdT7xvdgN3kFIHQyjIAGDC8MveKCwjP+FIMUvDaOPHz9SpChR6eXzZ06LBRw5ckQYTPCoBAvmumItSmPDMIL3CQbQ5cuXHS4RFChAzg7yfzJkMNbmwJm8j2RDrE2bNoJmGHt6oWPHjjRkyBAfj2M8BQsWpF69egljSQvaUDpPy4JLowr41q9fT4XA4Aa6AAAgAElEQVQL62v7onc8KvcC/9lr9I7c/XM/I2983TAat+4otZiw2eIx6lKZGmbzrGY9DmaUXu7Msfe4uX+7sC0FYQVyFd8uy7wReHmi1RkrvjGJFUUoFAB4AKQHxj7PA79vO3VTlKPGe2gempMVJRHa5gDkZD1h71KkmqMFLVCQ4cUCXOJQERR7wN+vTGxkrQIl6ajJN75zt58VOSroxyOVYCnE6MFUY9gaYRxByYHSnoaTrdFLCf/+EfBU0NDkdhcbHWjuGox5jeIZGNf5sQ188EcapcmZD2cdePNko9jCHPYWkj1gMDqgw5VjRXEx54sBYKAmbDyJj6yv1I3LuffVlHNHjlG+FqMIlQMRfnOfm82KggYdSlDVwasEXfY9luDtGrv2CHWbvUvgjxs5rCjaYZmL7/lh4UMFpw0jmmsMI6KerACj5DaMcIRsaQHzYm9gf/j02anHBobR9MVbhectPocyXWW5AHzPmYPhlZ7GcriUBBSZiFJ7jO13+f+Gc1gnFErA/gt3KRtXUQRU4mIBC9hgxHv7uDqivVfUqNx4KjOefscef79F+0W/IEfhcW947quwoZ4sVgQazLlAmENZwa4zLjy+XYRoaXBE/9AVhzkMc6vIJUQ4KyANK/MIV0MlS2cAo6UnN6eGXJTOmoh6NC7jwzDCM6Afe8rf1XNRNjbgdnGZ++gss3oqsGFMyAfaxPlAAMjangE16DduYCvD+CR92dggmda6GKVoOVU8t61vVaf0T+PwRIQphgkRjJurvhcowMMOTvKpnPEAco59t97ItTRzy2kRSoewQntwJjcYHwpmYK/ujjVe0/3ttiNaVMqlStwYi0r8zgwjhIjBI3Ty+Wr2fqwTOT1ojooCAzfeHGUjYCy9+Hif/1ZMNE6VgL0YBRJefnooDJjrLxNZZf4mvzfyUnF+7x4FDhBUGFl5ojSn6nG/71vbHo6heTdaCiNnbMaPvE9bLn0OPplHk69WFxXi0MNo7g1Lviy8NG2SrGMjBeHuAagTGywosiBh64NR3Ny1tfgN+UDpwuPs+EpLbv9B6+8NFOF1yGc6+2KjMAYB/6S5Sm8+P6e+Z9ILOkZkeE4b7g3hAhG9xe+tEq+mm2+P0bLb3cX/l431D5f67kpjLpURhpEFAlDTRIto/GVLLoxfGkbIKypeuSZtWDJfFFEoUKAA/f7779Yqa6AH5aeRu+Mo1A5GDYoOoIcPQBoKFStWtHpAOg0YRUUypxDvI28nZMiQlD17dmFsyJA36yR4+B+OZLJVq1aiaSpoGjt2rA3GefPmibE56mt09epV0X8IBRyuX78uDMH5G3fT+T2bKFy4cKK/kyMIFCgQfeGiOePGjaOmTZvqGsHevXutxRwqV65M//33n673PHlI5V4AOlTiV4lbNe1G8fuqYQQiTt98JLw2UGZ7NyxKPUtYkiL1Ag7UbpzbMYBzPGRhhchhQ1DcBhNETktwzvlAcnEhVt7xjW19q1iVBBhGuHlHbgAqzJ0aVdfms9pcIXsvjz19UhikUgpaDg2pxSFQUYWi1oMVp38W7XMY3gVFOGiFoUIh7lE5G/Wp9n3DlxOVIvQnDg+aIsLWkGezpY9tSJlefjl67kcE+Sp7O2C0OCtigDFFr8dV49hjZh+uCL4MRc4OG7UoM17mn2WCPPDu2PA6VoMP81SRFV9UurP3AGkNI7wrPHJsJBRIH49StJgq8CGRewDn6sBoxfwg5AkeKoQhbjt5U3zv2qTGwtiBAqvNPVsxoAGVTPbdGP4+XktBiMCBAwojHJ4nI+W0d+4+Qh24Fw3oXsfhmTDQMd6m4zaJMFMZZoe/n7nxWHjOUPhBC5D360w/PAkA8Bw9t7afvine38i5WSjkAO+jq1wZT2ToR2RGz3fs8cvkfLyLENJl3cqJfC30kMJ8IpR0ToeSVI09DZhDVJJD8Y5E0cNx1UGLwakFZ/QfvfJArNn/OPemKnv7JPSulpP7nTkuhS2Nnn/YeEM+U88mPg0j4JnEuTQt2LPz8ZunF/3PNutcx1grqHyHapSAInyRgDAzfFvmX+HvafmSZF2vSmxwhaI4DcfTncevbIxmLQ/WHblGxfosEl7Pv7iXGwpcoCkuAPsQxgyZ9gQWsUFZib22ZdhAxBzp5TvGh8srhNLi8qOfaRh5wna3z7par48+XBPeHyj57ZNupmRhvucxPv94hw2B0twY9Qg1SbhAhNcBYBi1PxZRGBatk6ylNx8KCcPo3MtNNPlKdWEwfYcANCDNDZHrI+Hiqx00+DwiNFAM4QSH2aXmQgj76DyX6IYhAs8SikEAwgZOTC2TzOcQtYxWoyQ2V4UrE+tvYXih+AG8OBYIQP1SX6LIwRIKGv88lVSE10nD6AvnBjU7bDHCEE6H90dcLCr+vyKX8kYTWABymyqzlww5VABZzQ44e59OxbSdFd+qEXcc90ZKaDW2/Mow2rp1qzCGtADDCJXVZN4RfkNhA+QMwUAqUeJ7nzM0J61VqxblzJmTdu2yXBCigIDWA7RgwQKKn6+CkkIy+J47w2jAgAEEj9f9+/fp0qVLonre8+fPKUQIx43kbZjhBL/9M4MGDbKWKwdP8+bNa/+I9f9fvXpFEydOFJXzAIlTpKGdWzZ4FO7nFLndD359vuqlS89z3ky7M7l0N25fN4xkiBk+nD11fNrT13GyvD1hUAjWcI+c5fsuWfNypEcI5WIRM4/qbFqjROaEINEeABzfczQ4eZ+bZ6LvTgcuHCCUZH65ABtUW7mUOLwHy7qVEYq5PaAa04itl2nL3hPCcxGEleWtHG6GSlZtS2fmfknX+LbXEoMKPaN5sQw0uvH30CqtR2ta6yKcK2KbEwNByxwpIHsWvnvXHOVEuZs8Z7//iCA/ff2OItYYLRRwhxUBmcnNZ+6lCUt3UzEOp1mtKQwBJShT+1ncb+aVqOSWv+d/fGv9wYdxiDnst3Ave2t2+6i6J3OM5NgQXgYDFzeA0zafFNX77AFzAK9hNr5tbzjaUrTj+Ig61vCh7w2HOTeob10ql8pSMEHIDBNThqvMrWRjSAvAOaxBPmpT0nWJT+074Hsm9gSCfy943FqjXRiUHHoJHjmiv3be1CJ0D9+ty/Iy9X/sXQWU3EgOVXbDzJxNsmFmZtowMzMzb5iZecPMzMzMzMzMzKdfHfd4ehpsT1dmes66l3ebtC3LKlW5VJK+Wlk+7hYZydu7A6kQTuEijqIhRdMd5Bub0fJ8e/zHrT/JEPjb7d4e+M9A9HW55YMFWsnrQrnBjAbI+tnCjkJBm+bDWuQHKh0OXdBKAJSb0zOBOmfbK0urYwQeQLgD0APGCOmvWhsy43o4OpgrWL0UJxA8FScO77qjX2UB547rgfIGcANH/Y1QM/mK5y/S3ITd8J/msw/SJJ6rIDSNxftqRbnDPQqseugQQejtQp9In84iRqlazxKObp38KUTEywhpGVcjfHGPTN6y+TuT/fybjQxcUOwXGMJzAW/tRV6pZeViDbbCVsNa5t1uTHufTeWUs4QMX12Tvv48Zo2kJAidQwAdoF6nRIxeVDJmb29q//TjLXU4HVWkosFpQa1PNE5dC/xHUHaMuluvRaQqZZixlD+6pW723bfn1OXsX/Tlh/d1MWyQaCKyBWcFkSDUAsGJaXo8sABKyMXpgEgJvPx2u4gigTol2UcPPp3j92jCDlJwvuqbkDdd+HIcBVrOTlIH2vrYkp41JPU9Ch/EgpS4j98ZsOO5IzehYjG6eYtCtU+8ywcynSy7gdMwYto8WjBplICXRtNRNCRVE/4NfYv69esn+gQptHTpUkK0Az2M4ICA1KllaHB6+fJlqTZvTy9wfpD2Zo8QQVKiW3YvsPlHLXp/9eqVqL06d85Sl4zeTgBkUJxLOGLnz58XdVdI1QM4BCht2rQ0agU7UvHtZxBpkc/ZNVpk980zZPKXyRvv7B/5u90xwkazPJ8wrjxoSaEql53zektnFptWNWFjd5EhXVG7AwhnnPQrJ+fIY4/Oxb4HuDYAm1xsKq21HvzfgFKeyGhyYRi96c1ChNu9CI5MHI4uoUYBGws12hw2CvP5FLXmr8Jm/A6nBbnz4IV7Tt18Skv2X6IPfJJbMnNCmta8MNcQnBdRAFAB3lwgYmV5N0uKjhqUAdeoN+L7BlX10QRWMYRX7z9TgZ5LRE0JZBnIKWXF+YRanUp3jH9bffgqozy9tgt2YG8y+cbQvKJdJOpo7KXPIKqTteEoITMgj4fXQbrTT6o4bK3QB5xNgCogrREn/z5SDVnoTeyw4neM7/7B1cQYA+xh9cUXVLaLJTKkRAzT/GoOic3h4OWHrClzuAYyYKPYvWI2tqWHlIWBHnCf0qgX16AfDaJg2MS2q8IIYJW9Oztw3jryyfr6ozfENVG5JqwLn3K3KandKVJPcGx2QUhNVBN66ACxEY6zQrAjOEG7zt775Rih4TBDtXN9mZo+c2pTqjbz6Oo9y8mtOl3Qng3o/Tff2IyWZznirwAQqHkE5z5iKxhyvWh6nHpbCGOfqcNcgYSWhSGtkdqFXjxAfYSj+CNcFM0nocM4IoW6LVApnm9AulMT1gmlxqgsQ7J3aVBSM28tulDeJ0bdiSJVNGKYkHRveiOBgKiQUuOjrAWQqeao9TSf03OLcLRxowoO3tkzofcHN27y++4ioOjV5B5Jc9rab3xrj4+ii63cPPvQUEvzQzU5c4wK9VpC29kJzZMytkj/M0Iy7VImb7yrTP6OeSsocOgRxiAyqe9TOEaZU+jD9xc0jCM7DxgMwRbSGuhyQLO79/G0t6HKFLEKR3mi/4LnDkRdkh6meKFsUR1RZ1SW64yU+iLLdThgQ1raC65dysGIdrXiTvWhF0SlkGKHHkNAiEsatgDli8KpV4wuB+enZlylLlhpFOvzMCVR6FxcP7Tbmmqn1AsF/SMEjUtnWW/7XEgl3hsw3I04WuaIIEfP85b+Zk25vgnAFWpac28n3f00ih3Hj9QmkfdaQCM2rr5n7o5jVKtAJqE3bNoBdW1LADMAqMH9+/cpZsyYIi0uSRKLvIg6ARUOUNNwrpB2Bho+fLiIjPxum0RdU9asWa0OCGSBoxI+fHiaPXu2LnVplR3PrF69Oh0+fNjKHymDqMkCbLgtwXlC89fzH4K7fZ1XnqVVdl0KUV0sk79M3ngF/8jf7Y4RXhRpMqjlUW8AUfCMwnIQNqIKWpjaELBJRM0E0i6+82Y2HcNhg2wdnHvP3tHwLVy/EyuUN8Q0XIsP+abjN0WdR7AggWlpp5LebA0bLCVS48gI8byqBTPQ/OaWFARs+uuO3eyFjvZLzralM4gUJ2svJd7AIxr1B0ew8P6O6nQUQ4CsiGgVZwdBTYB5Ds6yI80GRdlYJJd0KEEV7DSjtPcOvjE0tWOkQJPbPgP8z5w8Rw0Y7AAERwjOx/6L94Ws9pxBWx54DhxY9B+KHiGkSAlrx5G9FeeeUYXuSMVkBDuO1ozmqI0twaEEEAOaRkYKE9xa84PeWQB+gAxrueC8OPdxUcavyoj1onFu/oyJaHt3+438nNUPObIV9b9r0TvGHM1Fb7Cjmz5BVNG3Rp0CCpt5ypFR21N93Lfj9gfatPOoQAuryRDxACZwF2mR3TfPcsYfEOvbz9wWkdnbT94I4AIAldgSwAeqMmCBQqgRxOHJGW6C+jFkRF0fNdSTreIDB4Cu1GL0PzUp6WyzuV5nVmuu7UmVTBdvLXrCOoQ1AumRPesWpj6lHTe4VfiN5VRCpBQi1fLpHG29zRS9f+e+YEhd/ZvBIbQ2d9XyHg4dI765N6OL9l18kOfnH/R5mc/+Nr7hr+VeV9f4pc27ks3V745kv/J2F424oqyZXtEW8APi2tbHwzk9bgf/LZAAWQAAgi1tfjSUzr26yNFvzrQIkYYShM5ubeaaJWJNRpezfJdtCU7H2GtF6eWXe9ZUN3vXOZL92ecbDIAQwpsjZ3s/HLsxDON96/0R60+IZjWIv4AicjNaOGEnGbLbQoGsSHj427V3+/i+o3Ybv9o+p8XJECL61SfFRYoe3HtUftSVJqxDS/PQnpw2aE+HrsbP0e87rr+gAgkjiW8YUNnspYIBMa1ixYqiPidPnjw0YMAAwQ5RD6TPAZUNaXMJEyYU0SXQ6dOnRQqeTJt3xBu1QkrDVETA4KQYIT2yA9J8xowZNHr0aFGjZEtw1lq0aCFSD+PFiyd+1sNfr/wyeZuyOx8NI7qX4hhBzCNc+1Fv0g46f/OhJhvKwZu82txAVEF9UzaQRzmiBKQ0oL7ZAhj4pikUoHax0Vhz5JrVSUOkoBDXsiAtK3SM2N42Q5AH0Q8AByTkzQXqCbChLdxnORdQ36Im3NsI/4aeOweHVqPU3PcI/ADYYEvqgQLf7afvCAhrQOTaku0mX4syjRiCwlfp1YNUsP0c7QJqmD35M3L++TyOpNUa7QULC1nHN8ovUgtdETaGCrS7OsIDAINFa/fQQ27OiZqIxDHVaSDOuUKX649dF6fwCiCHcscD5reU60zi/B2XyqlS6VzJqed33+j9GafYdZ6zV0QLHUWqfMPf1XvI5O3OhRtw0L0XHBApiThIUVDq3Ck/7Kgcp1eu5rUB9UzP/wzjdscIOkGkGPRdY7TrCqP0JWnOkQB+8ZOjanNfIEt/EGfkTr3Ye44z/kDrq/WriS+iTTgE0Esy5ZfJ2502r0fviL6MumJBwwTFD5VFAB8gZU3tTJSK2VfAcjsie7oBGt1fXBcUJrBru5Ntk6hX+vz9PYUMHF6gzYG8ACSeiL/nj9paoO8ZIfDH911pHKvmcejpB/rxx2KKGTylnciZkad53QO9F0wQQQAPLFiwgKpUsR9pRQNUNEIFFSlSRPy32I/8gsa+dOmSiCKtWWNBdUWUxq9s0nca8a4bvXu+b9++iYgaIL+B+odIGnpAAb7clmSuBzJ5/z+Oqx6bMqJ7aY6RMli3rlwTUZH3HP1Q0kMQOYrNaUbJGSAhPRdGZ08ay0fakasXN/Kyjnji9Ni2t4ZW/goKG3iroxxADQPhdFfrBETzRKRbAWb3Kqe9/BUlrEhBBASwHtIqux6e6mvV/FG3sefcPQEEkDBGBN2n0TgxRwqRsmn6nbIbfX9H95myO9aou3Vz6PJDihA6mBUl0t380VR1/8V7NLdtcakniXo+atZIFteieYJj9O37T4pUcxy95YgggBuA8KeX3D2ujtYxvXJpud5vZP/JfXwyixofR4T6INQJOSO/kV2LVh1f44Vkx323QiSnnslOc9aG9xod3z3Bcrds3RT4OzwBGMCZYwQ5kBb2/PlzERlSSEkVQ9TIHsmWXa/jomc8ZMr+O8bVU3XjyXo3Oq7SHSNZxuBfBguRD6SLID0vPvcMWcW1EYCZ9quPjlFD8C8LlH8ZVz36UK41ZXesNVM3fqMbv9a7ba2U3nklU36ZvGWvw45l/0mrH/SkDQ/7i14+4YIiVfcHR1YiMghBWcoYobLdKIjtuMjUjQzeP35+p3/PchNQhhQHtU20TdQqySAZ8ityLt53luoVzkofP34kIM1Vq1bNra8gU3aZvGXPJ9n8PVk3niy70XENxKlLOIg0ydSAqQFTA6YGTA2YGvBoDfykHU+r0o0PSxl2OguVjn7Ao99Gm/A/6cCLlnThrQXiO0rQjFQ6hlfhvTYe/uOqNQtm0pCOzUTaV58Js6loRZ+AJ/5DUlMKUwMBVwNmxMjB2Mr0kmXyNuoh6zFxmfLL5C1bN6bsjq3I1I3f6MaT9W7OV/02gzqbXueTMcLbZcoeqS7VjmdB+NRLMu3G3bw3PxpshewG4MI/UVdT+TjeQZf0vr+z690tv/pZlRu2oCXTJgjwhc2bN1OhQl71Yu54B5myy+Qtey2Qzd+TdePJshsdV9MxMh0j3eutzIkik7fRSaJVQabs+jdyWnXr6jqZupfJ27RJ5yMrU/cyefvVuMIxUpqYFmNwhdIMsmCEZOrGnbzffXtGXbmZ7ecflhYJ0YIno5LRzkkBS1H06E75bcemadd+9N+gnsIxunHjhhUxzcgY2rtHpuwyecueT7L5e7JuPFl2o+NqOkamY6R7zZU5UWTyNjpJtCrIlN10jLTaivo6mXYjk7fs+SSbvyfrxpHsDz9dpN7nkwvzQqPVgtECMkz6T5pxsxYdfjFPvG/JmH0oSZh89OpTDo91jLqOnEyD2jeh8uXLE2C53U0ybV4mb9lrgWz+nqwbT5bd6LiajpHpGOlee2VOFJm8jU4SrQoyZTcdI622YjpG2jQlc07J5O1Xa82Vtzu5j1F+fnwgavj3IgZbqKRN0TZXydSNu3jvejqBFt5pISTPFLGq6GUkW++y+UM3EV/fpDBhwlDUqFENjZ2zm9yle3vPkMlbtt5l8/dk3Xiy7EbH1XSMTMdI9+Irc6LI5G10kmhVkCm76RhptRXTMdKmKZlzSiZvv1prLr3dzn2MCgrHqHPS/fR3qGzaFO1hjtH3n1+p5/kk9OzzTYrAjV27Jj1CYYNEDxCOkSwkX7+ySUMGaOemgDhfPUE3nqx3ozZvOkamY6R7bsqcKDJ5G50kWhVkym46RlptxXSMtGlK5pySyduv1hqvKEog6pH8JMUOkUaboj3MMVp2rwNtfTxCOIBo4po/aivrGwTEcTU0iL/ZufBkvfvVfDXHVW5fMKPjajpGpmOke27KXABl8jY6SbQqyJTddIy02orpGGnTlMw5JZO3X601Xk1OA1HLhOsoZbhi2hTtYY5Rt3N/i2hR4jB5qDiDTCQN49WzKCCOq6FBNB0jXWqTaTcyefvVWqNLuU4u9o+6MR0j0zHSbd8yDVkmb3MBCZiOizmu5rjqXsT4hoC41mx/MpqW3G0rIimouckUsYoR1UjVjW/1fuP9QRpyKbt4r+B/hqOOSXZ7i4z5lr8rhcnkL5O3uU46H1mZupfJ2xxX94+r6RiZjpGr74CP32VOcpm8zQXE3EDrNvYAuoE2ogd795jz1W/mlCO9A6Ftxs2awjGqE28mZYtU29BQyxxX3/I+93ojjbtmiYQlCJ2DOiXZ5+0dfcvflcJk8pfJ2/z+uX8D7cpWlN/NcfWbddKozZuOkekYaZ3b1utkTnKZvI1OEq0KMmX3rMXPHFetGjDH1YimZK4Hjniff7OJxl4tKhyjWnGnUo7I9Y2I7q8jRup3rB1vumhkqyaZeje/IQFzLTDH1RxXtQZMx8h0jHR/OGV+eGTyNhc/c/HTbex8g2mTAdNuAua4/qTRVwvTlx8fOZKy14i5i3tk6sYdvAdfysqtbIm6JD3k4x3dwd+Z4mTyl8nbE8bVr/Ru6iZgrvFGx9V0jEzHSPfHU+biLZO30UmiVUGm7AFzcTXH1RxXrWvA74pcmDZp2qRpk0Y04Dd2Y85Xv9G70T2f6RiZjpHu1UXmJJfJ2+gk0aogU3bPWvzMcdWqAXNcjWhK5nogk7e5TjofbZm6l8nbHFdzXP3bOibbJo3yNx0j0zHSPVdkLt4yeRudJFoVZMpubqC12ooZWdCmKZlzSiZvc60JmGuBOa7muGpbubxfZa41nmU3pmNkOka657nMSS6Tt/lR86zFSY9hyrQbmbxNmzRPcfXYuXKtaZMBcy0zx9UcV/+2HniyTRr9vpqOkekY6Z6HMieKTN5GJ4lWBZmymx81rbZiRoy0aUrmnJLJ21xrAuZaYI6rOa7aVi79EaPv37/Tn3/+aYS9vwdLcfZS/nEdNh0j0zHSPRFlGrJM3uZHzfyo6TZ2vsG0yYBpN+a4+s24erLezW+I39iMbL3L5u/K5mPGjCkUe+DAAYoXL57uz5Qr/roZqm6QyVu23o3yNx0j0zHSPWdkThSZvI1OEq0KMmUPmB9Nc1zNcdW6Bqivk2k3Mnmb66Tz0Zape5m8zXH1n+O6Y8cOKlCggBAub968tHPnTt3LjUy7kclbtk0a5W86RqZjZE5C3Rqwf4MnLyCeLLvRxU/rsHuybjxZdnNcTYdU6xz9XQ6pX9nk58+f6d69eyLVykhEQdGPzPVAJm/ZepfN35VumjRpQpMnTxbD9O7dOwoVKpQu03fFXxczm4tl8patd6P8TcfIdIx0zxmZE0Umb6OTRKuCTNnNjZxWW/ldGzlPtklzvprzyb/Np99tk8+ePaPp06dT79696dOnT0IdLVq0oHHjxhlRjdS0YHOt8d183bvX0pA5V65cusdWpu5l8pY9n4zyNx0j0zEK0JMQ3dHn775ASWNFpIwJo5sfBj+wd6OLkx7DlLl4y+QtWzeeLLupG99ttPTMH9trZdqNTN6ybUY2f7Vu1q5dS02bNqX79+97G57gwYPTx48fDQ2vTN3L5C1b77L5e7JuPFl2o+NqOkZ+sFH8fzQ0rau4u3Wz89wdKtBjCbUsnoHGNMhnOkZ+YO9GFyetNiObv7tt0tyEah9ZmbqXydu0yYDp1P2OcU0V+gt16tTJW1SoX79+VLZsWeEQRYgQgRIkSKB9EqmulGnzMnnL1rts/p6sG0+W3ei4Bjry9DsO1X8r4YGbDl2kGw+e0/mbD+nLl++UOmEMqlk0E0UIHfK3ymI+LOBq4NC5W9Rm7Er6yQY3qWMFSp84TsB9WfPNTA2YGjA1YGrA4zXQpV4l2r52uXiPHIWKUY3mHShDjjwe814zRg6gXIVLUKIUafytzD9+/KBXz5/S00cP6NHdO5QoZWqK+Vd8fyuvKdjv1cBvjxj95F1q88nbadKmUz7eFKlOM1sVoZR/RXapBU/2Yj1ZdqMeuMsB/XWBO3QDx3vRnotUbeR6ChQoEC3vVIrKZksknuAO/o7eRSZvU3bnFiRT9zJ5m+NqjqvWtVF9nWmTjrXmybpp238kje7RXrxc586dafDgwUbMw+E9MnUD3jE+PaA4ceJQpUqVaPHixf5S9hUrVlDbtm3pzp073uQrW6shdWxSl7Jly+ZWuWWv8bL5y7QZ2bIb5f9bHSM4Ra1PX8EAACAASURBVDVHbxQ1H6Bo4UPSk9cfaFjtPNRh1m7xb3lSxKFdAyq7NExPHixPlt2oobkc0F8X+FY3iA4NXn6Ius7bR6GCB6X5bYtR6SwJrY/3LX9n7+GK97WHryhhjPBaVeHjOlf8DTPmG2XylmEztrqUKb9M3jJ0E1A20KZuHM9o0yYDpm5wkAeqVasWzZ492zdLut17ZdoNeAd7cI7SpElDGTNmpKNHj7pVfnfIvmDBAqpevbpTuQYOHEhdunTxd7L7Zu/hm5dxh979Snaj35Df5hhhwzpu/XFqPW0nn+IT1cmfkvpUzUFxG06hjT3LU5gQQSnHvwvECf/67mWpaIa/nY6lJw+Wrexfv/+gIH/+4Rvb9XZvQNKNM6UgMrT68DUKy7aTP/VfImWu54L91H/pQf57XJrYuAAlYdAFGRvFRy8/0MRNJ6hv1ZyanK6j1x5R9k4L6P2S1hQ0sNnd2jfGvv7YDSrZfwWt61GOiv1aJ2TavEzeRhduLfq7/ugV9V97hujjB0oZNzKVy5qI4kcLp+VWzdfY082BSw8oe1JLw0Lfkkzdy+Qtc1xl85bN35P1LlM3J06coAwZMogpc+rUKeFguJtk6h68z62dTfXq1RP1UIjMuJOMyo4D+REjRlDHjh29iTNv3jwRHXr16hWhl5D6d3c7R0Zl16o/mfxl8pY5nxTdGZH/tzlGl++/oHRt59Cnr9+oa4Us1L96Lt7I/qSGE7ZQyUwJqFTmhDSAN7TY2JbhD/iKf0s7tQkjL6vVyGwH6/GrDyK65S5Syw4d1B+3mRr8k9ojNhOyDVnPuP5g3cWq9x+l4NTLrb0rcpRoLw1Zfpgq50pG05r/wxGjID6GTA9/R+MNh2zj8Zvs6J8QTr2rCYjrd5y+Tf/0XkbvFremEEEDGzIld8ju6MEyebvTZl6//0IZ2s+hu8/e0Odl7Vzq3vZ9MRbtpu8UznSfajk0jYOn6Eb9MgcvPaTs/86nuNEjUrA/ftKVBy8peNA/6f6MphQxdHBN763lIlvd4HAiUdNp1KlcZmrEa5pvSabuZfJ2p83b06Epu2PL8lTdLFy4kKpVqyZe7P379xQypPv2HK6+Ub6dp4q9rxjRTaT/AU1v4sSJ7mCre41XP/Tu3btUo0YN2rNnD2XNmpUOHTokfg4SJAi9fv2aQoQIYb187albtGBIF1q0aJH4t61bt1LBggXd8g6eapOy1zH/yv+3OEbY/KPeY9HeS5SbU+W29a1ojZA8fPmeYkSwNLPac+Ee5em6iOJGCUu3pjZyapC/w9AyRv6DVh68QhWGrqVtfSqKqIQ7SC07Nvd5ui2izmUzUwl2EG3p7J1ndPDSfd5kaD890qKbV+8/U5rWs+n4yJoUOazX4qDl/bTw18LHtx986C5kpdGUNl5UTpdLQN3m76NmRdPR+EaWLtK+5e+IBzbX83ZdoFGrj9GJUbVcLty4ft3Ra1Rm4Gp6PLuZbn0rD/Avejcytu6SfSLXJjb/bxv1ZaemRyWvXHA9/J+9+Uhx6v9HU1sUphp5krt8HT28XTKzc4EM/jjMQcQoSOTohHWsz6ID4k+DgqnEe7uL7DlG4auPpco5ktCU5r5/jgzd/I75JPuDL1MvpuzOZ4cs3Q8fPlxELWLFiiWaueoh7LGUNDxn98mSHc9kIC8qkiQKvXz5UkRo2rXzOrjS8y7u+nZfv36dypcvT6dPn6bKlSsLp+j27ds0ZswYypEjB6VNm1Y0zFWvB4kCv6HMmTPT1atXRSPdmzdvukN0j0tVV7+0TJuRvdYY5S/dMcJHeSEXwldnxyhxrAg0vHZeKpnZPtSk4hjFixqObk5p6NQgf8dgZYwUSKT+Hb32kIbVyUs5k8Vy+yR58/ELha82jiMeFahAmrje+OP0dcTqo9Rp9m6qXzA1TeUoiBZypRts1FccuEKVhq2lK5PqU4Lo+upeXPHXIqM7Fr93n75QmCpjKXyoYPT6w2fqwpHIARyJlP1hwLgM4sjUykNX6ejwGt4W1kxs77YEfS/dd4mqjlgvHP44kcNYL3nEBwOHLj8QUVJX5F/07kpOe7+7Q3YlGnHj8Sva2b+yqEdUf9Ts6d6eLBiP+uM20cYTN+ji+PrCfmTbjF/xV/S+eN9lqjJ8LSWPE4nOj6trZAjt3mPPMQpSfgQV4rVsY68Kvn6OO+zGHWuNkRcxZbevNZl6wRM9lX+bNm3Eph1RCkQrtBDqeHLmzElVq1alWbNmiVumTJlCWbJksZuKJ1M3i/aeoaq5LQe458+fp+TJXR86aXlHI2s87mnVqpWAPC9ZsiStWbNGQJzfuHFDRIrChg3r49GKbqBTOEcgd0WNZOpdts17suxGdSPdMcrAzkXOfxfSoSsPvaGD2VolNj1zd52n2mM2UqG08WgLOwp+tZlQlAnHqNSAVeKEP1vSGLqiNlplP379MWXuMI9Oj6ltF41PODEHr3ItzVXqzifkiWNG8MH6y7fv3upWXBmyouu6YzfR4WHVReNTPeSKvx5ettfq4Y1oY8y6k8RJ2eRmhahhIdepO3r4O3oPnM61m7GLUEsB/blauKHvOTvPUT1Ombwwvq63uqeLd19QmjazROTJFRqjO2R39E4yeRtdnGxlXcKb+8q8uU8bPwqdHFXb28965Z/DEb86ozfQf83+cZnypZe3XvuXyV/hPXjFEeoyZw/P9WjszNfUK6LD621lR+1djLoTqVj6+LRelWZq9IG/QzdGZXN1nym7fQ3J1Iu71hqt329XNqDnd9S7IKqBqNHQoUM137p69WpKliwZJU6cmBAlSZjQAjZ09uxZSpkypa/WSc1C8IWjFqyldtVLiVvQbwmNaN1BiJ7t37+fthw5S7lTJxKRnDx58tDly5cpSZIkdh+BqFXEiJb64gMHDohaIgAvzJw5k9A4155sarvMlSsX7du3j4YNG0YdOnTw9Wt4ss17suxG1wPpjtGz27eoWL8VlCJOZDo3ro5DA8NmsyJHMFZw6trgWrmpE6eW+cXipDwTxgDHCHUhUdgxSpcgKnUs41wmrbNHbWh7OX0wb7fFdHBoNcqcKIZWFuK6/RfvU10++b7K9QOxOQqxqksZypCANz4su7PTczhbqzjaUX7IGlrcoQRV5LQXPeSKvx5ettdq5Q17aTxxG03delo4hZ+XtfXxWLznco6MoWdBpZxJxe9a+Tt7Bzy7QM+l3HMrOC3vbPkQOOMNx2jKltPUjFPA4ACliRfFeg9kLD1gJWVNEoNr77L6mc27Qy8y5yv0VHPUeka0vOgjjc7IuO45z2m7nMJaPXcymteuuJ/p3YjseuYXxjVukE+UuOl0EVX9t3wW6lg2k0gFzcERcKwXviFbu9l59i7l77GYo99/cfpxJd+wdtt8dSSEf7d5mfPJ1cDI1I1M3rLnk0z+MWPGpIcPH9KECROoWbNmrobI4e9wGFA789dfPlP/Zeq+efeBNHFAN9GA9sWLF4blV2589+4dValShdavX2+XV4wYMYQjqK4TUi5s1KgRTZ06VUTS4BApBLkUh8mWqVo3qPVCzVePHj2ob9++vn4XmXqXaZOyeftX/lIdI+Scjp23mRbs4XqM+vmodQkL4oo9OnP7qah5+YNP/4+NqEnp/o5qvez52080fdsZb86STEMTUZrzz+ndk0e0+cRNunj3ORXJEJ8G1czt6wmiNgQ8Z9l+pLis0+0Yic15r6W06+wdqssIf2WyJLKmKNrTjaXO5Tqd4AgVUPCSMlpbLY7OzWhZWCAE6iGZutfCG47GtK1nGZb7MCGtCjbzYUkbChbEK18Y18zewVGa8Zu82Z4r/nefvfWW6mZPL6htysYIc3CMNvXSAL7AsoxZe5zaz9xF+wdXE06QmhARHMn1SvsGV7X+8+ev3729j+wFxJVe9NiHvWvt8cdG/eztZ5QtSUz68w8LTK0jsqbRcd3Mqq5lGazFezru+quv6cerZwLIRQvdfvKG4jWaIhAy3yxsTaHtAHUofGToBvOxG4OFwEFBPRAiOTXyJhdRaWe6QH2UnppAyH753GVuk2DZXBTlSM5GXtPw3lvZcSngy7pJW92MZUCS1lN3UIVsiWmp6tBAy5hotRujvGzvkzGu6mfI5C+Td0Bca9xlMzJ1Ezp0aAG6MHbsWGrZsqU7Rbbykmk32fIXpkM7t4geQSNHjvS1/DjQrF+/vgBPiBs3Lj0PG49ifn4oEPs+ffokokWpU9vPEokSJQo9e/ZMpNAhlU4LqXVTpEgR2rx5M/Xv35+6deum5Xan18jUu0yblM3bv/KX5hjhwz/32AOq3X+B2Lje4JohgCrYI2u0iE/3S2RKSGu6lbFehg3R2HUn6NnbD9Svmhc0MpyuAVPXUJ6UcahdqYyON1T8y5aTtwSC2KmbTwTy25BaeRzC1kJu1ETV40hMqxLpCRvUGdvPUgNO0xpVL5/mCQK5x6w7TogIhQ8ZTEQs8qWKI6IbyiTBe7efuVtsmh/MbKoL+Q6bc5wC33z8mo5wnYv65Nd2Egrku/FbaCa/B05yEY0DPHiBnkv4HTPQaHZa9ZDMSa6F93GGvm49fQe1LpmBKjEwBuzr5fyWFDZkUPEa0P2wlUfoX04dqs6bzbltirn8MFgAFZDKuYlWc+TNUR0cGEH3KVvOokhhgtPeQV7OjCPZIc+QFYdFb6XtDDwCm/305RuFDGZBzVPASXIki0nNi6ZnGPBT1GLyNmEr09lxVQACtOhGedGd7DAjKoJ+P9gMV8uTzNsQT9x4SoChxIsaVkSq3gYP7zTKqMc+7F2rln0/pyA2/28rnb71VFwaO1JoEbVR1wzZ8gBEdwmG6MaG/uqkBj7q4oZvvUrD52/lVMV6PlDXADRiW0fE31xCLcxP/p8rB0GP3rXoCbZWkaO1yzk6bkvOIi2woxQtZ1L9QqmofWnHa56aJ2SP/cdHillvkrdHtSyejsY2dAxSouU9cI1aN3ivDuz8w8lvVTw9jWmYXxMbOMjheI10ZTeamDm4aCkfQNlGxh2NKxBUN524RU/ffBDfCwUSXu/z3W03tuOqtaZOr9y242rkfmf3yNSLbNll8g8VKhR9+PCBRo8eTa1bt3ap9lu3bomNP2ppXBFqZS5cuEDZq7ekWF8eiSjMpUuXCM5YqVKlrDDhrvg4+h2pcwqKHvovoQ+Tu2nzxYeUJkIgih7deer/ly9fKFgwy3py7Ngxze+m2OWZM2es9Vk7d+6kvHnz+vpVPNnmPVl2o/NVnmPEX8mWcw/RxJX7qAV/JMc28P6RxIYNUaCBNXKL/wdsNza4tpt8bELzd18sNnYKMhs+wDtuf6BCbSY6TbuzpFLxB5E3z0ED/0EdymTiDVJwihkxFFW3g0Yl+DKsckGOxBTIkJi2di9JbRjaF04Vnv1f00IOJ8hH3ugevfpIQOL+FTmsqIXAxhQEMIlbT16LWpilnUrSX4kSik0oNsS1uOHtAnbE1Bv7M782jKlVKVe2D8a9lTnStIzfr2mRdDSBe/Yo5G2z8iuNqylvROFIwLnDe245eZOK9l3u8r1sn3vn6Vsat/MKFUocSaT+uSpc17uiaJ2EiHodv/5IRG5gN0/mNGNHJYRwiuAQwTEqmiEBre9R1psIjp2Xn2LcxeaT4b/HOdnUwSbjNpgiUiw1odIxz96MCNZ38QGx0TrM9Xbff/ykUOwYVWe7nsx1Ls/ffhQAJa3ZGUfqqUIALLk8ob74K2T/9PShiGLCQVAfFCjXwy6acsre5M2nrTygH4BEpOe0KRFt23aWGk3YbP0ddta9fnGqmCqy3uHSfL2id9hPpg5zRWNnNSFeNL99CfFPVXNZ0h6t78T/0ZE33CN4w10kXTy7Rf1rL7+mUp2n0pDa3tNwUcPXgKOGtjVJ0EOq1rPoAqM+zuEmwM7Q6bTapFZlLNhzicd6nbi8Z+VsFCJiZArx5T3XrN2nJbyBr8bpfeU54lIum09ADsVB7Mhr2dA6eew+Emh0QPqE463IvoWhaHFI8+DFexEtRjqdHkI9H6JVqbgfkppsHSPF4fuX4boHcUq0K8I4hK06RoA1rOADCVtyh+4B8Q6kvKHcSFz93vZ4z9h+TgBzKIR59mJeS0PrnDtkd6Q/mbzxTJn8ZfKWLbtM/kGDBqWvX7/SqFGjCEAMakL05I8/vAP7AHENENS2/Xns2QyamhYqVIi+RU1ADYv7nJcAJihWrJgAbQAwgdYoi/Is1AHFiWMBw9m1a5eI8MAZe/r0qYAgRwQHjp9egqPYpEkTmjt3rvXW9OnTU/78+YVDB1nt9XtCNOnKlSsijQ7pdFpIscvGjRsLAAvwRXTKHeTJNu/JshudrxIdo59UesRmWrf/vNhkNi+Wzmpf+BgCae3I1YfUmT+gxXkjiA9Q/+o5fdRZYKPXjE/Pg/DpueJc4f4uy07S0AU7aAoX3SOaY4+wgQWwwQVOhdszsAoljBGBIlYfx05WcprHmyFbuv2U02u44WyMiKFpUqfKVCpJBAFx23fJAWrLUakRdfN6uwVyIArTc+F+uv/8nXgHwEUjxar/koMUK1IYWtapFGVOHJ2yd14