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Custom data point labelling

Posted By Kevin Harrison 6 Years Ago
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Kevin Harrison
Posted 6 Years Ago
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Supreme Being

Supreme Being (79 reputation)Supreme Being (79 reputation)Supreme Being (79 reputation)Supreme Being (79 reputation)Supreme Being (79 reputation)Supreme Being (79 reputation)Supreme Being (79 reputation)Supreme Being (79 reputation)Supreme Being (79 reputation)

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Last Active: 3 Years Ago
Posts: 176, Visits: 1,865
I want to label horizontal bar charts like the following example (ignore the numbers, they should be the value of the bar datapoint)

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JSROBPunyYli2oKpYx0jGB1KumyMkEptrE/L5H9ezBUbFxsL/fjUA0qYz3DR/FwV2p19jXNoDJoFLMGGPsEyYHj3HbUFpug5wIYGLCByW6E0G4J10iyA2oq7Ui0HcEuw/1wR0KwO8bQouy+5xCWakAbvckfH4fQqFxdB88ip5BFwIJ0ZIfaEVXRw/GA7QhMIbe9gM41DMhppsW9fehdXcbTszu8OhR7NrfiWH3NAKhMfQcakX/iBehhDqBKuIZx5TYsEhWLEF9cSGMU/0YV5NbTsTgHzyErbu7MBkIIhgaRceOrdjdOQVfJInoVA+OHm5Dz7B4HJrCUGcHurvH4P3A7n7GGDtbEqBzAKU3A5V3qWUq2wqg4k6g+otA8dViulm9vk3VQMkNQNUXgLJPA5ZGUcgXUsmkHAxu8R0qLYdNTiI4MYHpuMjtgGh9i+CelCpRrB3DUHsLvMWX49rrr8M1V65HQe9b2D8URDzVeEXEVocLLr4C119/KVZZRCvY5YH7uEBOwD8+gtGxAGyrrhLTXYerLj4PjabICYEcwejBd9GvWY61l16H666/CrWJXgwMDWMqOHvCCNxjoiXuk1HcUIMiWz4cYj7bhvxinIxEbBrDB7ag33Yprrz2evF656PGpIFO2RkfxVTHHvSHi1B73jXiNa7GUrvYyBhsxyC9ecYYO1eSWNuYaiCX3wp54Q+Ahv8yM0IEcy3kum+IcbdBLv20+PsvITsuBrQ2QF8kyj4FuerzkEVoyyLY5fLPQTZWqM9nmZCTwY38UlQWiGCLuDE+HUXQ44UvHEd+QymsEb9oHfugk3zoOdKKltYpRK3TGBIhnFSb3GXFRdArFxQwwWSOIiFavLHjWq8hREIx5CXtqK6kKxTpYS6sw6qrL0D9cRfuCmB8eBpGXRij3R1oPTIKb8KLCZ9PtJpnhWp0Cq4Jj9i4iCM01YfugRER7F50Hu0XNSSRpL0HY3E0rmyENU8SP5US1C0sgN5AB9tDcIn3IyVD8I72o/3IAMZ8HniiPnjVXfyMMXZODMWpVrMIX8myQC0UpDwlkKUyMW7iDWDgIUh0Xnb5ZwBjJeTCdWKcaKHHvcDgn4HwCKSSawD7BrUClgm5GdwoQHmtEyZjDFMjIgS9QUQTdiyuS11SMRENYbz7AA4cOIBDR1owaWhEtV2P07+wUUKEefyEMD8572ALWg6nXm8wnI/8/EJYDDMvlkBofAwu3ySmRKj3i2mOdA1jMqiH1dWNdmV/twhryQij4eQ7mPzjvehsSb1Gz1QSWmsx7ObsXT2JMTaPacwiDURjxtWsFqhEcKPkWvGvGOfZDbh3iJD2i8bTCupwlPrXVAUEe8W47aKd0Z+64Irtwy9vys5ejga32EB0lMAqSYj0t6HfH0HIWolSU54IZy2sjiLUnf9p3HnvPbjn7tvxqSsuxvr6AmhFa/b0mGAw0RCBP0CtWtqdHYR3bBiu404108Jk0aFo6dW46ba7cM+9d+IzN1yFS5dWoUiUK5J+jIxMIqyvwZW33ot7700Nd956GVaWjePwYRcSkgYGYwDDA9OIKjsFQvB7o6IlTg+0YpwOjobzcdlNd+Due+/CbbdcjytXL0SNw0gTM8bYuQl0Quq5H9KkaFUfR6wzzbWpAI+5xeASq8O4CG2nSA+x/qGWujafjlcqexaRECtIjeX4Y+As7XI2uGF0otgqQZ7qRr87AktlCcwUpKIlWlrpwETLLnSPDGNosA07X38JB8eSUHLwtOhhspnFBqgP3UdaRfAOorfrELa/9SZaxXfzffmobWqEv+cgegf7MTTSg4PbNuNAx+ixY+Zx7ygmggZoHPUiaFNlxGCyorSsGuH+Lkwm7ahdUoepQ9uUeR4e6URrpwfhCB0nt6C8vhZJzxAGejswMNKH1n3bse9gO0ZOer45Y4ylSZ5J/J8I8KRYH1FoE9HYAF1XX9Kn/paT6jjxr1LOewMzKXeDG0bYSwpgKSyAQVOImpLUnXloF3LV8otxgfUIXnvqGTz3UjOmlt+Ny2rzoMvTwGizw2LQQKO88zzozfkwmw1inASd0QKzxQS9FrBVNGLpkiVwDr6Hp556Di9vacdk7ZW4qFoHU4EDVtGgpvZ7/vJbcO2CSRx5ZxOefepVtJtXYmFjNcqsVD8wPTmJmFZGQXmRaMfPYrTBVrUAq0396HWZ4Fx1C26u6cQ7zz6Np58agLbWDL1otdNrWBouxYULNZhueQsvPPUS9noLUbRoJRozf7MlxtgnXYLOPRWtHo1BDGItRsFMu8uTMTFEUoFNu9KVceLfZFSM5/NVM4lvMvJxID6CWNg/66IwHhze9CKmm27H+sXFKDyNPeJ8kxHG2DkrPA9Y/xwQGgTevVAJYnndnyHZ10Le9XkgOglp1S8hJ0KQWv8X5KIrIFFP8uEngaEngKq7IFEv874HIPX9JlUn32Qk7XK4xT1/xCN+dLx2P+6/f2Z4CIfKbsL5Cx2nFdqMMZYZSWDspdSx6+KrgJLrodxfe/IdpQc5vPuBYE/qXtvUK93cCAQ6RNtjl/p8lgnc4p4nuMXNGDtnSov7WbXFfZFSJEMDLP6fqYur5OmB0U2Qen+t9CCXqe1XfqtoTX9FhHY9MH1INJt/D4lOHZvBLe604+CeJzi4GWPnjHqPU29xOqZNrewZdKqYpE39LSdSx7dpGkLlyiCJIrWTGk0zg4M77XhXOWOMsRQKXuqMNju0CQU1ldFAnc9mQptQUCfD6jjqrDb7qpEsEzi4GWOMsRzCwc0YY4zlEA5uxhhjLIdwcDPGGGM5hHuVzxNKr/LX/4iNFx93TdaMmZ6ehs1mg0Q9SbMgFApBo9FAr9erJZkTi8URjUVhMaeuxpcN09M+sTytWVmeQbEstVqteoe8zIvFxfKMZmd50sqMvpvUMzk738zsLs9YjO5kGIM5q99N+q2L5Xm2C1RvT53jXXS5WnBy3Kv89HBwzxNKcL/3Bjbe8eE/jnTo7u5CbW2dEqbZMD4+DoPBgIKCArUkc/x+P3y+aZSXZ++ewt3d3aiprYFWo55yk0GjY6PKij9frIyzwR/wKyv/iiwsT1lOimXZg/r6euSd/u0Az8nY2BhMJpMSOJnm8/kQEMuzrKxcLcksigf6btbX14nleZa/9TzxndYXp+4m9iE4uE8PB/c8oQR3czM2bvzwcyXT4ejRo1i0aJHS0siGwcFBZeXodDrVkszxer3weDxiw6RWLcm8bC7PgYEBWK1W2O10r/nMo9B2uVyoq6tTSzInmUwqy7KpqSlrG5XZXJ70vaTlWVNTo5ZkFsUDLc8lS5ZkZXlycJ8ePsbNGGOM5RAObsYYYyyH8K7yeSJ1jPs1bPzcxWpJZvX09CjHZDVne9zrDI1PqMe487NwjDtAx7h9KM/ScUTS0yuWZ7VYnlnYHTk2Pgazyax0LsyGQCCg7N4tL8/88qTVGX03abd81o5xi+WpHOOe3WdAawYMpYAuvbt8eVc5Ixzc84QS3K89gI0Xj6slmeWb9sFqtUDK0soxu73Ks99zlzYUrJbsLE9allqxLHVZWJYkLpZlNEvLk1ZnflqWWT7j4QPL01wHlN6cumlHGnFwM8LBPU8owc03GWHs4yF/FbDgPhHeN6gF6cHBzQgf42aMMcZyCAc3Y4wxlkM4uBljjLEc8pEEt5yIIRL0YToQRVIte18UAfc0QnF59h1fZ0kiFvIjGAwj+oHbvspIxqMI+cTz6T7vJ5VENOBFMBxD4oMz8CHEfMVD8LpcykUlUoMfYVERdxZgjDGWaR9JcMc8/Ti69SU89UYLPMelXQLJaDte/fWT2DcRRXTOUA2if/er2LJ1L7rdatExcfgnO7H/9Rewe0QtmtM0Wl97FJv3DWA8qBadFhHasQCm+5vxxO8ewAMPpIbf/XYTdg+7EUiebGODMcYYS4+PJLj1zhKU11ajdKoP/d5ZUZcQwd3ZjrbSJtQ5NNDIMcSiIsDFEE+IUJydinISiXhMGReNxZXxgA620iW44NN34qKq1GQUtolYqg4aYlSPOmY2OZlAXJ0uFhfzMddEiRD8gzvw+FODWPG17+N7f/N9fP/738fXrwcOvbkffRN+sekgWv2JuDJvMVHfTF3H1S/mV5ldQu8jNrvlL+Y3Lt6vuhEgU11ioNOTZt5rYs6ZY4ydFUkDaExibWhQC4gkHutFuTk10N+zb1siaVPPUcYZU3UwliWaHwnq31kkfiCxIHzTrehHA5pKxRdfSCRi6NzxHPLW3IVVxVoMvHk/Hn72Dbzx9hYMa2pQUmSHTR+Fu78L7pEBHDy0F6+88gq2HB2BR1uMpgoDpkeOYueml9BtOw8L7EnEI6PY/vt/x8OvbsG7721BS7IOjWU6THcdxbS1AeWlVCcwfvAVvPLcY3hGTNc6EYO+uAFlVmW2jqHd6507XsXo0rtwy0LTsbvlGMsroW0fgqauFDZrHD1vvIm9u9/BG1vexaExCZaiYsS63sOrjz2CZ97cggPdY0iWrEBNQRwhbw92PPEQjlgvxCLlMtxu7P7Tr7A/bznK7UaMN/8Be3qHsfW1zXjz1Vfxdk8Q+vxi1DjFSmOWqakpDHY0Y3Vxh1rCGPtwGsjFVwMr/h2S8yJg9MVUsb4Icv13gOX/CtR9EzCJlsBUMyTRmCByxR3A0h8Djf