gNsSQYUG/ulbHqCSDO2w8foNTwVpT2+m7GAHvER3jP+Bl75lqAVD8j6a42PieHVtHIE7ZGgJ0ELryGBH5er2wlUgZgmO0jTdKhbl+qiT3j1rd1eeGxFY3uGc9p+KVG7xapOJhI4so2CKuUXIn6ZmE2OjlZnh3vP/9GU0oSrgQ1GrqTpq08SRVweaa/32BTf2Imj96uyRtPoMWti/OznJowQupRUljR3IK+Q2dRmA7ihI2JF37r4F4fdhCg2n7aOaGw8JJbVokrcref3Iq00auj7kgABaKcAQH4/GET6SXMFrdvkHVRDrZ+A0nONXxCc3iFMC/OLp6h+0RdnDtv4Yiwjnr6H3qMoEhvzn1CoTI02ZG/lKnEE5hh6jxJAuiUZbEMUQvJ0SP6uRLSTNaFRFRmrRtLB3VcyWPLTbLGMtyeVLTsrbaUA+NjDf0DoTKf2fvoaHstOKZo/mwJC+/w2iOmM7kDSkI73uJHUE1yAh0m6vrQlFT16tKdurNf2wJ/IfOWCeiMA+4V090dgxucDQVdUmI2NoCAcCeKwxZLYBNqrGtKE6ZvXfTYpMfPn8VNmCvd5aaJ55bqv9KWnfsOtf4xBRjr+YPBxprDvTwY6XPol/cX49BU2Aj9nQh+jy1m01rupcT64EW2V2NJ55ZjA9RinE6cUs+5FKT7SFM4T5Laeup2wylnpVrwbwi/I6eAd69ef3su/ggg6ek8gHxrfBHZBxzwlXKpb3nYFzSt5vDtv9E1D0pbRdsdbPvwn1hZyCs4ThIK8gRdr21n4oM7tC9I73J5I1nyuQvk7ds2WXxR78dOBPY77Ro0UJEjB49ekRbtmwhRC3evn3rY5OOqAjABJTeR4qtHD9+nI4cOSJ6CSlUuHBh4fh069GT3r99I/4ZDgMcl23btom/AyYczVnhcOltLrt7925rZGXIkCHUuXNnH6Y7Z84cqllTH/AL3hsyAeHu3rvvFDXod+Fw4R1BqANCHZItIWIFZwrRNCD9aSHY5YnlU4UjBkKDWjSqdQd5ss17suxG56s0xwibx9TtFtCFW49oA3eox2ZQIXyoevHHsP/SQ2IhwCagZt4UNLt1UR82iGu7zd9L524/t6bY7eMNUq4uC0UEBmlgSHmzJXxwAZFcZcQ6sZHqWTk7IUUCG2FspJ/Obe4t5QbPwaakHzs0KKiPnTABgy/8QcNXHaHOHIGwhYLG9WM5VQ4RJWzysBGvmD0Jlc6akP4sO0I84yQX2uM0HnUrfzWYLESMzJvpDSObCMcIOkreYiY3X3zBm4I0AkigEwM8/MOn4refvuaT7i28SaxHiewg0YEXdFeCC/c3cJoRoL7Ra8nWEHad42JojripU8rUkTQg0qkhpx0tAooTpvyODQoHPWh997IcmfnbHWuHD9ldMb368KVIJ4QdLO9cmiOPZ2nD8esCsjs9g2XUHLVRRJLUpExyZfzazthJvdg2Pnz+RsN4rOHYnuO6l50DKgtIczjlDf9JJRoSK4RoT+ByI0SE6hnbEQjObCZ2wkGhgwelR7OaWjfJGOd8PAZ7eeO1iJ0wOJQYgw28OS7Bm+QelXkTWTUnIUWwDm96z3EUA47VJE6pw9w4MLi6cK4zdFpMp67eE/YAwA38BrtWHAW8U+gqY/hdvgp7AAR888nb6b/Np6h7xazc0DSn1TGBfV5lpw6Q40h/Ai/UP8FBk0HCMeL5hOafiGiU52jIMh4zhcatP8lO7XYhh3rzarFzokg1x9Ord59oGvfgqce9eGwJ/I8cPUMtebzgcEHHlYauoX3s+CEi19Cm2Sj0351rfAYuO8yOcESG7a7n8LXVHwag2dVmNDs4o8GDBKZvfJIL+aDz3Cli0+4BPj/SasbfvqP31ihxuDCMIz7YfKv5K+hxuKcGRxPntvUJDHHp3gsq3GcZ3WXHGelqirOy/cwdGrTsEO1gR3gTO8z/MLqnOz5qkBlph2054jzSJu3W1jFCZObthy/exgkO6ohVRwmQ4SGDBRb2qh5DzKcMwnF5KqKg3dmpAuHgYszWy7Tz6EW6dP85z7UWuprTAgofEUNEJzH3cIgFJ3giR/6RuudNdn5eyynbacKGk8IGjzFyHyKsviF36N7R82XyxjNl8pfJW7bsMvgDPQ49dRAVckRAl8N1asqYMaNAnVNgupXf4ERcvHjRG2R2hgwZRMQITkuYMGHo3Dk+fPsFzgAENwAm+Ibg9NSuXdsli3Xr1lHx4s7BbrTYPNIIQfEYoc4ewamBgwcCol327D4P09T3ffv2jbqNnExDO7cQ/wzHFCmN7iJPtnlPlt3ofJXqGGXvvoyOXLhDC/nUvrIqPQYbialbzvDJ9hbhVJRnh2IBbxhR92JL2MBs5/Q2oMNN4Q3O56/fqAV/wFLEj8FO10PR5LFPVZ8d7NX1O0p63iV2jJKxY4QTQDXMMp6JzWv8RlPpAUd+HvNm+vqnoOKEe+0Rbsw5aLWPyNRb7j8Um5tE4v8VFD3ICjCE/D2WiAgEohggpd+OOJnPnpg61ythdYwQoYLjhM29ElkDH0uq2wqOXOQXm3VHhCgXUO3gSKHuAP2WrJt/RXecIlaV03Pm/4qeKHDTOKkPxpG4T4zohjqMUWuOiXTAUtwstUlh7xEPNLkFYiAcqX/rFqUWw5fQE45c2KKs+XYh0TMJMWZByo0UY4feQPd47JZwBKsCo+zBUcnScb63FEX1JME90D3uGce1Fv+xE4LNbUF2KLBBG8kph4jGIcL2np2mFewsK72GPrENhqg42upgR+A+OHBA4MhEDReSaxM+ip5T9X9t4PGsKDUn0EvW8ezWRcQhAObArB1nBYR3ebYJRBbR0ypc1bFiTqznwwSk1GGThr4zX779EJEeODR3pjWmS/eei9Q/pDIiDRN05f5LStKcHUX+73V8/1e+p8ygVWKMD3MqHTaKRXhDDUJ0ths7SwA2icxOBwi1SBvcALFszwYwrhG/vaWETaZao0XKgQbsXUmVsxcxUg4W8Jtt/yLlWeCfKMRXStJsutgI40ACKamO+vbgmT24IfAAPpyJwam1iDI5IrVNvvv0ldNfNwiHUk1ITxvHjYVhP87I+i580epuZQVYhHq+FuXx2cw1kSC876Gh7BTbQatUwCNwHRpDIyo2jyOSILVN6JlPjuRWHG7U1MH21GTrGIWqPFrUz6G5awOOAJ2/85yjzKuEk6OQvWjYykPXxHVB+Rswm2sC4dzhGyH0wH8cOcT2ZMbYNhy/WRyU2CPMoXoFU1KGtMmoSQ4LctfLd58pYo1x4r8BZoPoqm/JHbp3JINM3nimTP4yecuWXQZ/bPLLlCkjHBls0NWEqFCFChVo+vTp1roZ5XdEgQDWAFhphR4/fmytwUGtTZAgljrWokWL0qZNlhTR5cuXU7ly5Xxr3t7uV9LPAJQwb57lgBA1TEhpgxMGAAPUQ+XOnZsQXTJCeu0mX758Iq0PtGHDBqEDW3r16pWIQPXp00foH4QoE8Aj1M1fjcirvkev7HqfJ5O/TN4y5pOt7ozIL80xwse03tS9NJtTi+D4TOeTXhTHn7n1TJzKAb4YBIcAtTuNbE50kdO+inv3IN0nBaeEoG8MNvL4qOL0t1KxnNR40AIBOWs/0mQBNsA9+xntK2vimJzCc5jrT/bS39HC0/XJlhQohVBoG7XWRPE8pN2JE252jCwF+RuF8wUnDIR3G7D0IPVYsF+kUz3k6AAiKPggi+s5baos1wgoUM7YGActb9nA92U+hfNnEY4RHKYEjaeJjRw+1tgA4/QadP7uM0rVahY14cjBxMYFnc4TnIpmbD9X6HJMg3yUNUtaS6oe34U0vRK8wcamfsW/lhN6OEaITMzZeV7cg8gCIidACFPGRJ0OBrkRBcO103jDM3bTWTpz3ZLWhGiLO0mPESuRGzw/ccyIwg4UxDc4wYjGYezVURAlcjFu/XHRvFdxSHFaDMCFiKFD0MkbjykCR4N2c7RtW58KwgGpkz+VQPADQR+R2dF5zY4OUhgfvngnroFt9q6SQ6QGlcqSUMCng/Zz7Qh6eeFZE5sUEE4nbEiRIXXcKKKPldoxAugCnCbw/L6iAxe0H6UOs3YzGpsl9fHx6/cUvTZ6OHFdXL/KIiXtMjtGSX85RthI1ufNITaVGPfSPP7FOR0KiGSog7sxuZGoQ7FETvZx5OSQ4IXULtRBuZug90Cvnor6IiET66YM60jYI/+pwfVVqLWDDK/mt7ICaeB31CXFbThZ/LarfxURmbElZb5WHLqa6wotToviVCbj1Eh7hCa9XefuFdd9W9FezEF7pLZJFPGjEfV7dpBwmBCb02WRtle3QEqhT1eEcQ/DNTUf+H4l2qPwv/HoNSVgxxEEB2sbHwg5ghMXzuQsrrtadczbI9OyQzieIxtMagAAIABJREFU1wusiyA988lWdtRIYg0GEMFFdsRBaeNHFX8AElE9d3I69tyrNQDeLViFkfSNo2HoD4V3qDt2o7XWEvU9w1YeFeM/idf8xoUtzSBBuBfpbgDIUVO1QumpR+m01nXRlX4FL/4De4rIjlwg/h9KMxARVhwthQeGG4cKiB6duvmU0rWdLWRbwLVuIhXXl+Qb3bt6tEzevrWbgCy7TN2gD9HVq1epcuXKApUOsNLoT+SIunTpQoMHDxYQ3wogAaJHdevWFbegxgbfevBFGt3GjRvFv6uvdzVWWn9HfRHqjBQaMGAAde3a1fp3OCZKpAhNVuPHj6+VtfU6vTaP+qR06dIJPYDQCBf9iaArgEXs3bvXBxT4wIEDqVOnTm51imTajKIcvbrRo3yZvP2rbuQ5RvzGO+98oJIdp4qTeFC08CGt9RH4KOFDef/5e1F7EYc3GEghAxLXg5fvaM3ha5wOk0SkwSiIRdiQKpsXoNLNWLaDpjNs87vFrX1AG+PjiJqYkpxqVihtXMqbIg6n5O0Tp6+IJtya2sgbLLOIOtSfLAqMd3EaVeBI0Xkj90QgYcFxUW+M1T2XUNCLdBgQnjmfU21q8omy0qRWiXgVEhvnQLSWT4mjcvg32s/3nKZ3VKR34BQa73WPI0zK5goyoj4KMOHNi6al4hl9whBjMwEe2AC8YWQnOI/gc2hqWyvCGOqrgGQVgUEnXsy3hIkVVDVls6NMknChglLX8llF6iAcPiUNTUlZU64LHjQwI1rl19RQVc8E1DtJkI4EhxN6VUdolHf8i8cTkUp1bRgmeZjPrzh1Z66wS9hhu1KZaCRHy2BrqL2C7m8yWAZALRCxAyz6bu7PgtPyWIygJtJEGVoeuoXzM4Kdlr28iSyRIwWNqJHVmt4HBLro4UNzv6jVYmOJZzUvll5EBjF2iqOuoOqFDhFE1C694VSkgmyziJS25OuRGjZt6xlqNHEL9a5qcUZhg6hPW8/peEg9QgqS0kNG0TkgoOGoFc/4t3jeH2WHCxkAO4/aPoUUqHz8vazKgdY7ds6ut40YIbqi1B0iVQsOHVLsMrDMSGNSkxpaW3ECbZ8F/kePnWG0O0u+PGhAjVxcs5jFoVij157gur4dQicPZzZziAqpjug0YxATrDmwPTUB3OXzsnYuVYZxwAYcUUkFSEJx6jqx44v5jM35mm7leHw5Ysj/Pap+fgZO8UoXBo/MHecJO1VT9PChOBJeg2txwlj/2ehHTWnUqjCKjLRRBghRE2SqXjqvda2BXIgIInUOhyY4eEFtEGggjwV6KCEKe/DyA6rCqY4Lf9UnYo3suWAf12UesrIHGAOiNg9/hnILWiKegX5ha/mbgPUaKJ4Xnn+hvmUs9akApYj1C7mvE3+XhvC67lsyqnstz5XJG8+XyV8mb9myy+QPZwHRI0BUT5s2zaUZnDhxQiCuASgBKXJwPtCMFI4QnAGgw6E+CXVIderUEX+v1aoTzR4zxCVvPRcAMALAEWo6efKkSA9UyC8cIzwb+uzdu7d4d2eEKFGOSg2pUg59rUu06smTbd6TZTc6X6U5RopAoT++pBrsKKB/Dggf+up5OYWBT81xqimiGnyKjX4+SLt4+f4TJeBCczhFdQv4rCVQDBGD9e7hPdFoczIDMDS0A8CADzVgkrvwqTAoJSMq9ecNZFlO2cBHGh9rEDY52JwO4RNkOE+gqBHC0JOXb8V/oxA3Iv/xKrRnYAlOUVp39AYt5xSosir0qPscPYhd7z+xWUeULH60sFy4vIKAWod/Aypc9mxp6dDhU5xe8kqk3qGmBM9/u6iVFcIZKHZI7YMzmSt5HIFmZ0sAr0C6mEJoHHqGoz4DGhejLkUsJ03YxCdqMo03+m+s9UCKjIqjijGBAzGBT5qRhqNcv5Zh0+GQKaljtqh6WhcFPdfpmYRquWxtAI5DXY647OS6i0sT61EIduZga0vPPKURc7cwyAWAP7KIXkhwvJESeWp0bQENDycEp+JbOFoUOUxIjnCeoFbTdlg3dwpUOnoowZ5gM9DNqkH1qGSS8Nx4divXi50R4AeIamEDGyp4YI4SfBP1WEiTU0cdMfZo8Is0RdSiAchDzBX+d9SNoVgcsk89cIcaZbek/uDvAG5ADyzc/31lewLy2EJGPENhPjb73RiGuxg7RYiQwlZK8cYQPHf2r+QNGhu6qj5hJy3cdkL8PqdNUacobXrGU7lWidShqSoAH9Q1Rn248B5RNpA9xwjRGdROwU6VFC21DNBFq7mHafxyyzxHFOfe87ciDXIX1/w4amK65sh1Kj0QOnEeKbNnk4gWwdlFhOPp648iamQb9Xakp8mcItaEnVzlfdKkS8Fr2X3RGBXUrlQGGsHrhALEgH9Dui7S7pAaiPcF+hvSzeBgALkQ444xxjvD4Sjx6yBFz3yylRcpfXgvrCvHr3FU+le0bzo7LEBUBJDI+xARvDlGuEZZ6xV+3dg57c9rrbpOUV1LpOgDKHyYp2jiC93MbFWUkqdO5hbHCLIABh+Os5JeqdYNdFqN61EBYY+0XBycOYog4j20RFV9o3tXc0wmbzxbJn+ZvGXLLpN/PD4wvX37tij4R42MFkKKXYMGXtkviDAtWbKEUqWy7J2UWhmAFAwfPpx6TFlMZTJYIvXuIjhhSJlTE6I16sarcM4AogBCtCZ48OC6H+8bu0F9FtLqnj9/LoApgJCHaBIQ7jJnziyic77h7+plZPKWaZOyeftX/tIdI6XXAk4O3/MJPT6m7iDLRiuQQPtCA1mkuaEPCjZElghPStEIERtQbHYjhgn2q7bjJ1XlNAtsKtuXziQQ6FDPg9Pl9H9HE41DEcHCqWZW3thW4z44W3nDuZLRq5DvnylRdHFarzx3OCPVqfso4Xk9+PQTtQsK4SNfjDcqON3PkzI2lc6fkdqPW82F+CUY8e4gO4QWx0gNCPGCC80j1Rgv/h1RLmycbQlylOcCc8hmfRZfv7hPLaqYOor4J8jTlYvM4fTVAMAFb3oBKlCB78ub8i9rg1IF2QzXT+ZifYAOKNEw9XNys46Ht63obbOCTcW6o9c4tWePSPNKwvUWRknPAgJnM2Sl0b/SMQta4dzFe/OfRZyaBQhsRN26V8wmarn+nX+Abj98LpAJ57IulCa56O0EeGE46Ws4fQhOE5DgQBiLqLUmUHyGXT80rDpvoNZzZJHrq25Y0n6EE8L1OqX+yS70gshHQnZGvcaEuN4otXC4FMAG6BnoY30Ywls4nB1LivozZWyiRwgpbFpdX2arG2vtGu5nxxmb9Sp8oIDGvUBbs0d2gUf4wi0331HJDlPEIYGjuhyjY6osfkhNVRDI8G+oQQnMNSX/bfKCFrfnGEFXyoa7BaNbItqkpmN86JKJU0lBnTGODNndgNMIZ3CNCSIP87l+ERFQW1p9+DrXYFkco70Dq1rTz2yv02OTWnSE90GtFxxZUMGMiWnbMUu6B6K/AFyBvLBhNEtFuwCsIYigOGrGfJ3XV4BCALkP16K5KiC/3SU7ZFaAMxCBxboJWHVb56I8o1aq66+wdsGe4nK/rEncOwtrM/T9fnEb4QSB4GiA4Gzgnauzg7KQHRREqWb2qEElElvmoW9J0fuBy/fpLTf1tdXNJLZDRARBTTjNb0KTgj6co/0XH3AEeBWDq3gHdbEnm7t0/7t543mm7I6tTZZulHQ0IKq5inCopQOqHCIjuP+ff/4R35Nly5bRwYMHCel2kSN77blkyG7rGCE6BUdIIcihgB9APjRONUIyZFfLIZO/TN7mfHVuTUZ0/9scIyMTwdk9ysui0LfJpG00eyefkvMNOClFYa1SKG+PB0400cAV6SxhQgSl2XwyqY76qA0NH1PRLHTuHmszVBTqwvFB+tUs3qzUypfC22NwzxhO05nPDhuciszsYI3nzVzE6uMJzQxB0cKFotvTGgrZccIP4Ikvy71ScRCVCF7Bgl6l1D050sdbPlFHLREcLGxEkKqnbv6HU+10beeIBXMhO2NzuA4K1w+qmUs4ALaEZwPQ4R1HUQCugPeZzTLW/dXfo0CGRNS3YibKxhuZXZxihroLIJ/BucDJtm9IjxErETO81yTexKhrFiAD5O7O0RzUzyiETZm6bgvjgVStZLx5swf+ofABD/ACUlVG/oMeMahfAwFxcR3DI5948dOq9yMMYgEdIwKKWowQjMaFmjHUuilOrhpuXA1i8eXbd5FSaku2uoFtwcGFE6TIhXRAbC57cf0b0rLgPCoEhxWNPdXQ+cpv4P3wxk0RQQHZ9nzxzZiq5xN0DUQ1IESqCbqHrdtzjHCdOsqyhKO0FdiJBKG+Dn2rYseKRp2KpSClnujtx68iAoNoHSI50IstKQX/sIk97Bjl/FWX40rvvtUF7j/GEZi83ReJWiW1bdqTAw4U6o+aFPGqybEnA8YdNVOIguKdgOIGEBl3NQLFIQ7sCoT0XtQy2dokwFuQ5ueIsEa7AlK4ypF06OYBR98zJYtD67uUtOvYGh0HZX75nE9EadrMstZaYt1tijRmjvKiPhaNieF8IgsATYFdkZ61zBWv32GT6meYsjseEVm6KVCgAO3YsYMSJUpkrYvRaxeurpchu61j1LNnT+EIoZbo0KFDBMQ6hQB2EC6csYMOGbKbNu/KYuQekuDp/nFcPd4xUoYVp/roDaOlAFq5BzUm2ODaI/Vg4WT+n158AsNRpCSctgLwh3YcbdrKqSaoi9JC2LQgMlWVow2oKZravBDV5t4ySJlDkXxh5gPHQiFsejsweMSotcescONanmPP0OAgAMZXSRPENUiFQW2WVlKa0SrIV7hP2czivxGtQ22Wb0nPJAFUMlDpsAl01PMJeofjsOPMbQbI+IMSJIpLrfP6rNdyJTfeH2ANJ9nJRG+ksOxQIxIH6s6RHdidK9lP/oowpfs7qrgP46LAA9tzVmxlsscfJ9g5uywQhwJjGV2vBTs+Cr3mWiXAVWNeYGPnDDFN4Y3oBHopIW3LXoNRV3py9LtadiAB9lm0n8EF7ojLARwBtElECaCbEyN9dk2HrlArp9TF4V2wwQVAAAAHpnSv6cMB+My/o59YjqSxvLULUGTccPwm91BbbkEBZDQ+oPLZI1fjalQnQGpDw9Z1p+5R8TSxqCKjKSKNyzekOEeLOSJ+bERNtzpGiPjXHLVBgJIsZ0APjJs93aBGDs4cIu1zueZScc6RKgrH3PYgyd77wnEEUAeoGI+LbR8q3+hIudee7Fe58TiiRgC+UBMi6phHINsmwlps3h3yqnnIsklnunHXO3iy7NCBLPknTpxIzZtb2j8YTTdzNUYyZH/w4IHogeSK5s+f76Pnkqt7TJvXpiEZ4/o71gKZ88k38gcYx0ib+Wi/ytbQgPiFVCgkaQES2zck04gdGRo2lv0YSW8J9xIJzyALeAe9PWuU6BlqthBVAmFTWYPTDcEPNUu+JT26gQyoycHJMors1b2G/p82K7N3nGe0xyeiLsUo6dG7kWc4469On3LkGOGZiJogkoCUSIWiMTw6IkghosXUHRlRohuw4UWcyliJHRN75Je6MaLrgLKZmMV2DVQ7jM9G7suEwyN3kqNxxbqCjIBRa44zjPcnb49EVHF9j/LeUBP/n9Yad+jfk+eTo++rO/QC2G2gpoGOHTsmgBXcTbJ0D7hrgBzYEuDC0WgW9UV6m8ba8pIlu/Icmfxl8pZpk7J5+1f+pmPkYOWRacgyef8OQ9t9/zO9eXCPAKmeNn4Uw53hfbsJxYZ6FfeTweYFEYS/ooR1+R2RqXuZvGWPq1/Kri58d+YYQQeA1V+6/4pINYQjDgAXAKMYkV+Bx8bGez6nmKJmxrc26dIA7VxgRHatz5HJW7ZNgv/Ss88oVpAvmsAOtOpE60YIWQhrGaAD4DhIQ0VUOF+qOA6zDNy5kRs6dKiAE3ZEr778pPBBYblySCZ/mbyhDb/kj35EQJUzQkg7y5bN0hIE4AsAYXA3yVwPxizeQO+vnxIIdSFDhqSkSZNS6tSpvdU4+eZ9ZMouey0zZXc88v5RN6Zj5GC8ZA6WTN6yJ7hs/p6sG1N2Y4sfgo8KWl1JrhFc013/hsCI7vFcAWHOYpsRI2NbFiN61/Mkmfxl8vbNOonGnGjsaZLnaSBGjBiE1DKjFCpMWPrw7q1IOUPqmbtJps3L5O2b+aRVhzLll8lbtm48WXajugnE/YAsOVEmmRowNWBqwA80AAelcs/ZdIvRAovnSE696hb5LVLguTX7zqOrd5/Q2LblKUuKuL/lueZDTA240sDezevo9rXLri4zf/dnGkiYPBVlzecT6EWrmJmjWEB38hYvQ0NnLdd6m3mdqQFTA27UgBkxcqBMmV6yTN5GPWQ9NiVTfpm8ZevGlN2xFTnTjRoKuk7+FKJ/jV4yonucCHVnAA30sAJwhSMywluP/DL5y+Qtez7J5u/JujFlN7bW6JmXv3s9UDdKDR06NL1961VL6Q65zfnkXIsy55RM3ua4un9cTcfIdIx0r7kyJ7lM3uYC4j83E3CMgpQfIZrh9qiUlfpy01y9JNNuZPI2bdL9HzWttmOOq9+sB56sd5nzVe0YoQUF+v9kyeKznYZW+7Z3nUzdy+QtU++KnmTKL5O3bN14suxGdWM6RqZjpHudlTlRZPI2Okm0KsiU3dhGSw3F3bZkBhpZXz+6nkzdy+Rt2qTpGGldX9TXmTZpbK0xomvbe2TqvmCpCrR9LbcQYMcI/YESJkzoDpGtPGTKLpO37HVSNn9P1o0ny250XE3HyHSMdC+8MieKTN5GJ4lWBZmyG9+sLOdeU/XHbaQZLYsa6p8kU/cyeZs2aTpGWtcX0zHSpilPnq9zdxyjY6vnUsSIEalXr17aXljHVTJ1I5O37HVSNn9P1o0ny250XE3HyHSMdCyrlktlThSZvE3ZjTsuuo3E5gZzXP1G956sd3O++o3NmHo3nXUj67251pjzNaDYjekYmY6RbluWuQDK5G1+8APmwm2OqzmuuhcxyQc8pk2aNmnapBENBEy7Mfc1njWupmNkOka6Vy+Zk1wmb3Oz4lmLkx7DlGk3MnmbNmmezuuxc+Va0yYD5lpmjqs5rv5tPfBkmzT6fTUdI9Mx0j0PZU4UmbyNThKtCjJlNz9qWm1FfZ1Mu5HJW/Z8ks3fk3Vjym6uNeZaY0QDfmM35nz1G70b/YaYjpHpGOleXWROcpm8jU4SrQoyZfesxc8cV60aMMfViKZkrgcyeZvrpBnF9G/2LtsmZfM356tnfUNMx8h0jHSvgTInuUze5uLnWYuTHsOUaTcyeZs2aW5C9di5cq1pkwFzLTPH1RxX/7YeeLJNGv2+mo6R6RjpnocyJ4pM3kYniVYFmbKbHzWttqK+TqbdyOQtez7J5u/JujFlN9cac60xogG/sRtzvvqN3o1+Q0zHyHSMdK8uMie5TN5GJ4lWBZmye9biZ46rVg2Y42pEUzLXA5m8zXXSjGL6N3uXbZOy+Zvz1bO+IaZjZDpGutdAmZNcJm9z8fOsxUmPYcq0G5m8TZs0N6F67Fy51rTJgLmWmeNqjqt/Ww882SaNfl9Nx8h0jHTPQ5kTRSZvo5NEq4JM2c2PmlZbUV+nxW6evvlAg5YdpuPXH1PcKGGpdJaEVD5bYpeP08LbJRMnF3gyf1N2v5mvnqx38xviNzYjW++y+XuyzXuy7EbH1XSMTMdI975I5kSRydvoJNGqIFP2gPnR9OtxvfXkDZXov4LO33lGfwQKROFCBaOX7z7R8Lp5qX3pjE7N069l1zp3HF0nU36ZvM21JmCuBea4muNqZE0z1xrPshvTMTIdI93zXOYkl8nb/Kh51uKkxzBl2o1M3q5s8udPoiJ9ltGWU7eoWq6kNKNVUQoW5E8auvIo/Tt7N01vWYTqFkjpUFV+Kbue8TMdI33a8uRx9WTZXc1XfaPo82pP1o0ny26Oq7k3UGvAdIxMx0j3Wi5zAZTJ21z8zMVPt7HzDX5pk/2WHKKeC/ZRrEih6d70Jt7En73zPNUdu5Eujq9HSWJFtPtqfim7EV3b3iNTfpm8zbXGXGuM2L9pkwHTbsxx9axxNR0j0zHSvX7LnOQyeZubFc9anPQYpky7kcnbmU0iWpSsxQy68uAF7RtUjbInjWlVCf9EnTliNIwjR72qZKfe/Mce+ZXsesbO2bUy5ZfJ21xrzLXGyBwwbTJg2o05rp41rqZjZDpGutdvmZNcJm9zs+JZi5Mew5RpNzJ5O7PJS/deCMeIy4rowYymFD1CKKtKvnz7QcEqjBR/x+/vFrWmkMGC+FCZX8muZ+xMx0i/tjx5XD1ZdvMbYn5D9M9Wv806MCKv+p7/x/nqJ47R+89faeup2xQlbAjKnDgGBfnzD91j58mD5cmymx+GgPlhMG3Sf40rIkI95u+jAUsPUfXcyWheu+LeBMTvRbn2aPPJW8Ixuv5fQ4ofLZzpGOn4kniyzZuy+6/5qsPsnF5qjqs5rkZsSabdyOQtez9plP9vdYyev/1EvRceoPEbTljHHihLB4dWo8yJYuiyB08eLE+W3aihaR1co7q58+wt7Th9m2rmS0F//sE7RQdklL8W+WXy9q9616IX2bLL5u8X44o0uoK9ltDOM3doVP381Lpkeh+qHr/hJLWcsl04Rj9WdrA7FH4hu1ab0HKdTPll8g6INqllvLRc48l6N8c1YDou5ria46rWwG9xjHC6iU1rvfGb6c7TNz5GIFfy2LRnYBUta6r1Gk9eXD1Zdv+2gMC2Nh2/QRWGrqVPX77RxQn1KHHMCKZjpGs2eXao37/ZpE7V2wV3UByjHewYAZIb0Nxqgt1XH7GOFu69RDgGWNa5NJXLlsjHo821JmB+8D15XD1Z9oC41uhdrxxdrx7Xx48fU7Ro0dzFWvDxZLsxZfesdTjQkaff8Y2VRvjAr9h1mobM3y6egdPNpmVzUoGMienFm/fUcPBiihcjEi3pV1uaDCbjgKkBGO6u41ep86S1bFeBqEvNglQmd6qA+bLmW/3faWDlnrM0aM5WihgmJC3oU4sihg1p1cH6/Reoz8xN1r+XyJ6CetYr/H+nI/OFTQ2YGvA/Gvjw/h11qFmGilasQSWr1vE/gpmSmBrQoQGpEaMjT3/Quq0Hqd+Sg7+cokA0p3VRqpE3ufj7D/aa8nZbTPsv3qenc5tTxNDBNYvuygPHpnnFgStUPrvr7vD2HuqKv2ZB7Vwokzce58n8tcqO8d184iYV7btcONvD6uThk/VMLodFK3+XjALYuMrUi0ybfPPhi0idvPDuT8oUWX+topZx9ivd4FApbNUx9O7TV8qWJCY1L5aOooUPSXvO37OuqXXyp6RZO86J18AcCBE0MD188Y7618gl/s2vZNeiVy3XyJRfJm/Zujdld2w9pm78RjfQ+8EF46lDhw709u1bChYsmJYprvkac1z9blxlfVvdsU5evHiRDh48SLdv36bIkSNTsWLFKEGCBFZlGbEbaY4RPuqNZuynaWstTlFi7rMxk5sReoOc5YuK91tB1fMk4z8WZ0krOXtZbJrXH71B3efvpVOjjUWijCjTHbJr5eHsOq2y/2T9lx+ymiY2LuQN8cqVDFr5u+Jj73ctvDG+aw5fozKDVolI0aQmBalx4TSaHqeFvxZGL959EptQ/FHIXbwdPV8mf5m83bH42erk2qNX1GXOHmEH63uWp3Cx4gQ4xwjvvP/iA8rZZYFdkyiXNREt+7c0leq/ktYduy6uQVrd3LbFxZoqQ++2gnia3ajlN2V3vNLJ1I1M3p5s81u3bqUlW/ZSoNePCJu99OnTU9OmTSlp0qRaPkmarpGp+z133lKeuGGpUaNGNHnyZE3y6LlIpuyy7caU3f1rzefPn6lPnz40aNAgH8wTJ05MPXv2pOrVqxs6HJTiGMEp6rv4IPVetF8InDxOZFrdtQwljBFezzxweq1Tx4ifP2btCVq875IAdjBCMg1ZJm89E3wfR+rydF1E58fVpaSx7TeItKc7mfI743361lPK8e8CduQKUu0xG4VTNKtVEarFgAtayR2yw6FsP3OXOMWvmCOJ9dGueB+49MDbwYBWmZXrXPHXy89TN4lYXzJ1mEs/fvykLX0qUmRGtwzIujly9SFN3nyG5nJD16/ff1AWRvKE3aH2SKFByw7ThbvPqXD6eFRDdcgkUy961hqjtilTfpm8ZevGlN39Gy2tNupu3d+9e5d69epFM2fO9CFC9OjR6eHDh1pFc3mdu2VXP3Dqut3UqGReGjZsmIgauZuMyv7u3Ts6cOAAXbhwgVD7VKFCBfrrr78oSpQo3kQ0yl/Le8rk/f+61pQtW5ZWrVrlVP3NmjWjOn3G6T40dbtjpAAtFOy1VAiMjuwru5SmZLEjabEfzde4cox6LdxPc3ddoJtTGmrm+bs2iv5hkmBzOXnzKWo+ebtHOEZwRkoNXEU7ztym2JHC0NWHr3RFitzpXCAFtED3JVQ809/UoYxX+p6jcYWuR689Ttc5yjG+UQFD9vj/uvjZKgvrSwMGcZm5/Szt6FeZ8qaMIy6ROadk8tYrO2wPSJ5ayT/JrlVmR+swDnLWHb1OS/ZfpnuMQokUSiD2NSmiLVps+3xP1o0pu2Nr8iTd7N27l+rWrUvXr1sivhly5KEqZUpQ4MCBadasWXT69GlxKo7Tb3eQTN207jOMxvbuRMuXL6dy5cq5Q1xfOy7bt2+nggUL2pUFjmidOnWsv8nUjUzeer8hegfGP8o+cOBA6tatm/VV2rdvT9mzZ6enT5/SnDlzhCOsUNOu/WjigO66XtvtjtGztx9F3dD5O8/EB9wIFLeWN3DuGP2k1tN20oxtZ+nd4tZa2Pm4RqYxyOStdZJgsz523XFqO2MX7R9cVUQ/tJJM+R3xvvLgJSVpNp3ChwpOrz98or7VclD3itm0iuzWxQ+b0xQtZlLpLAlpcK3cLnnj+uydFlBTm4qpAAAgAElEQVT5HImoY5nMumVWbvALvRsW1uZGd8mOvj1FuH9Po39S0+Rm/7jUvTP5t5y6Rf+kjefyFd0lu6MHyeQvk7fWtQbXoRbs0av3ThEj7ekH8gd7/4J6LdhHqzhtEhQpTAhqWjQNFU4Xn3Imi+Vy/PxC73p0Y+QF/Mu4/r/J7s5xvXfvnkiTe//+vVDjvHnzKHHhqtbT7ePHj1PGjBmpdevWNHr0aCOq9nGPTLvJVbgE7duynk6cOEHp0qVzi7xqJnplX7FiBZUvX96pHC1atKCxY8eK7BO9/PW8oLt4t2rVSjgAVap4R3F2F39Ha7B/qjGaMWMG1a9f3ypq0aJFKVu2bNSjRw/rv23evJmKFCli/TvqjxAl1EpudYxwqt9o4laatvWMKIhvWSE3jalufCPo7CVcOUY1Rm+gRXsu0cv5LSlsyKBa9WG9LqAbGk7eF+25SNVHrachtXPr2rD7hW4OXXlA2di5gF31rJyNelfJoXtM3fVRg6OTsuUsSsSw4EgRVciRXnB9jDqTqEPZjLr0bPuCfqF3Q0q2c5M7ZIczj1RK2MKpUbUpdTyvVAi9/MErHAMbrO5WlvKlcr5g6uWtV2cy+cvkrWc+DV5+mKbydwGNaPXQxL23qfvktfSSa/pAiNAOrJnLUFPw3zmf9OhGjz5crTVGeP3uzZB/sUmjunKX/NOnT6cGDRoIMXbv3k25c+f2sTkfP3485cqVi9KkSUPbtm2jCBEiUIYMGYyKLnXz/1eCxHT3xlU6deqUkNfdpEfvV65coSRJvNLcV65cSYULFxagEIcPH6auXbvSuXMW0BpEHvr37y9VN3pkd6Q3RBdhI3CM9u+3lKn8jvXAHbI7swU9/NeuXUulSpWysps2bZo3J0n9nCNHjlCWLFnEP1WuXJkWLVqk2STd5hhho73l5E0+zWWUMP7vKtytvW2torpz+7RK7soxKsagDlv4dPnW1EYUJ3IYrWz/bwxNATAoO3gV1S2Qiqa30A71q8eQ9SreHm9sYnsu2E/9lx6kYIH/pE/L2upl69ZxhaOTsMk0iswn10eG13DJG9cHqzCSulTIQn2r5rRej81ejZHrBXiAFvrdetcik9Zr3CH7sWuPRW1R6niR6fToOr76MMCm8nRbRGnYuRrnIr1Rq+w3Hr/Wqg5v1515+YNSR5CDqOdO3n9HC+fj/bTqZjbXR9XlusB1PcpRsQx/a9LT7nP3qDBHBz9//SYORDb1qqApwqeJOV+kVXat/Gyvk8lfJm+8h0z+MnnLlt1d/HGIjGgRNvC9e/cWNUaueIcIEYLixIkj7mnXrh3XWP7QHUmSqfugjEL39csXARzhTsAIZV7pkb1NmzY0ZswYcStSEmvX9g7C9fz5c2revDktXrxYXLNnzx4KniyHn+xXta4vcN6UqMjXr19FuqUR3Wh93u/g7crm1bLevHmT8ufPT7du3RL/DBuDrTkjHDzgAAKkJ2rkPseIJ3pRdkYAoYwUumMjatK3sJH9xNCwEc3VZSEduvyQzo2rY6i+Sc8k9ERDU8Ndp/87Gh0fWVPza/xu3WA88/dYTNgowbYezW5KUVQ9XTQL7qYPPuSJUH0cO0Yh6fpky4mfswmO62PWncTAC7FoBaOIKfT0zQeKWmuiiNh1Kus6svq79a5Hr66u9a3ssNfu8/bSQAYZaFk8HY1t6L1WSy9/8GvItUqLGKDlxbwWFJQdbkekhffkLWeoycQtrtTg0b/XK5CSpjOyqJq06ObRqw80gFs2jN9wkvpVz0lVcialD5+/0sOX7+kA1w314bRYW1Ic170X7omDtjXdy1KJjF4QrO5QpBbZffMcmfxl8na2lvlGH67WSXfwli27u/jDMQodOjR9+PCBZs+eTbVq1XL6DcGPSspdqFChCCfn2CC2bNlSl9pk2Q1qpBImTChkefbsGUWK5N6acj16h56gW1ClSpWszo+toiAnUu3gFIUPH55W8UF6nng+D390KdjBxe7Qe8eOHWn48OHiCf+PjtHIkSMJtUSgP//8UxwodO/uvHYIUdZChQqJe5CaCqRHLeQ2xwgfsNyMcIaTPWzyUHvhDmOw9xLo43Hx1Q9qkC2OKMC1JWxE07aZzXVOz+nwsOqUMWF0Lbrwdo0s2fVMcN1C/7pBq+w7z92h/AwiECNCKHows6nmx2nlr5mh6kJHvNHrKic7u8gF3sinzoXTx7fLHhsqZ7Xp7pAd9vVXg8ncL+Y9fVzaxrqpdsQb1ydChImdOdijQtico24CYALTm/9DZRh+2Rm5Q3ZH/GXydofNQ1cVh6yhFQev0MQmhXwU3GuRHxtx2LpCfRg5sw+DtLiKYmjhPYrBNdpN32nE5D3mnsqMhLeoY0mX6yTqiRbuvUj4Juw8e5cecF8lR/RP2ri0uXdFHz+fvf2MUreeJZwiACy0Lqntg6ZHmVrGVQ8/22tl8pfJ2x3z1a/WMdmyu4s/HKOQIUPSp0+fNDtGvrFF5V5ZdoPUrpw5c1LYsGHp9WtjkXNX76dV9k2bNhHqTkDLli1zWmekpKfh2t7jZ1Gv5sbau7hLdmd8lChYgQIFRFqlmrTqxpWc9n6XyVvPfEqePLmIEDVp0oRQa7VgwQLhGDnrl3Xp0iVKlszSukIPKIhbHCNsRrvP38enuYfEiT56B6WKG9mtjhE2RvN2neeUqgN068lrbw6Y7WBiI5q46XRCasvegVUoh4ECXZnGYJT3e270eO/5WwJsNdK4YkQMJaCKAUgQ5E+vVByFPwAL4kUNa/c0XJ36GDZEUHq9sJXmOWNUfi0PcMT7Pm+uYtf7TzhGa7uVoeI2p8dnWCf/zt1Djf9JI0ARHJEr2QGN/PXbDxHdceRgqR0jpNJlSBBNPA68Q396Kf5bjcKI6zN3mEfneLNnLw0Q4/r523eXDY5dye7onS/efUE9F+6jZdzwGBvNapzmOq9d8d+2sOpZ/By9A9YYpCN+Y7hq1AWVzOQ9erDv4RcKzkX6jg5BMGc6ztpFW1SbcCXKM4CboXblNEejNqPcd+zaIy0m7uOaC3zIkzy8nFQ6d/K2p1tbm8S6Um3EOlq09xIFC/InpfgrMsWKGJrWMpocqFrupGK9Ch08KKVPEJUKMfiFvcbeo7ndQtvpO8QcvDqpASWI7r5WD8oAGJ1PWgdZJn+ZvN0xX53pyJNld5du4BihBubq1avUt29fa4qUp+pGcTAQzQI8ti3BWUEqE6hx48Zap5ChbxTSDEeNGkXBgwen+/fvU8SIzluRlChRgtavX09lajaglXOmGpLN1U3uGNeJEyeK9L88efLQrl27DOnGlZz4fefOnSIaGTRoUIJurnwNIyXzC+AjcGpOvvhBmaIGFfVzjggRMsgDwtjCSdRCly9ftqZ1+oFj9JNzwZfTVkZ5ysTRGaXuwpExnGPEuhRxIlHjSVvFRg3NCINyvmTWJDHsvis2RV3m7qUhKw6L3xElCs9pTBu6l6HMiXzeg41ovIZT2Il4x5C+lQSk79PXH2nmjrP0/uNXKsUbZ2Uza++B+LgvOf2EKqeJKn6GMwKIaHeR3kmC9x+15rhoWPvxyzdvYmDDMKdNMWt/HMg+cc8tmrN2P2GTD0obPwqfuGagOvlTWu9Vw6rDmX0xvwWFC6mtU7Ve+fXozRHv20/fiDGFY7SS09EU5we6gV3APvKnjkvb+lakZQznq+4vpH6+I/7Qxwp2HCoMXSMuL5CGeXGPHHsE+8rEjs7JG09oWaeSVC5bYsL9/+29Rc1GLKMw7Gg+ndNcbAxBuB7R1IPcx+jkqFoCwl75zZFu8F5TOD1r3PoT9IEdp5KZE1CNMnm9LVB45nKWGWAnWXgeOEpJStZiBl2+/8L6KMy5Gdz/SW0Pil6Q4hQyWBA9Q6bpWnt6x7O2nLotnJ3oHMlxhjCmNDrFRvnJ7ObiQEAh6KHdwmN0784DWtrZqzBT/XslHteHL9/RvkFefc0UhLu4fHhwa0ojh+8h097xUJn8ZfJ2JvtjTp+LFj6k0OldhtZGhBVjd39GU29RO0dK77fkEB+C7RP3XJpQXzeanRaj9CvdaJHN1TWm7I415Am6gWNUvHhx2rhxo6gXGjFihHghT5DdnuYVxwjOyMePH62XfOGao06dOlnrffBDly5dCHDLekmrblBwj8J7rf2UEIFAQ9qCpSvS1lVL9Iql6XqtsjtjBvQ8IBTmyJGD9u3b5+1S3/JHzRVg4ceNG+dDhNlbD1Otgq5T/R3JDltHE9ZDhw4R4NORPmpL8eLFo5MnT4qURnuEZq6wLZDWccW1ahAOoBSi95EWckvECBu/yDUn0Kv3n6g2b75n/spDt3eaiE1rpWFrvcmmjjLZCo0NInqW1Od0IxA+lP2r56IM6ZJT4QT2nRXIE4ujC/g4Y3ObL1UcKsB9lXaeuWPlMbR2Hm89aPDD7nN3GeZ7h4jIgLBBDPJnICrG0YkFNifsWpSrXINN/XEuHEdNCTb2px59oAh/fKXLD17QkFp5XJ6GojEo0LgUSsxoaIAZzs9oWmWzeaVfidSsQ1ep3ODV1vdsUjgtTdp0Sjx3BzsNeVUIXNgsJ20+Q0T51JEPV+/m20nojL8j3m8+fmEUMQus5uzWRahm3hS0j1N1eiw8wON2h1oUT09jGuQXACBVh6+nZ/Oa2+33Av4Jg3+hhhO2MFphMJrR0gI6ceb2U0rTerZVNDxnSrNC1KBQah/iwr6SM1w3InLz2Cmtxo49Jn+J4Rtpw/4LQkY1BDp+K8dpYBgbhZLzwQDSgxpxhMseAUodkPMKwZkpkzsVrWjnBZJhK3MHbvg5rG5e6z2i99OAVbTumOW0vkelbLTh+A06cf0xzW5TVOhQIehl3daDojEzqEHBVDRVByCHXptBmmv1keuscw3vt7Z7OY4E2i/Mn8M9yWoz0mT0CCHp4cxmPh7Xe8056jtzE13mTTTQAhV6+f4zNftvKy3mCMayzqXZifWaL09e8+a99kSxphwYXN3hwYw9m9TbT8iIzbvSqZbfZc5VPF8Lf2X9gp6/Lm9vN/3Z9l2uPnhFiZtNEwdnE5oUpKZF0mp5XcKhGxyxog5SbdVMtMiu6aEOLpLJXyZvreNqVDeeLLu7dIO1GU1QUTehRhmzpxtsKNEX6MyZMxQ5cmSjahf3ydI9UPXy5s0rTvWxiQUhjQnF7wqCWqpUqejs2bPertHzMlplB2ofIMOdIZapn1uxIh+mcspd8Sq1aN1Crz2AHtkcXfvy5UuxoT/3PpjmqMu6desESt61a9dEdAiQ4vny5RPv07BhQ4oVKxYh2uKutQwgHtAZ0ARBf//9t6jlwTNRy/MqQgLKHMVxDa4rPWEscAgA28icObNABkRkEXpBLViUZBmpWaXiFDOm85YxisMLZD7YmxaaMGGC0B9ID1qi2xyjIOVG8qn5T9GNfVidvA4noeLodJq9h55zzyMQNuZ3pjWmWJEsBXMKvf/0hYAuh5oifFSbFklHExpbiq6dTRIsOvl7LhWOzhTudfKdB74JR6dA2ZPGJHyosXndw2l2OKXG9Q14o7yJgSPU+fBIASmXPRENrJGbUz/0n6LjXbHR7L3IO7Qi5IgTOSyt4sa36X+lYTkaZPSFStpshtAVokML25egTIns10y9Y33B0bnPkbJUcaPQTI4KoCEqdA39da+U1RsqmtfGMBDt7F+J8qSwNMt0RVoXKFd87P3uiPcnRqYKUXG0eI+R9fJRiKCBxZgG5hTCyezA1GNkPYxjrdEbRYRvZ//Kdh9/5Ol3mrtyNxeCn7Cm5RXLkIB68On0gKWHROSlINc9DOT/rpwrGevbe8oZmGJTnKDxNILDO7NVYaqdL6Vo3gqkOhBkVEOgQ666YzfTnF3naCQ7LmWyJrakhXJ9S/tS3p0Z3A+7iV5nImF8MOYYb6QmYZO4mGs8EA1D6l3WjvPp1M0nlDtFbOsceTGvJacqBRMRLCUCBluf2Jib3GEOsc7ChQpK1yY1tEZd8LyRO65Rh3FeXaTdXfCuHlekDsJOMU4gNOj8b9NpEdk8PrKWXYcWhfstp2ynpLEj0sXx9XyM7Z77nyl/y/E8FimsAAFX7r/kQ5g1wvnKkzI27ervvfcD3jtFy5l06d5zu3Us0OG/PHfOP3lHUYP/IeR6z1EuzEVE/9b3KC9071vyi/nkW5mV+7XI/vr9FwpffSzbcji6phGuG2OTqOk0Ma9gi7P5AKJm3uROxT5y9RHV5PYDPRjOv0Ye59eCkRbZfaMnmfxl8patG0+W3Z26QSNKBS1NKaa31Q3+PWrUqPTvv/9S586dvZkjoiKAnK5Xz/t6CDAB9BHC76CsWbOKjag7ZbedF0jtUjbS3759E3KhzkfZwKMWBH1lUIdk+cZhdXVNjx8/Fo4W0uHOvg1C2WK4zmpJnTq1cMCmTJkiHAlnpAZqGD53FbWv4QWO5Fo6yxWIhhQrVswHRDnQ8NC8F2PcfPgMTY6RGmIaTgT+fP/+nZBGB2cFjjQI75cypVcGkG/mFOQHfDkICG629uQb3lp0qJU/UAaVFDotTg7GNnbs2PTq1Su76YfOZHObYxSy0mj6wps1NfSzoxfGxjJDu7liUwfChuPejCY+Uiwwd0avPUbtuAkprrn6XwP6X3vXASZF0bQLUZEgiKCgICBZcpQgSM45SAbJOQqiIghIEATJSDxyTkfOOWcEyUkyfCA5KCD41dtL383tbZiZ2767Pbv+h+f3u+2p6amuDtVV9ZaEjPUkTIFixqACW9mjMIqheLtO3SJQkL6ukpsG1P+cb5A30Li1vwlvAIpEzmNkqi8ZSvbp8xfisIzaNO8kSUoFP/Q+CT0JF5P/i5+X0QG+oc+T9gORd4Xb7IfRY1GTvN6NECwdy/aepUr9F4t+zWavVc2C6V2+0igrtN3SryYbfUlpOh/A8W2g0nyLuuoVNDTaj2bjoN0ERxw/DqffVM1Dyd+L61WXzSqyV0YuGngzjPBIUQ5z23T4IlXLn5bg+fv4FYywzOVBKJsnw2jgpBUiiR9yWsFADkWzJKO3qg8V/3tul/LCsCjZa4HQuReBDhQUI8kco2sMvjCxbUlqVDQzfc+IaT9xrZb4cd4SNVeyf/w+HeSwORD0QIaaIqwTfYP8EQLXYsxa2v1z3aCQUIw5PJvFfpgn3g8e0BuEIsHgbVGKjYhWJTi00jEvMHZb+9USY4ycuq/4YuIXNr7wzmocPha464z4rjn8XYAG/+flv+KyoGmJzEGfBFlUY48WCCGjCd5+SxgT4P0ysIudYQz1jHFcZW4P+B9CPSI24j9o5DAEjbIwMhnBIYUdWFfTJokvvELOBP5TF22iX1cdoiPDG9JDDplFrgvyEZHgv/DbyqEuNyBreKGmszeqAR+6cfg2kvF3+Xfk8kFfOnJoKuaTLygi5pMv+g0eZvu+kXUalxhWDMm5209RrcHB0QVtGY0Q4Z/OYdDwEK3nC6DOr+bD7emOG0JvZLbv3vi4+10lf5W8rYyrHdn4c999KRsYMPAIgOAdSJUqVaj5JI0nZ6jhw4f5Iimbw4s6ffp0qlfPUTYCBgmQty5fvkyJEwdfoMKwAlLcm8kyUvsaDmACXxLyUgClDLp586YwEq5fd4Tyz5w5k+rUqSPCBmFAgG7d4jxpD96vffv2iQR7eMuMBIhmeHcyZgyOdnD+DgnRjLpFyG3yRMhXQSgjaPuVx/RZEkf4r1lCLs7HH38scpmcPR7ImYHM4SnrNmEhZY7zTHzThAmOPCb8f1nHSr4P8oGc4EWEV0RCckOWRv4bN24UhqiksMwpnA9A8K60bh06GiMsvGX/oB8wFOFFBOGdQIuD0R4jzadUPG1wTUJ3sofHVNbHggcVOUOeCDo/cOBA0WTp0qVUoUJI4CBPz/rEMMIhrCTXm1jP+QLwVOz+uY4IQzNrGBkPkcbOGg/7zm3c8f6DD4fIGRA5IGyQVOH8Dxz8Er8Tmy5ObE5vMCwvbuvhWUCux4nRjUPkliAZeG2v6qY3fLMTyNjOrKJBrjDixq75TXgOzrJh6I5wWEcBVOQVFcuZltb3qCi8BrNRxJUPxND9b6p+Sj+xYQjCgfHj5sGJhhi3WewdycTJ0t7IbP+98XH1uzveuKmPU9NRlwDfMqhhIfZO5g7B4i6HciaoO0qM+UIXuSZovPfWS1qwYjsNWrxXGB43p7WmbtO3cz7PYWGcADXuBHsQECqH30+yfhhDs8BDwm/f5Ly1cWykIPwrDYN9/PXsOf1QIz/1nrtTTPxpHcpQPT5wYxwllH3hjMloU78aot9n+TYcaHUAQ5j5KlQTY4b6W2V+XBBUyBbzQHq0ME6Hh39JNTkcFWGp1dk4nPt1RQGu0JfzMtK/0ml42N5lWSAnDbfnM7YcF+/sV68AAw3kFf8Nzyne137CBhFeB7miAOd2RgBswAYDCN65ThXtFxSUAyTH9cbdJ5S14xTO+XsS5KV5xEbM21xsFcvzou8qU2UX4BkyGd+d1wH8L54+yxcRS4U8ET4IdLQKHAYbwF49d/Du8vD9LhuDrg7UCMddfeYexXv5mJKxlxce3ojOOTQzrwBGMo1rB5UqkptKpAhG4jPzrJU2KtcC9KPXsmPUO8BxsSMJ8xH7AS4hkDe2dK8jVBTUn4E0UC/MDKnuu0r+KnlDdir5q+Stuu++5C8P1eA5Y8YMSpYsGS3dcYhO7lhHP//8s0DTkl6CO3fuhEhOx+/SgySNKvCBZwG3/kuWLBE1j4yE/IpanX+kGp8FexrMzBMzbZA7Urw4RyUwwQgCYhho/vz5VL16dfHfRg8ZwrfkgdwV/7Vr1xIS53F4BtLdtWvX6NLLt6lo2kRu81AkH3x75cqOwuuuDBbZzlgsFHlGjfuMNuXVMfYXeT+zZ8+mXbscIeiSgJ4GFDUQvuWd7MVozdj+QSAbxnay5hO+EWFyIHiOcucOPt/06dOHfvjhBwIiHWTdsGFDmjx5ctD77M4pYw4OCt/CQ+VMdnkb+aBIMYx1hFtKQl0iGEqZ8xSk9UsXuFKDUH+DDCALEGo6of4Xwv2cqV+/fkFQ3mW+qEsr580wxV828o1hxNxW8kGkfN9AoezDmxbhWiM53C6uMrRo6qajov0EhipuwjkNzoQDIW7GO0/eHOIGHu2cBwsHvBl88ztvx0k+/HGlaKd8EYRbNWMP0dnrd6n1uA20/vAFPvDlosF8ux7sleHaJpzzgcOuL5TB3UiY5Q05VeAckRUs28KZ+EDN4W7u6B7nUqC2DuT5XYPi1K9KVnHo3cieleKcX2XMzZE8wL94zwUMqXtRgDMM5UOwGTLbfzO8zE5ChAm+XQs5RsiVYeOjdv5Q7GGwwPOD3KE/p7dx+XqE0nUZOl9ACcPwebqwEyEMFPKROvKQ85nivspnWsH1U8q8KkgJ1DEgc+E9ib8cQwhzHMP5D8cv36YRyw8Kfsc5zGvIkv00gQ2tavnTicK5z9kVXubHhbSPQ31y8cF6H9f4AsnwQHhMYOwEjQv/R0WeS7nSJKKeNfMLw6o6ex5h4JdnNLal3apQqpYThHELQ7crG7yLd5/l3LLFog9/jG/GoAYXRB6VpFTsVRvM4yuNDoR49uRQPiP1qVNAhFvefvg3JW82jhDyhkuG8+OauQxvszK+UmeW7DlHlX8KZLCV17h+UDuKzSGqQMuDQQPDyB109qQNR6nJyNXiuacLHDd8RgL/XAleo1xdprGR5/BEN2Ov2Pg2ngsXz99xWoTbQa8ezekQAngC608uLigLo1ESPEY4mB8b2cjK53ts6+v5hHlfqV+g8FwO6VzT8mZv5cN83XdX4/r89g36af6eoFw5d/2D9xhRAWYpPPqeO6EatEHdd/ejHNllg8M6kufhFZGgC/Jr3o73Di1aMD/IyJDeD2PRVBhUtWrVIhxknRPRkS/zwQcfCL4SxWvx4sXCyEqbNq2yc42xXoz8FmPhWvxNGnPoB4web4SDL4ypS5ccueEp02ekgnlyiRwYeMw8eQyk0QXDxbnWEwAh4B2RniKEpME7c+4lh61bnK/169cXyGrI/zESQt0Q0ocwSIQDtvthAI3q851oMmrUKAH2gDYYX+lBgnEFTxEIIYjSSDp27FhQ2BzayvBAACZIxD27Om804CAD5O+4WoOtysWZB8Ih3cFqW+27DJXEOyAveIZgRII/PIyoCyYL98LDNGDWSiqdwXP+knN/fWIYganxVlwaR3nzZAulaDhs9OFif/JQZoRfRq0aI7Q2NviZbOzU59tr58KeRmHKG3UUf5zOSeW1+ca4wLdsxZ+6FvS92fiGEUhge0473Lt47yL2KlTi2jFI2C/NqHr424hmRahtWddGHd4zjg+8MFQQduYJRcvTpDerCJBpyzHrhTcjNXuMEErojv53/7E4rOMb+jYvS93KOAABav2yQoQK4uBnBJxwGE2XaBSHHi1hUIB6nIg/jWVnhsz23wwvs5MQxkj0Kr+I7+hZK78wGJxJgoDcZyMRhoaz9wvj13j8Vpqyaq84kCO8Eh4e5K/Ao4hiwFKXK3L4omOcHV62Y5zU3WXKFhGKGBxK94iEMcFQ9ehXqyqf0egG+egPNlhSvvLGwXOK90hCqOKFCQ4ENPCBUQa6xYachC2WB3IANIzhmj3jGDwD7xZhc/1r02cMJS5yY67epsGcz4fwORgzCeuPEuM/n5HygJiHnCkQbtDhJUKenLxAkB4h2a8P2BtyelSjoDYiNJDnE4yVsXyp4A4kwuwYS52RhsjrDGpyd2Z7YXQU+n5OEBtcVCBP0ZlQ3Ldwd0edtP2D64fKzQP/tZv3iSKwIPQbNXdqcD6WJ4LxF6cWe6v4geMjG4scJiMFrP+d1p74H70XI5q4VPkgfhyqUSCdqeR+q7Ix295bO+jPh43HEIzhoV1qWd7svfE3/q5yLcB7jPzhyQTyKdZw1Dl68OQplyOIR6Wyp6CGXHzWjLc7ovpuRaZm2oan3M30x1gp6/UAACAASURBVEobf+67s05a+W60RWK9DOl57bXXRPL5gwcPCDfquA1/M20e+jxZMKiU9LIgV+X7778XQAYyLwn8du7cSfny5QvqBm7Qcehfs2YN5crlWEcRhiXD6lTJft26dVSyZMmgfiCfCCFhRhowYIBApIMhAqPAG8HoA5w5CGhlu4+coEsnf6eYMWMKgxBQ0u4I6GoIWwPBu4KwOqChwSiFUYL/D0LYIQ7S6JMd2cD4BNw6DudGkmAUNWvWpDlz5lDWTz+jI/t2Co8JwsowbkCXA+EbURzXGB4JZD+JwoacH3iHKlasSJCh9EQh50Z+o52+y/7CqNi/fz+lSZOGVq5cGVSoV/4eFt7exhi/W+UPLxeM5nnzPCMIIp8NYaa34iSzvAf6zjDiDww05CrggxO/+zbXlclMOOC9Hy8Wnb9xnwLWHxEhPCDAbr/gnAcc5iay1wg33DemtgoR9gIwhJQtJoj8n+KcWwJoahRphDBzvvuaCDMbv+awQBXDbSFQ3kC7Tl6nXnN3iLAkZ8L7RjUvSq3LZBc/IQcoV+fpoh/zOBejOh+mQnmk+LAxifsOkAaRh8QhP4BQtkNmFQEHnK/5QPzLkn3CMHw4p71bKOWg2k0cnlW5UBaa1aaYMD5/DnQkYIIQjvf7iIYCuAC8v522lQ6c/5/wKnkzjGBkIR8JOTLJ06a2rGhm5eRONrJIKowOIwiHkS/6WI+N6NlbTghvDQwESac4Eb8bH5plbtGvDOLRaqyjSBrGU6LL4X8bjXfkG13n4relOOeoTM6P6dtqeYTBCTAFeDxhcCNXDmAa03t/SYWSMPAByxZIigCHeM5Q1DikV8yThpbsOUOJ4sUWOg46xM/l6DRNjO3dme3Y0+XA6Yfx0mj4asHfSCVzp6M13zu+Cah1HQM2C2MWoXJ4pix7pdawkQ9EOeTOIVwUIXT4vsWsr8WzJqOAdb9Te0ZeNJLwMtZnL2PVYIQ8zFV4pUAlOEcHIXVWD57Gd8hxlYAf+A01bmBwgoC0CJQ/VyAJ+P3vZy/ovQaj6BEbMigeDYNVEr69xvB1tGDTYYE6lyfth/QN5xVKQ9LTBYYRmW5jn5pCv53J7HwN9SD/AfMvOh+AXBl7sn1Y+Lt6J/QvfZsAOsOG3K5xnSjP+/YRhVzxdzWu3trZ/d3XstF9NzcSWu7u5RQW2QBMAbf0773HeZXs2WnVqhWNHTtWABPAkHDFGwbOgQMHQnQIhsHXX39NOHjj4CyNEmlIge+YMWOCDuKq1hrJF+FiMD4kAY0NxWuNeU61a9cWRgJC+gCdbJWsyB3eFNT8kZ4DV+9CIj8MmkSJgusQWvGMyNo6OKTDOJKEEDEYOjiYI48MRiNCAkEwPABKAWAAAGTAKEIfAIBgDKWDNwyhiTB8YLiBoB/QE1no1cjPimycZWHM/cJvCMVE+CNCGEFh4W1mjO3wB8AHvIEINXVFuGTA/MDFgx3+PjOM0DkcUBCW1jFgEyHXxxPBWOrBYTu12aMhCQfEa3wIlfUvBE9mOooTr+VhLjHXxiidIyUduXKffj93NejgWQd5FJ1CJ09v/v0S7T51XRg/oBwp3xceJZmwj7/h0I3Qqb+e/hOUUxLaMGLkulFrRS2kvnWD8zTMDLxzG7MD5cg3CfZmyZwVV++EnGB0yvApyBLfhcNhpwq5aAiHJOIAHMBgAQ0ZLGDqRkazGbVaeMcg3wqfphagE64IYWwwDHaxHAFvnTFLhggxjLJ1nCpuipEvgtwgV4SDLtCskF+CJG0YLjCmkPwNkiFzTYtnod5zdjJgwm5qXz5HEJKi5Ck9cPjfqGkEQAQAIWRN8d4rr4sjT03yRMhcpqwh5XKHQ5nguUFtL0Czo8ir0QjCDXjB72aH8oaC558M7V6uT6DIGcMYNiuZhRpUKUKfJXaPjjiEa111nrQpCP3LiJTnLCvIAaiFQHxMkiA2VSiRP1SNpO/YcB64aK+QGTxluJm3S0adH7nikMhrklQwQ1IxBiKcjr8V4AmuvH2les9njwGDbrDxA+htSTc4D+iLIatoaIPPggq8zt56kuowHHgsvgRY2bOaW8RFGFwxawB4gzcA9kS5qm9mdr46ywZzUhSl5Xh6gExAd1yRXf7uxiLISGaUzSEdqlDHIvYucMyMta/7bnetNNPX8OSNd6mUjUreuu+etcmXsofxgoR3GXLlijdyM+DlgEcBsMrwHMDTUbduXeF5OH78uPCigHBph5AiHNrhkcKhXIIiqBxXIMA5F24FHDmMBnnAluFtMN4QgmaV7Mgd/UIOEFDzgMwH0AaAFiB53zmfxip/eHVixYolDuAIEwTBQMS3AYAC727evLl4D3KGnPOCYCQBxhoEYypFihTCyJW5Q/CSAVENhG9A+CQIoZTwEt644SgojvfFSZaOYj+9J8IOPRmD7mQOtDtnIwMGLDyZD2IwgETiOMJwO3/+vDAknRESrY6lsb1VuRufRTFhhM8BnAQ6DxkivE7qnF2d96lhJDv8hA2MSRyCMmLVETpzxVETSBJCmHDbixykeHwbv4nRhICuBY+PuxApbPTL950VNVmcCQcahN98xflCYSEYTyBZZNbVYKEO0V4O4yjHCd1hISuKgMMVEuu3Hb9KcxiqG4Uw3ZEjZ2i+wQhgzwOHmAxrUpQaMGoZ6ujAe/FFgfQ0n3OxGjLMdOkcKajm4OX0SdIEnB8TOm8C7x/Et97f8CFZogdeeREz3A0j9GMAGzHdZiBsjdHkDLk/Rnmg3RQ2XhuPdNS9MhIQseqWy0fN8yf3OnzggxC5/gt2i0Ozcw6W9CodZq9PbUYKdOVlNL4EBk4ehtc2GkbIUXqP638hHAh5Qa4IkOASKdCb3sj8HWPI3Rj2qLZ55RmT/BOx93YkozUai+C64o2iqhX6LRJIdUcMOVBeheeigTN/1JvBXPqU0RphBEGegHSGQYscwW4uEuhR8LbFr+yxZf7ONY82X/6bPnrj7xA1waShiO4ArKNL5dD5J3hvjq+mcYt/hfHiirzJ3f18JL5wGS5ytX7lkEggP/qSv9v38g+92FuMPLK6JXLQjDYOtCgVZFc2Zvuikr9K3vg+lfxV8tZ996ydvpQ9DrHywAtY5gNch9uK18JVTwHGgNAo5BVJFC/Zzpd9N74bcM/weoBw2Ac8NxDHJP35J19ospcMtGLFiiB0OrPrQFh1EmAPMBQ9kR3ZIE8JyHYIQwPBAwR0QYwr0OgQ9ggvWdma9WnsoH6hADHgWTp37hwB/AEIdJAdDF8c8iUBzc0YPom/G71Lsh0MKYRQugJQMCNnGNnwfIGHO+rUqZMI6QTanq/IjtytvNsOfyWGkXESJo3uqFWExHWECuVL9yEnUNsL7UCSuyP06xK9fDMmI5QkFIYM0OV8TXaEabYPKnnjoDdiy3lKw2HKMVjO8HaAkKhfc9By4YEA4YAOBDYYp+kYUc2Tx0jwZHCBLAwbXYShilX23xNvhFUW6T6XQ4TucU2amh6hf+EJmLn1ON1kbwLgp1EIF54mK32HQT6Lw/LejRMjCIDB7sIK7x3AI4ASt5Q9cwBRACF8DIRQMm/kre8Yp+I95wnv1kT27KG2E+gKw3wvZICDPx8+IdTmqsGGscxnMs7VsG7IdmWD5yBrCZ2N4pwrX8HKG3ni+2RtG4BYzO1aUcD3X2K45trD1lCHMplD5RQt4suAH9kziBprh4c1dNlFmQOGfDBX5E3u7r4b3wSvJP4hJBPhku74v/vPA+HFxrz0RJe59lMLDud1JR/jc9IozJcpOe3s+4U31bL9u13ZmH2hSv4qeeP7VPJXyVv33bN2+lL2RlQweISefpgpzIZRWNZhs/PSuR3Cr4zQ08ijGjx4sAB8ACE0TKLTIcwOh3ir5Eu5+2qdB5ADgC4QMgdCSGODBg1CGQ7u+g7QCoTHwSiGMVWjRg0BvABvEi66EUYJL6ErgucIsN1Advs7ZgL6oV2TMBcAxnvggQEQBLxc8HxFj5uQ8mVJL8I2ZX6T1bGLCJ2U77SjN8oNI1WHLTsfa2UwVfJXydvTpoaDJXKyEDIIb8FHCR1Jniev8DUVk3PiuTt5qey/N97woIDM1Fvy1eJnVm889R2yR90i5BWJYqs2yJtswBI1XRBC5ypXJrIvTrM4/K0uh7/BNoARg/pNziS9Yvg7DF3kTcGb+oRzEG+7Ca9EW9RYs3shY0bu7mS7hnMcS3MpA5g7Ezjc0hX65rQD12ng5NW0mA1mZ2h4Z764oEDe2N5BjrolkoBKCeNL0iKuX1Vt4BJKwN7BP6e6Dju1oYKhHgmLbMy8XyV/lbzxba74IwEccLsIJ8LN/qFDh8yIQcvdgpQiYlwtdC9EU6MnBbkeCXKV9EvDCB81feN+urBjlQCRkNS2bVtR5wdeFRz4EQLonC9lVnb+NK7O3+Sp78jFghEkwyHNysPYTqVsVPJ2t07akYG7Z+z0XxtGbqRpR5hmB1Ml78iqaP8F2fjzuEaGvt99xBXO6zHkPCtLQLvSIgzUFY1lsJVWDGwhCe1HdKpGbQt9bFbNLLULi2xgEBfsNpuAuBknJtd2G1Q/xAXEsUu3qTgjYtbMl5qGNQ0d8oZ6RKjhBU87PFDdpm+jCfz9q7nW2kHOXwNS3nY2DHefvkZ/zeskkDdBB84yoAxDjcPIlEV6A+E94/A6gIUgv/NHRlQMK4VFNmberZK/St6u1mEcfnBo7Nu3r6i9AaQxCdVrRhbhdRBSvYeEt9ytytZbe1/1H3qAujQSotnfDSPIJVeCaCLUSobVOcty27ZtApTADvlK7r48QJv9Dt1395KKjLKJxnVdsN9q0hLQEtASiFAJYCFq3G82HfvjOtUtmZM61Cjktj9/Mjz9yp3H2fv5nDKmTEwFsqSM0L57evnuoxep/TBHle48GZNTv+blKG7st+jIuWvUe9IaunLzLs3s1YBSJwnpIYM8Wg+eTwdOXqa3uf3Hid+l4xdu0D+MdGikQtlTUf3SuSlLquBaDbfuPaZyXcYJI3PcNzXo76cvgvqAZ/H3qT3qUvrkDkQmTT6QABs+/Tu3pLWBc90ye8b1PP55/izo97dixqLXXBQo9EFvNIsIlMDIeasoc+5gGG1XXVkxZxr1bhec1zuCn8lbJBjyOgK7H+ZX79+2iZbMDKCd61fRw/v3KF/RUlSxbmMqVtFR7FWTlkBkloD2GLkZHZVWrEre+Bx/5q/77n65UCkblbzN6iQMgY4MJY5wMeQO7hpY1/TaqbL/vuD9I2q3zXIU1AW639eVP6WK/QNFjatONQvTkNquwWNQqBceHniAANZxgsNer3OuHQBsKjKSJJDuAGjjTPBUvVHtF3rJ5RBmMWgLZIq6bgBZQemELccuUwUGkVnKICZhIV/IxtP7VfL3NW94hJBgDqhgTf9tCbgqLOpKIkiqR1gl0LSALnf0cQy/DaVzN5+QUxQ/vvccWm8a4+v56vw+lfxV8ja7v3qTr7vf/bnvdmWjDSNtGFmeLyonikredieJWQHpvofdqOv1CqwgbZL4dGp0E7OiV3oZ4ItxhdH39eTNXJNsf4hval0mGzWsVtTUYQjGTt6uM2nf2ese4b/xArTN3mkqHeZQvO4cNtd3HqMr8t+ncUkDQMgP4X5YNT5dDYYvZBNVDCN8B/KGkAwNOvPgX0oTNzSYBgyo+/cd5SzsJKF74m16wnhp6K7vvuCvkndkkY2n4qPOMkQSfcKECW3XXLEyJirnq0reqvdu1fz9WTb+3He746oNI20YWVlXRVuVE0Ulb91390MdkXIHYh/Q2GA8SJjplInj0bmxriHMw/uA7ivZwFj57LtZXHzaUeA6KYOfHBrSgP54Zu6WWIQajuDCv1yDbCIDOTTmQr7uSMKQw9skqWmJzAwt/wkV+8FRMbx16Ww0uqU9IBDJ01eycfcdKvmr5K3Xmsi51lje7Fw8oFJvVPLWOul59FXKXiVvPa6+H1dtGGnDyPJeoXKSq+StF5DIc1hBTbDl+84TQsXqcMHlCgxfjoN/9xnbuHbUHoGYeGliC9O6qVJvfMF76b5zNDhwHyPoXQnxTUUZ/r5ptcJUO+v7Xr8V8ukUsJGGLzsovEAojFsyWwqXz6EGVQE2woxUmmHQV3PRV5CsdVXgkyRe3+upgS9kE1H8dd8jZj3wZ7nrPSRidEa13FXz92ed9+e+2x1XbRhpw8jywUjlRFHJ2+4kMSsg3Xdzm6aEsEbrtmWzi2KzIHg5SvaaT+sPX6T86T+kHQPqmBV9pPRiBnCRa3zTiv3naPGesw6DhP8Nb1aUTly+Q2NW/xb0ffUKfULTOzmqoHuiKRuPUaMRq4Rhc3xkY7cQ+5duPaSiPeYK6HZnQh8mty9DXxbN6O11Xn/XOm9O570K0mIDLfeIkbveQ6Km3PW46nE1SkAbRm70QeXGo5K36gmumr8/y0b33fviCq9Hi1/X0oS1R0RjgAH0qp1fFGZ9/PdzildnBL1gwIBu1fNQv3oFTR8XVcreDu9rdx5TksZjQvQf+UTtyuUQxgzk8MOs7SL3BwRD5+qkVvRB/Ngev1nCf1/iel7ePGooiJ2x3eQQ/OBlalsue6hCuKYF7dTQjmysvEslf5W89TrpfS2wogdW2upxjRjZ+7Pc9XyNGJ1RLXe7/LVhpA0jK3uOaKtyAVTJW/c9cix+gbvPUtUBi0N0puKnqegNhi1euOu01zpGrr5Cpd7Y5Y2wNQAdJIgbkxCyluGjBKG6juLKv24+Synefo2+quQamc7yBDU8gL5/GO0JPeUCtykTxQsLK5fP2pWN2Y6o5K+St15rIsdaY1bPrLRTqTcqeWud9DzKKmWvkrceV9+PqzaMtGFkZU/QhpEHaenFz/xh6Bh7M7owSpvMeTE+WYzzbpZ1r0ox33zdtG6qlL1K3npT8/2mZlZp9Lian69mZWqmnT/LXc/XiNEZ1XJXzd+fdd6f+253XLVhpA0jM3tZiDYqJ4pK3nYniVkB6b5b3zSnbTpGE9f9LkAJor8WjQp+kpT61S8ocoyskErZq+StdVIbRlb0XLbVOml9rbEjZ1fPqJS9St56rdFrjZ054M86aVfntWGkDSPLc0XlRFHJ2+4kMSsg3Xf7h5Ubdx9TYi/5NZ7GQaXsVfLWOqkPK2bXF2M7rZP21xo78g4v2etx1eNqRz9V6o1K3qr3P7v8tWGkDSPL81DlRFHJ2+4kMSsg3Xe9qZnVFX3QMicplXNKJW+91kTNtUCPqx5XcytXyFZ6rfEvvdGGkTaMLM9zlZNcJW+9qfnX4mRFMVXqjUreWie1x8iKnsu2Wiej5lqmx1WPa2RbD/xZJ+3ur9ow0oaR5XmocqKo5G13kpgVkO673tTM6or2GJmTlMo5pZK3Xmui5lqgx1WPq7mVS3uMzMopMq7D2jDShpFZ/Q1qp1KRVfLWm5re1CwrOz+gdTJq6o0e14gZV3+Wu95DIkZnVMtdNX9/1nl/7rvdcdWGkTaMLJ8VVU4UlbztThKzAtJ9j5qbph5XPa5m1wDtCfQuKX+eT3oPiZprgR5XPa5GCWjDSBtG3ncypxYqNzaVvPXipxc/y8quPUYeRabna8TMKS33iJG73kOiptz1uOpx1YaRidORyo1HJW/VE1w1f3+Wje571Fxc9bjqcTWxZYRqolJvVPLWa7zn0VYpe5W89bjqcY1s65hqnbTLX3uMtMfI8lxRuXir5G13kpgVkO67PkCb1RVjO5V6o5K36vmkmr8/y0b3Xa81eq2xI4GI0Rs9XyNG7nb3EG0YacPI8uqicpKr5G13kpgVkO67fy1+elzNSkCPqx1JqVwPVPLW66T2LEQ2fVetk6r56/nqX3uINoy0YWR5DVQ5yVXy1ouffy1OVhRTpd6o5K11Uh9Crei5bKt1MmquZXpc9bhGtvXAn3XS7v6qDSNtGFmehyonikredieJWQHpvutNzayuGNup1BuVvFXPJ9X8/Vk2uu96rdFrjR0JRIze6PkaMXK3u4dow0gbRpZXF5WT3CzvZy9e0rajl6lY1uSW+m+WvyWmrxqr5G13gpv9Dn/uu5aNf206ZnVSj2vUHFe91uhxtbIGyLb+rDe67/6l89ow0oaR5TVK5SQ3w/vCzfv01aTNdPHmAzowpL6l/pvhb4mhobFK3vqQ6HlUVMpeJW89rnpc7aw3Wif966Bldoz1uOpxNasrxnYq9UYlb9X7n13+0fbeevGvnYHw5TN3Hjyht2K8QbH4nyYtAU8S+O3MFeodsIau3b5P9UvnprbVCmqBaQloCWgJaAloCWgJaAloCWgJhFkCEeox+pdNslErDtGkDUeoX92CVDZXStMf5M9WrD/33a4FbnZg3ckG1vvi3Weo6oAlFI3/u1r+dDS/awWzbIPaqZS9St4RJXfLAnbzgJZNxNyE+rPctc5HjM5ouXte9VTOKZW89bjqcbWzn/uzTtrV+QgxjHDIXbTzDP0cuJf2nb1OTYpnoQltSloaM38eLH/uu11FMzu4rmQDA3rw4r3UdepWYRRV/ywdTWxTiuLGetMsW0uGEfRz1YHztPfMdepV6zNT78Az84/covv/u07NSmQx9YzVRir1RiVv1Tqjmr8q2dy4+5hevPyXrv0bi3InfM2qOphqb+z7gyfPbM0ZTy9SJRv5TpX8VfL2V53Ucvc+rVTqjUreWie1YeRdu0O38GedtKvz4W4Y4ZDbfeZ26r9gN0XjU2778jlpWJMilsfLnwfLn/tuV9HMDrCzbP5lhekyeQsNWbpf6EvDoplpUrtSZtmFamdG9tBRvO8C5zCNbFbU1LvwTM+lv9PlS1dpcrvSpp6x2shM363yDI+DkGqd8QX/O4/+pt2nrlHZnKG91r6WO4zoHrwG9pu/m1qVzkaNqhdVbhg9/vs5vV1rOC3rXpXKWfDMe9MnX8vG+X0q+avk7Qud1AapN+1z/bseV/dyc5bN8GUH6eqdh/Tzl4XsCdvwlD/LXc9X8zoTZkVxYhAZ9SZcDaPf/rhJ7SdspG3Hr/AhN5o4dLYpm92WnCOjMM1+iD/3PTwXkJdsbeTrOkt4bmAUDWlchDpWyGlWzC7bmZG9MHJm76Dz/7tPMzqVNfU+PNN57n46c+4yLfu+iqlnrDYy03erPLVhRARDpcHQlTR3+0nqWSs/ff9F3hBi9KXc8a4vBi6lhbtOU9+6BcS7fMnfnWGB9/actYMmrDtMVwJaUfTX4HsNO6nse3iuNWGXRGgOKmWjknd4yX39+vV05coVatiwoU/FHxVk4ywQrE21Bi+nSxNb0EcJ37YtL2fZrDl0gZqMWs1rQkvbPPUe4l10UVEnvX+1uRaRUTbhYhg5QudO8wRcQ/efPKV3YsegCa1LipAouxQZhWn2W/y57+G1ad68/5gajlgjQtpgRE/vWIbqFspgVsRu25mRPbxUQL07d+M+Lf2+sql3wjBqPXUXnThziTb3qxnqGcyBNQf/oKJZktGbr0c3xdPdIdfWw14eMiOXsLw3svO/dOsBvcbGQtIEoQ8dvuo7dKDb9G00YOEe6lolNw18dUvrK/6uxsfIe91vF6lUr/m08NtKVCVvmrAMZ9CzKvseXmuNTwThgolK2ajkHR5yz5UgGmXOnJmOHz9Ojx8/ppgxY/psGPxdNs5htSt5DyzXZxENb1qUI2xyhElOzrLBpWOer2fSjgF1KH/6D33KO0zMwnk+hYfOqwqX1n33rGl21gPlhlGuBK/RiOUHqGPAJtH7Qpk+EvkhqT94J0zzxs7HWnmhSv4qeaueJKr5QzYxHt2mukNW0NFLfwqjaMOPX1CRzMmsDJ/btmZkD8Oo+a9r6ez1e7Spb2gjxxVzGEaNJ26lIycuuoQQh/cr/zez6O2YbzJoREVxOWCVzPTdKk/ZXiVv1Trjjn+febto/o5TlDrxO7ToO3MGrjfjwq588dz+s/+j3F2mU8K4MenWtDZBrFTK3sgb+UxvVhtC+T/5kLb1rx2WTwmXvqvWG5Vy1313r16Qe7o3H1G8ePGoYMGCtHXrVp/oYlRYy5x18jnX6/uoyVj67JMktPCbSmGWkzP/09fuUrrWAZzOUJQ6VPCt0RXmzjox0PPV85xSZXj5s9ztrsNKDaO9t17SolU7aOCiPSIUqm257PRLoyL0RvSwJxqbGawD5/5HqfhQpA+hvl2izMjezhtxoz59/zXqOX4F5/fcp+wp36fDf9yi54u+otegQD4gM32HYdQpYDNN3XSU7s5sZ+qteKbO6I104NgFOj2mictndnIOy2q+/QOiXtYU75nia2xkpu+y/ZjVv9HV248oV+rEVDlPaq/vssLbKzMXDcKb//DlB6njxI3UuVIuKp3jYypusRCwXbm7kw10uyUb2xPWHqGx7C1vXjIYoEOlbIy80YfK/QNp2b5z9NvQLymLDR10/j6Vfbe7qZnVT933iDtoxb93ntKkSSO8RkeOHDE7ZKbaRaVxbTlmHY1bc5jW9f4iTGuYO6PxFpdKeb/Br1S7YHqa1bm8Kfm6a+TPctdrTcSsBarlbpe/MsMIB8UqQ9fSkq2/C4njYLtnUF1xUPMFeZuEB9koKtd3IQ3nm5AaBdJbfqU3/pYZGh5QyduuIlj5HlX933nyKpXvt4TuPXpC3b/IR+/GeYs6T95Mt2e0tWXcuvomM32H7rYau14cYv+a39FU6Bueqcr6vuf383Rtcisr4jTd1lzfib6dtlUgPoJgTx4Z3pAyJUvo8T1meJvuqIuG4ckf3rsY1YdQpuQJ6eCQBmHptnhW9h0ADdBJO/QbG/jZO00V4wFvUYK3g0OHVMrG2TDqwvNpyJL99FP9gvRttTx2PiXEMyr7rnot032PmMMQ5H5953KqVKkSNWjQgKZOnRpmPTQyiCrjioiJzO2n0CdJE9DxUY18IiNXssnZeTrhvIR34F12yZ/lrteaiFkLVMvdLn8lhtHjv59Ro5FrRBgLDgKDOJb+66lbyMkpLQAAIABJREFUqDHDck+0CMvtbri8TULcji7ff47mbz9F7crloNxprBlk3vjbXTzsDpSV96nsu4r+Y6yW7T1LlfovphhvvE5T2pemmmzMAqL722nb6PcRDSnDR/YXbKubJoyc6j8vE3WT7sxsS/FieQ97wzOlB6ygHb+do0dzO1gZLrr850OvCbWbj16miVvPUtzo/zCSWXbKzId+V7SIk/qrcXK/JPjZlnWvwkhkqdz26ek/L2gae+qa5f3IUr+tNA5PnYSsinSfS/3qFaRu1d0f/hHeCK+at2TmDRef0MylW2nyhqNUlEM6J7YtRR8nimfl8xn04HdqPnoNVeBxWMrjYVUnLb3M0NhZ7gs41/OLn5dSYQ5pNhsm6und4TmudmVgdw8J6/tUykYF72fPntHNmzcpadKkygFBNkz8mb777jvq2LEjDR06NKyiDrf55Mv9D/nWyDeN+ebrQf03jmvvOTupF/8DIEwv/ueKAOKyfN95msx7phlypTfVX4HBTGegoXphyONVoZPhtU76clxdjYM/y8af+253XH1uGN3lW9V6w1bSyv2OpPmFnE9RKW9qSvzlGPrr2T/0v6mtKFaMN8zMYY9tfDlYz/hg+L97T0IckHzJ3/lDVPK2qwhWBsTX/ccBtcC3sylP2sRUtEAOqpDuHXIU/z1IHTg3bT2HEQC0wBdkpu/oT9YOU+n45dsijA96DH3ef/aGCIGr7CJxXXpIl247yoANVWjjkYuUIE5MKv9pKrdhczAI5247SbV/WS4+rUCGpAIFL/l7cUN86moGbajYL5AQbw6KFeN1ujm1DcV+K+Q8gsxyfDWNgP4oCRcTOwfUpbzpPnApPsA45+06U+RzlWcY5wUcxx7jDXvgEJ7Gx4zcwzK+Rv7IDUvTaiJDu2fkA0MZl2wh+2YMBvOc5/7Uju6RByGfz39YRAdPXw7i06hoJppk8iCCh/Cur9lT8wt7atpxOPGIZsVC9MmbbA6dvynCSs0Q3tWBkT8xXxBC6cwbgCKpW04QF1YnRjWmdEneNcPWbRtvfQ8Tc35YJX+VvFWvw77uO9avJk2a0JQpU2jy5MmUoVx9n0HIHzt2jLZt20axY8emlClT0htp89KPjSrRypUrKSAggBo18o03ROqar2XjrMO+4F+SQVAAhlKQ1/yt/WsFvULyxlqOeQpkVOwnFXK7v9iKVnkwLfICqIJL6rzpPqQbFDvUuMpwPYQdD25U2PaU9YVcIsseYlsIbh70Z9n4c9/trsM+NYxecnJvpZ8W8w3GOUr+fjzq2aQMNcqTlA+5/1KFfosJ6Coz+BBSp9AnlvXuIqNGAeb7JhswQI+6+++bVChFvDAdmLH4jF97mPpzPZGiWZLT7Qd/UcU8qagpF+hUqQwqedtVBCsD4uv+i4KqbHiU5YO5cWMYyrWEukzZQku7VabyHjYGX/f97+f/UJyaw4Vx9mzhV7T79DVhuIEQEnpreptQIVXQ8Uq/rKFl24+KdsX4YApjAwb3DzXzUe/aoQvF7jl9XRglkuDdKZ87dQgkPORYZeMQLBC8aU+5b6CGxTKFqpd08sod+qTtJPF7p4q5CPJL/n5cujC+uUsRoc9txm0g5CNJ6lP3MxHG6Gvytc4498/IH+MWh2v2vBcvpttvf/r8BX3QaAzV5xvS4W5qVUEv23BIJeTzEaPVzf26IuX/dia99WZ0uj+rvakQS/QTfGoz1C4gd1Ev5GtGpDOSJ9mgn4m+HE0BXBurWr60XodlBF8mILdqK4MrFOCEbWfekE2ypuPYU/ZQfDe86WGh8BzXsPTT1bO678FSmTVrFtWtW5d69+5NpUuXpmgpc3k1jMaOHUujR48WHp/ixYu7HJ7hw4cLr1DQGsfr57QN+6h9tRJ07949WrRoEVWubB8YJbzHFWeQfkt+o4MnLgmEuO41QkL7m9HRryZtomHLDtDaXqHzhqROPnn6D8WuOUywOz+umUcPdVO+4EE+9aGhrsOG57FRVHPQMrFmnXryeqhxRV1J1FSD8QUjzC7583zCN6vsv0reuu+eNdaO7H1mGOGQ1WHiJhrJG3P+9EloaocydPeNuGISYjN2HHI3iwPbLxZuJfDsdwxxCwAHIyV6Ny7N6VSaCjuhlR2+cItO8k1/TU4m9EQ4rAS+CjtK+2F8AjoLCDepCPlrUbO4140hrAuIDPdbc/ACXb/7iHJ8nIga8C23p9AeYUQAwpr/fxkXxShFWNqpe3T36lVhNHoLE7LzDXYUzex7jIbRj3N3Ue+5O2lel/KhoN2fPH1Ot9iQdfauyPfAC4jNxQi8cf3uY7ryIqbXcf2DgR9SNp9AieLFputTWlKxnvNp05FLQpZX+EAJI6dHjZDGA/S/ZP/ltGH/KepSObc4AAvDe90RasUJtJv61qBCGYND1fAbaiUBOS3Ze28LkADMHxheu36uQ5+m+YBC1nGKRoPbVqLkMV9ymN9S0W7v4HqUM1WiINEG7j5LVQcsDnEI+bVFcWpZOqv4Gza/9YcvUteqnwpAgg383yX420D5M6WgnUcvUJy33hSx5s56A0SzsNS+UakzrjaGfgv2UPcZ2+jHOqHHCu1lSNm3LIufGnzuUj03HL5ExXvOE2sCDI3PeF1LyghRmKvHRzam9EnNeVswJ2vwmOGdA/hd3/A7jeRNNr15HvRnPdn1c13KYRhvIw+8oxfrE+aMMX8olGHE7aSxV4vDVWfz3AoLeet7WHi7Gtew8rMi97C+S6VsfMn7r7/+EiAI58+zV3z/fsqRI4fXQ+KqVauobFmHpxUeddQkKlo0ZDHsQYMGUdeuXUWbZs2aUZs2DiTGI7efU4NiucVzmzdvps8/dz3/7Mrfl7Ix9sF5fcVvErTgD/bsDArcR9h3kLv34buxRbmHv549F2u5kZI0Hsvhc9Hp7NhmoT5R9v3SrYeUvNk48bs3w2jtbxcYhn+B8PZgH5EEb/cAPjf1nbdb1P8b2qSIy3FFHi/yDnGZt/7HGnbF7lVnbDN+9aCqcZX9UslfJW+9TnrWLDuy94lhhEPeuDW/UWu+Xa2aPw0Xbi1OH8SPHeL2H5DdnTgsqgrfei78pqKpOQK+30zdSoM41wQUi2NxK3NYXgee5P/Ge5/yvB8y5AcHSYTQYGFqxl4fT4SwqNxdZlAxRqvCATFP2g9oBNcJaMdhKPv4t5WDm1PpVNYLqaHPSH4ft/Y3cUB2dfuOgUIdB9TKwc2RkXDgPTO2KaV0kcPggJFeRxP5sI1NJaBtSWpULHOI59Gm1E/Laf2+U3wgzkY4GPua7Cia2T4YDaPv+WA7YNHeUDWM8I1NR69lVK2E1KF86IKvsg7RCEYmOzm6sfD4wOhAmGeapO/R4m/Ku81ZwgFzI+tDcTYY4G3pz3kqgA6HvEc0LSL0AwhnQAkyEnSvcK9A2n7kDxEagdt6EPQBXpw0bHwbC7/KPCYY5/M43BQ5VBnbTXYcMpg34MlHrjgg+o2/jWlZnHLkzEwfx3hK79UfLf6GXKx6hTPQ+DVHRA7dfr41BPIZCId5GAVS/2TyP37LwAm26xkCvfJPS0Tx3AIZklC1knmo07BF4rlvq+ah/pycL2nHiav0NXvuerDnqwwbVHZIpc4YN4bt3FfI/vbDvylh/VHie/6c3jaUh+8nriWEmkIDv/ycawp9GirPC+OGteTcjXtUo2g2mtu+uBjLfN/MFDJb37uGJW81jBsYLsWzJmPdCXn48CYbvDdLhyniG5bwja4zyuZt1uuOrJczthynb/hbBvA3edrs5bcjTw3AHGEhb30PC2/juIaVj6vndd8dUjl9+jSlS5eOMmTIQAh78yZ3rF3VqlWjwMBAjt54jV6+fEl58uSh3bt3B4n53LlzlDq1Aw2zZ8+e1KtXL/HfWF879R5Ew3t1FWvYoUOHKGtWx8WNr0jFuK7giIbyfReJLibgC7NWpTJzXuw5ev+dWLSm5xdU6Ps5IqIFhtKFmw8Il2s3+CIOlJjPQsu7Vw26xJJtr09uTYn4eSPJvp9noyoVh9KJ8fm1idg/PFHZHxcSDKSLE1rw2vcXob8Dee9EHlPVfGmCoL5dyQaALAjzDet6oELurmTjKz1x5qOy/yp5e5uvYZWXP/fdrmx8Yhgdu8zoKe2mUGn2YKAQp0RcCjrkcu9kcn3GjxLS0ZEN3Y4VFs55nHdRgxcY+QwONy1KZeWb0M+DDgWubkJXMthCRQ7Z2/9LfY8x+X9zrlM5XuQ2/35ZJPbjQJqSYb1/bVGMSvdeyAvEexTQI3SM9UO+gQHc8v0nz7jGzV0RXlM1f1phBIJwgBnOhk4ndpWD3CHxAcY8cPUOUegRnh8ULkWs/6ytJ+jElducGJ1MeBicyTn0yuhdEO/nf7OZBw7y8v0vAjuHdV6Eel7lRDEaRjiMD2FP46R2pThfJJNDxvwPhVJR8O7KpJZBsjd2Eht30R/m0xZOwl/SrZLQCSMBLv7erHYuc90whsOW7afObLRW4PwgbFAIiSuZPTl9xd5O6IeorQTjxZD3JOoUdZ9Pe49fDpEThf4iuRVADsaxwHumMRx4o5Gr6cyYpnSSx718Xz5oMG/AfcMwRvjpCtbpCq/C6yCbnGxQf9JmEp1h/UPdiT61CwovBjZASdCpcQxyIi8HdjDanwwFlG0wnwADi7bwGqRMn5ZGTF8tDteg77/ISzlSJqIVrO+T1/8u8lUiQy0gd8oM2bz1+A5l7TiFtv9Uh/JxscKv+CIGFw89ONzlxzoFgh7FmHzLFy5A7sMlSuPimakbX2bMN1zY7DjB4ZPfzaLMjOYX8EMDh+cbcmFj/Sf2RsFriBBJs4R8AuQVYC27OqlVCL01M5+k9yob57gNYG9kqewpxKuBnNif+3ORD2IjmxejNmWzh+iSK97SMEqXJD5fHLiGljf7XWb6bpaXq3Yq+avkjW9Ryd+XvH/88UdhvLRq1Yp+/fVXMQyS/8WLFylVqlRUv359kXuEtRWgCQMHDhTr4IwZM0QIHv776NGjwrhCmx49elC/fv0ofvz4dOXKFYoVy2EA4Lc0GbPQuRNHxTMnT56ktGm9h4ha0SFfygbvRYgyQp6xxsbny4lB7SpTE04RkMR2IUWvOlh41HGOOPMq+sTY52ScN3pxgiOkWYIqIIx1hFMYr+y7zJMU7+fLPW+5gD1n72Rv8U6xriAyQhIiG3rVzh9U7sKVbOBlRvRC3FhvinA7u+RruTv3w5/5676716rIKJswG0aOG/ZLNJEPTxP4MBbHkBBuNIxk2BrqCp1lj4grcoSJ/UGjVx6iIY0LU3o+AMrQNmc0u1CGES+4qD2DUD5XOSDyfTiQOjwRezhGmN3L/B54AfBOLGw44HaqmJNqVSgUFHIlw9eQj4H6OkbCQriCb4MQViOT9mEo9qtbgLrN2E7p2eA5wQub8f3DN5+jTsMDxbcNaVxEuLlBhzhpPkenaWIRA+Sz8TYJG0oLeIvWH6G2ZXPQUX7H5t8vUf3CGUXYIgjoYggBu3bnkSgIt/PkNZdhaGiLbwKgwL6z1xnxJnT+i6fFUaUiBxtG/4qiwCNXHKJxrUpQnc8/oX4Ldotbc8gHRhNqDGExdyaZ0wajAvCjJ6/eFt67rpzbUennlbSLaw0hnAmGduhnOSSJkYD68CZTjmOukS+HDXz1D9WoeLbkApQB49uHD9owHiRh7HN9M5d+O3OV9aFKUJijPIQPXrxPxIDL2jH4O4ylagOX0B8cQ16VjSdAppbIloJjz6uLG0eMJQwXxH0jxwqygacRejiW814QSrmiR1W6ybUotrCRf+fxU+Exgl4hTAPGFd6D20QAODgT2jVlo2A8F1wG72j3bom2qG1hJFx0YM7aqQcm+ajUGbwD/Oct38ZIhvvE/EUYpTT8UJ+jliG0FmsAjBR4ipFnAxS7hPyN47i+kJwbMKpwyTGMvcj58mYLWgsGwphio6pZCYfczFKQt4nzypxze8zKZgOHczYcvkqEcxbMmIRivP66CI0sx7l5yHcoybrjTK54z9h8guoPgxc0NHS42e8Jz3HVhQtDj4pZnfE2nlgrCxcuLMARxo8fT02bOvZmyX/UqFHUrl07sQbeuXOH5s6dSy1bthRtOnfuLMLjAKiA3+fMmUM1atQQxg88SfgbDC3ZHs/s3btXeJdA+H3Hjh2UL5/rC4bt27eLsD5pVHn7FlU6iTA1eGMwX+Dtjfth0hDh2NIwMvYPF0lf8mXe69GjUQW+8AIdG9koKFKh8Pdzacuxy/QrRwK04sgO576fvsqFV9sEiD8DJMVd2G7HgI0ClQ6ebUlZ+GK3acnMVDVvWkqSIE4IsbnSmx6ztotwO6DjPZkXnA9mVt6q5G5mLbPaR0/tfTWnXL1DJW/jfPWlPP7L4xpmw8isoklvBw61/yzqLBYZV3SVD/UfNRlHE1qXEOFSaI8bE2dXsrOi4WCa5+uZXBD0Jv29oFPQDYkzotM/vIrFrTWCk9hfiMMeYHeR0N52/EYRogaCUTG0c82gxQ+83+ZnkNcSL/ab1KJkNoGwt5UXNuQ0SS8YwngKfjdbvPsU3/qnaTlRLP6j2RMlFz8ckJpP2kETl+0SIT/bfgquQC/D+/D8wzntQ3g00G/IBcn8K/kwnIhvhmBEgT9Ctz7jG/JGI9aIoqSZU35ANfKmpB/4Fghhh0PZ+HImEXbI/YPbH4uhFSQylZPcaBjBYP111SHqyJ6arXx4Tf1BfJr5VTmRK4NbN3ceI3wbwiRhaIAgT+jE6+wpmrL3CjXuP0fIbRXLsdSr0DDpKepYIZfDK8DePMB0P+BbwnpsfE5jT6gxjw7odL8N+zJIrHhnsuYT6dqfD0KARcAw6cLep6F8yHYOfcTGiA1SEvq07PvKAlpb1lI6/797IklXLn65ErzGhpsjl8TZ+xrkleDGONDjRvKbaVtE7DsI8ecImZD04btx2HvhOORIucNY6DFrB+3iYrSg7B+/zwVJS4SKk7e6AKvUGdn/X2etpSkbHeAXklwVLsSYADp7IkNoA9AAEOcAN2jEgBaS4Ln9/eKfVOOzdCFu/ldzPmCZHxeIAw4OOlZoMvet8YjVwthdyYY28ryMsjfD69b9v6je0BXioAZKwmPYqHgmqu6maLAruW87fpU+7zZbrMHwVuKyyi6Fx7hqwyj06PhK7lhn3n77bXry5AmtXbs2CERBXsLIkLlcuXIRwuPu3nXk4mbLlo1guMBogWF04cIFES4Hz9PWrVupUKFCYo3F35MlcyCK4l34vU+fPuJ/4/cFCxZQ1apVQ33g8ePHKVOmTPTw4UOBZmeFfCUbvNO4Rq96NWdDXcpyu6oMOrV4z1nRTSPAisxlxN/hjZEXefDE1+CSEDhT4EJGFnyWvO/xJVf8uiMFvzV8Uebq0gMhcwBVSPRObGE4PfzrmVjrkYd4gKNmXJEr2XR75QXHPhmWCBNfyt1s363ohbe2Kvuvkje+SyV/lbxV990u/3AzjBCXD8PFm2EEbweSEwGIgHCh1mWy0ygOEXEm58GCoRKrxjABjSwPrDCSOrNnATkbkk5eZeQu9kQhTOjAkPqEgwaAIXAQxoGlLB9KgZ63sG9DqpIxgQiPm8oHGoQ8wftzePiXQWhU93nxqsiV5HHQ2Nqvlrihnrn1ODUrmZXGtizBIS67CYgvuHG/NrmleA6bQ9mBK2n17hPCm4GwQsgE+S9txm8QoXA4MGERloQ+ALq6PaNNoe3Fic3FgagE32ThIAvITxhZ4htw4P+lBSX89zHl4sJtCBsDspozAWwiXesAwc9sEVPJQ+VEMRpGLTlnbTzCvXhgGhbNLELqIAvccCGcaTcnozvXp5IGDvK3QBjTWuxtmsUGFQhhjCvW7xZhB5DVEka8S504Pg3nfJ4NHO50mg+KRrAP581C1shBn6TXCO9Ef3qysfaCDdhAhk6txDeGIBzCW7CBD4/qcOQoGVDAZK7UJP4tZeJ4NIA9WF/wQdwdicMKh3StPXSBQ/oWiLG7NLFF0K0g+lGK/77u1e1mg8KZhKEMKszAD4H8rfm/mSXCNfHt87+uQNU4FNTV4oH5Go3/z2r9L099V3XAlf3/6+Y1asQeFUDcglAzCN4ZVzWHpIGDdgC/QGy+mb7LpGiMP0L28vOFBGDUMc+8EXShAofwIv4/NRsjy155ms3MJxjew5YeEKGlqL0EDyg8ysj/kgcyXL4A8c74va54w5P82bezxLzaN7h+CAAPb9/g/LuZvlvlaWyvkr9K3q7mVFjkoEruW7ZsER4jYyic7PudA+sEQp0zoe3s2bOpZs2aYj9r3749wbMEz8/OnTvFb3Xq1BFhdPAySbp27RolSeLIvYSxdOnSJSpTpgwtW7aMokcPzhd+8eKFQKoDMAMMI6vky3H9vJsjd8gITOCKP2omSs8QwE+Qs4yQ+5Zj1orLTGOeD8ozvBc3Fkd7ZBDzEOuHrCEUvP/xmt19Dl++XnGLaupKLo344gWXQ6h7hPpHZvSmPV9AItIGETO4tLZLvpS7qz74M3/dd/daFRllEy6GkQxFQ16INEjciUkaOPjdVS6HfM5ZmPKGJWUijvEd24Qu8OGoAddTKsGx+D1rBi8Q8mCbjBHGgGiH2+JHnDuEd43nmxsUp+3Eh+rvGhSnflWyioN4v/m7hPcFOQXGsDNsCkAsQxjT+fHNKOdX0+kOGzhLvqss8lPwLfFqjyB4e5DEj3wG8Ou/6jh1H79SfAo8YUh63H3qugiBQz+c4alxKAJ8NPgBGWv7AIeX6QHfEIG/JBx0BjYoRIUL5hQhVw2GrRKGGhZIJOEbUcWMhiq8KWYOdu5kb3ch9bT47eLDW/VBS+k6y6QFH/jGvAKRkHlUuDXHzRwOiEYy3vDlSp2YYUxvCPh1jC1I3oQCVh7Js8GycwAcNOfcm+X7zoq8JIzFNA5TBMCBJIw5QvwA7ACCcQu5Ig8p6Xvv0NU/79MizlWRtY7QX4Q/Td98zGV/rchO6rzR++rsWURolUSak7wzcF7f3K/LUybOl1nNRhVQDUtyWKCx6GtkXJzsyAbFcoEaB3JGg3LmF8ihjABpQL6OJ/RGo2wwnoDHhTGL8DyMPcLYvL1Lvhv5CpVZ907xBQ0uN3AgivNByNAc534CgrsX5xDAy428si+LZAyRc3CJSxnA+4XSA/gOGDue5qrMn9KG0UuvCJVWdNC5rco55SveMlQud+7cIsxN0vC5K6ljLcdlEgyfM2fOEJDoQFgXAbggaciQISKsTv4dIXW1a9cOZRgh56h79+6i3Zo1a6hkSceajFC9b7/9lj788ENhLA0YMIDGjBkj6htNmuQoP2CFfCUbuZfgcs3oUXbFH5dN2G8R9eFMCGle1bO6uOxFXjEu3mRtIokoh5C3U5zvd/xR9KB8xh9ehbghr+nGlFamygMgpA7RErhoncsXX/B4G8lV31HwGZ4tXKgAAc8u+Uru7t7vz/x1391rVWSUTbgYRhAJDo5AVmpXLqe4OXdHIiRJ1Nl4REkZ3OBygOubXGdh4sCKwrKztpwQoSFYIFyFpKFdGTbQkMAvCbDW3avnFcn0uB0qxLdEVQtnpQUdS4gbMdzCgy4yhCbyXVA1HgewSev5ZobDmgplSirQoMoyX6OHAUYQckFaj1sfAoZ5z60XvAkdoUV8MEOekKT0fMge3qQIJ/qnCCGeP9llLpHIxnFYk0yqxyENABI/Ldzt8IzwQQ0odVI2MC5wCEPOiDNCncyH+pgNyaUcvmWFVCoyeG/feVAg9iXlzeLqncchPDDopxwjgH0grFASUIBqcGjB9hNXqG/dgiLHBjDvvzQqEoQgJvv+97MXwpsHtMS3OU8JeV4SghtyRU4OZCrDnYzykfleE16FXuKAObhhEZq0+SQdv3BDFDWuwkhAklBcD4fpHQPrCOPELgXdJjKDduxdhAcSuXgh+8Yezk3HhLcSCfkAWUBYHfTSE6kcU7zXn/mHXmtIJGPD6AainRHBz8zYbuRcoTpDloubZFCdEjmobfH0lI8LMLoiQAHD0w00RE8XGA/4hhp9AqKhJFdyNxpGewfVI1wg2KWoNK52ZeDuOZWy8QVvrGOA0x48eDC1aNGCUJcINGLECOrQoYP4bwAjACABtYjwd1D16tVp/nwHzD/IGDo3YcIE2rdvH40bN04YQIAAT5EiRZAXCe3b9uhPI3p/KwrKAtBBEkAeEK4HEpeiGzZQkSLuzwqq5Y58ReSyopD2ozkOeYCcZY8Q5pqDlwljBCiX3Tm3WBbjRqhuX843Rqgb9pVqA5YQLmSkhwj86g9dKUBvEDIXP2myIGNdRnWgjbG9u++Wf5fGFv73fN6LcKEK75SrvuNvAAdayBfEKbj25B98wWuXfKGTnt7tz/x1392PbGSUTbgZRkD3mrLx9yAENndiwoEdnpfDF25St+p5xAHXFbkSJtDmarGbegnH+qbi0KShjYsKz40zYYHCYRWHxffjxaLPMwYjzDzmmF94Z9J99D6dHNlAeHgGIeF6+laRJ5SVcy6Ocu4BQpRwEMECDg8O6tz04IM2EvadYZnrMErcHEbaw3vgQs+QPgX9WMkBJ44bJuQyAE0GBpGrA6wMLxQ3bT2riQR9swsIDDjUVghLHoHzu1Qpssy/Cli+m8awAQqPDsIapQdO9iMY5OI2TeHckEp50whDBsnyuzk3psKnqUWInFm9sbsRwEv5D4dB4B9yvsbvvEjRHt3jeHHfws/K/qmSu7sN065cVMs9vPmrkPsJ9hy1YKAMGPmScGML7xVCbx+x57oYF532VPHezPhow8i/NmQzY+rL+QrvDFDmUKAVHhqgzEnPUPbs2QWgQpo0aaht27YCSAF7EOoexYgRI6irAgWUaxgh9M2ZkCeEHKSlS5eKn0pxaF7vKUspT6I3xKUjPE0oEOtMqIHUpUsXs+II0c5X8xXGAowG3Cm9DAzui5G/9AChA0bjBZcZziG8OHeUY3CbVby75+ySAAANbUlEQVRXIQS3AXt+sfcD+Am0qW9Nip04SQgvJnKIUKAVFMiRKAB1MBLyjFB7zjlHGB7tJnwZB0KuLFBY3ekNAIAW7TojvM0IzbZLvpK7u/f7M3/dd/daFRllE26GkdnJJuu7ALHrAsNbugtx8SRMeEhggNgh6VFaxyFHModF1KjhJHnjIQaLZdfKn1KzUlmEZ6IUwzivP3xB3A51Y++TkZBgiTheLLQotlm1TAFLIRwSTABhgvO7VvD6WZFR0bx2mhvcvP+Y6o/eSD2r5qS86T6gIt3n0nbO30JOFbyHkrDByHA3Z764/UYIgas6UO42BjN9M9PGX+WuWi7+zl/luE7ecJTGbTxBe45dDKFibRl2G/DbYSVXfZf5VVjDtMfIe26Y3TFQqTe+4r1nzx7KmzfkfoXvrdfmK5o0dAC98cYb4vORH4SwOxRjdZV3dPbsWWFAgeD5CQgIELlLRgKQAzxN+28zOA7nSkoCiANqIL3OKIswuADGkChRcOFqq/L3lWzw3miVB4vXwwtbnfMxU3Btu4P/e0r3b96kpXvPBhWG784lAZBz6o2GLzvIodgbQzVDSD3qFTn3HWGyJTmXGKG3IMB7IzQcCHIwvlCrCIitxstdyXwNn2FgVMHTDBAad+uwNowcEvOl3jgPsEreuu+eZ50d2Uc6wwifKHH4ZX0gV59t52O9LVr4HV4LIKEBEc05bA1J7YABfvnyX1EnRfbPCNONOiJ5OfEStYnckaq+y/f5M39j348w4h/yqGSxVKM8YRzN2HxcINRh00CeVmMOI2xaMksIyPjwXKCiitzNzBOrbbRs3EsMskka/S8Oz31AQAo0XgJYlbM3fce8AaIj/iGv4RzDultBpPTGP6z9DU/+Wicd0gZMN8Lpbt26RRUrVhR1ieLnKG7p8g58li9fTuvWrRPAC4DkPnz4sCjgCvroo4+oWDGHoe9PcocRA2PGE6GQtgzDNqP/qD02nv8hWqQE53qWyZFSgDMk51pHrmSDNISWY9YJoBVJyDtC6B4Mto19Qtc8tHL20IaRQ1oq9VIlb913z7POjuyj7b31AnulJoMEdh+9QB2GL6IaxbJT51reY5xhTM1Ys49GLthGsditvXRgU4ob+y0tUy0BLQEtgUglASz2fSevoWU7jlHWVB/ShO9qRar+6c5oCUQ2CczbeIiWbjtGpy/fDOpagnixqWjONFQ8V1rKnjY4FN9K31EmJMYbr5t65C+OOhm5YCut2XuKHj7+WzyT+5OPqGvdYpQ88bumeLhr1Hvyalqx4zhl5vUgQK8HYZKlfjhqSCBSeozMiNaOFWiGL9rAS5Gg3iiRfP90wVduay4Z+cm8JYRweUtmVtl39Mmf+eu+u9dSlbJRyVvrpOeVR6XsnXkfPHeTcnbm+mfcJcCFozhsWEhl31Xrje67Xmus6D5C9G8/+JvOPolO5dPGs/Ko6bZmdBKRFPD2IhfRKrniX5dzoGdxmRAg537Hed12yUzf7fJWvRao5u/PsvHnvtsdV20YuZipAgCi61w6cvYqHRzaQNRG8iX9FxXNrPz8WTa67xFz0LK7+P1XdRKJ1vHjxAiBXmdWFs7toPNn180VOSUq6MHzfynuG54RFe2+VyVv9Eklf2+8M2TIEIQiZ0c+KtcylbxVrwWq+UeEbP588JcIy0OeU1jITt9RVPjnn3829VpvOm+KiYdGKvmr5B3Ra40KuSOP0S74iqs9ymoNRW0YuRhVAQAxbD0Fbj1C0zuW8ZgvZEcp7CwgVt7jz/x13yPGuPBnuUfFw4qV+e6prepx5VBsLsKdhw4cOOCrLms+PpAA0OMOHjxI2bJls8VNpd6o5K16LVDN359lY6fvANoIDAy0paP6oagrgbfeekugX/qC7OilNoxcGkZEPRYfpv5T11Fdxv+f3rGsL8YniIedgbLSAX/mr/uuDSMrui7bqtQblbyjwkHrxdm9onaNCrr0mOvaxVbjMVLJG7JQyd8b73Tp0gUVULUzLip1XiVv1fNJNX9/lo2dvp8+fVoU+zVD3nTeDA9PbVTyV8k7otcaFXIP6/pl7JMdvdSGkRvDaMCak/T92OVUlSE6F3CRNF+SnYGy8n5/5q/7rg0jK7quDSPP0vLn+aQPoRGzFmi5R9yc8uf56s991zofNdcau+P6nzaMgCYXwIXQkrwbm8rkDE5CBpBCwO7L1GzAXFEP6ea01nbOam6f0QtI1JyE/jyu/tx3u4uf2Untz7Lx577rcdXrpNk5GtYbYivvUTmnVPLW80kbvFb0PDwuHVXrpF3+/1nDCAAL+b+ZRWev36OToxtTwrjBCC8wjGYdukH1es8QhdSezOtoR5+0YWRDanpjiJjDkD/L3e7iZ1Y9/Vk2/tx3Pa4RsxZouesDtNm1MaoYpFrno+ZaY3dc/5OGETxF49ceFkXTUid+h774jOOxudBaYS6WBsLvPZceoT6T13IBthS0tld1O+uENoxsSM2fD3K671FzcdXjqsfVxlKmtGyC1kmtk1on7UggYvRGz9eIkbs2jCzOkSMXb1HWDlNDPFUsazJqXTo7Zfv4fRq05jiNC9xB1fKno/ldK1jkHnE3TnYVwcoHqpzkKnmrlo3uu38tfmZ1Xo+rHlezuhJeN+haJ7VOap20I4GI0Rs9XyNG7nbPfP9Jj5HwCvG/edtP0bwdp2jRrtMuR40RT6lDhZw0tHERn85Af54kdhXNrAD9WTa67/61+GmdNCsBPa52JKVyPVDJW6/xEXexqcdVrzV6rbEjAd/qzX/WMDKK8drdx7Rs71nqMXMHobo1CEZRo2KZKaBtKd+OEnPz58VPb5q+nYBWlEul3qjkrVpnVPP3Z9n4c9/1uOq1xsr6KNv6s87rvmudj2w67886aXcP0YaRkxaevnaXLty8Tw+ix6bqmd+zo6Nen/kvKppXobxq4M+y0X3Xm5pZPTe2U6k3Knnb3XSsyEhl/1XyVi0b3Xe91liZR+FhNPqzTur5GjXnk91x1YaRG31QOclV8rarCFYWWZX9V8lbtWx036Pm4qrHVY+rlfVRH0I9S8uf55PeQ6LmWqDHVY+rUQLaMNKGkeU9X+XGppK3Xvz04mdZ2fkBrZNRU2/0uEbMuPqz3PUeEjE6o1ruqvn7s877c9/tjqs2jLRhZPmsqHKiqORtd5KYFZDue9TcNPW46nE1uwYY26nUG5W89ToZcR4vPa56rdFrjR0J+FZvtGGkDSPLWqhy8VbJW2/4vl08rCiOHteIkb0/y13P14jRGS13bRhZWdtlW73W6PkaVfRGG0baMLKsyyoXQJW89YYfNRduPa56XC0vYvyAXmsiRm/8We56rYkYnVEtd9X8/Vnn/bnvdsdVG0baMLJ8plA5UVTytjtJzApI9z1qbpp6XPW4ml0DjO1U6o1K3nqd1B6jyKbvqnVSNX89X/1rD9GGkTaMLK+BKie5St568fOvxcmKYqrUG5W8tU7qQ6gVPZdttU5GzbVMj6se18i2HvizTtrdX7VhpA0jy/NQ5URRydvuJDErIN13vamZ1RXtWTAnKZVzSiVvvdZEzbVAj6seV3MrV8hWeq3xL73RhpE2jCzPc5WTXCVvvan51+JkRTFV6o1K3lontcfIip5rj5F3aen5GjHrvD/LXa/DEaMzquVul782jLRh5H2ncWqhcgFUydvuJDErIN33qLm46nHV42p2DdCeQO+S8uf5pPeQqLkW6HHV42qUgDaMtGHkfSfThpEpGfnzhu/Pfdebmt7UTE3QcFzHtE5qndQ6aUcCUVNv/Hl/9ee+212Ho+299eJf36qv5qYloCWgJaAloCWgJaAloCWgJaAloCXgXxLQHiPtMbKssSpvEFTytnt7YFZAuu/6ts+srhjbqdQblbxVzyfV/P1ZNrrveq3Ra40dCUSM3uj5GjFyt7uHaMNIG0aWVxeVk1wlb7uTxKyAdN/9a/HT42pWAnpc7UhK5XqgkrdeJz2PtkrZq+Stx1WPa2Rbx1TrpF3+2jDShpHluaJy8VbJ2+4kMSsg3Xd9gDarK9pjZE5SKueUSt56rYmaa4EeVz2u5laukK30WuNfeqMNI20YWZ7nKie5St56U/OvxcmKYqrUG5W8tU7qW1wrei7bap2MmmuZHlc9rpFtPfBnnbS7v2rDSBtGluehyomikrfdSWJWQLrvelMzqyvaY2ROUirnlEreeq2JmmuBHlc9ruZWLu0xMiunyLgOa8NIG0Zm9TeonUpFVslbb2p6U7Os7PyA1smoqTd6XCNmXP1Z7noPiRidUS131fz9Wef9ue92x1UbRtowsnxWVDlRVPK2O0nMCkj3PWpumnpc9biaXQO0J9C7pPx5Puk9JGquBXpc9bgaJaANI20Yed/JnFqo3NhU8taLn178LCu79hh5FJmerxEzp7TcI0bueg+JmnLX46rHVRtGJk5HKjcelbxVT3DV/P1ZNrrvUXNx1eOqx9XElhGqiUq9Uclbr/GeR1ul7FXy1uOqxzWyrWOqddIuf+0x0h4jy3NF5eKtkrfdSWJWQLrv+gBtVleM7VTqjUrequeTav7+LBvdd73W6LXGjgQiRm/0fI0YudvdQ/4Px7ylj2wtFnEAAAAASUVORK5CYII=[/img]
[b]Bearbeiten Sie folgende Aufgaben im Buch (Rest ist Hausaufgabe):[br][br]S.14/ Nr.1 (ohne Skizzen und am besten als Tabelle)[br] Nr.2 (Eine Erle ist ein Baum)[br] Nr.3 (Tipp: Ausmultiplizieren unter Nutzung der binomischen Formeln)[br]S.15/ Nr.9 [/b][br]