8VsJ8PhAchhYeVcQpDmSi/ALA2qgXpEQ6HEYlEsnKznRkTExMoKirKygVt6D4BdKElozGVCWxuH1nnNIslHyWOUkx098NLBUnRypzci61HlqGxIQ/T+x7Gi0PLce3Gv8Z/++EXUDewF21tfZiMKE/HCIqx8JJb8cMf/iXuvaAcpq5WtPlS42aa5vGQH22vP4J3y27H3/y3/y6mvRMNR9/D0aFp+OPKJAp/5zvY3hlH4QUb8dc//Aaurs7D2Lat6PCrEyjCosU7iP4usYHQeOLNBAqx8rYr0VRih3KJCdmDAdRi7XVfxpdv3oBi1x7s652E6dKv4od/83V8emUh+t58CYemlSdTI/t4JzzuOeBF5aU346s//A7uXhhDoK8Nbdm5eydj8xeFc81XgMV/C8nWJArULXGdHXL55yBV3Qn0/wno+x2kShHUNRtFzlsgO6+EtOCvAF8r0PtbSIYioOqLgG1Z6vmMZdhHFtyS1QpriQNl493oEwGWjMfg7m3H2OJFaNR40Nc6jOoVK1EhtizN+jpUVYfg8k3C44sqzy8RW4ClxSXQ6/NFK5fuheuBdya4FQkkEz54J+y4cP1iZQtOr1+IK796Oy6oL4Tl2E2Y/BgbGoO+oBQ1NdUo0JeKrUszdMYxDI4G1GlSZJkWVzGcjvd3mfW+9Wv831/8FD/793/Hs7tHMaUeM68oK0Ox0wmdNoqwX0a+uQILF1ZCby1DSVUd6pyj6O6fSe5Tsy1djLrSEjj1drFRU4s8vYzRSZc6ljF2NmTHheLHJQI7MiFWSLNWhXqnWMFcK1ZKonU99hIw/kZq13jpdSK4RUuQ/jUUA+4dYtwr4vnjQMFK0RrJ/N3PGCMfWXBDsqDAXinCLIquPg/iMS/6O2Ws37AQOklGPJ5E73uP4I+/vR+/+MWv8MyOAYxMJ5FUW9OavDxlULaS6T/xnOMP/SaQSLrhmsyDQT+T0loYLCbotdKso1UyEokkxkVL/KVHfoX7f/FLPPTiVhweS4ryE5vCCciiztkbCJXr78ZdX7gN60u10MrvHxuneUvtWgoqPeDDIQ20GvFYrCD0RhPshTb1uPyHy9OJukVdNNcarUZ5v3T7QsbY2ZMm34bU8Y/Kv8eh49a0i1uOK7vAEaGeruK3al4gniTWJZaF4kdpAqIisMNDSt8XGErE6oWv9sWy46MLbvHSeosN9rJihDu64JoeQkd8AZpK9ceuMVy19kbc/Jnbcfvtt+PuL3wFd1y2FLX2072+MgWnFbOv+38qjgVrcPENqde6854v4K5PXYP1tcqOb5VetNhLUVk3Bdesxq7OYofdLlrweg00728NzGKAwaAXLX71oZCIxREMHLcf/rSFQgFEImJFwRg7N3HxG4yK1nbi+D1rSjhracUhwjoRFFvJ6u9NS51exI9cV5CaJhFJhbbYYFc6qCkd2BjLvI8wuMV3X2+BuaAERZ6jONjSg2hdI4rF70FCPqpq7Zgc9UJbYEdJeT7CPfvQPTAFb2TOdJyDRgR3PgocLuw5NKBccxfwoe31x7Gt3Q11j7tgRlGJXenZHU1q4Sh3QBccxmDbUQwFZi+ePOhM+ahtqsXIG49gy4D4PasNZl/bdhwaDxx33Px9ZpgtEvzhMfQNicSPeeAZH0TfeD4qy/KRp7HCUpAUGy6021xUOHAIB1xxRGado+7r6MGwx4sAQpgcn4JG1sFRmL3OKYx94sjqHi0KaBpIIiz+T/xGKajpX+pJrowX6yTqtEYtdMay4CMNbpHcMFoKUe4MoK09gprGEuiUEVqUrLkJq42HsHXTE/jzI09i25QIuPx85M8+Y+OUJGgNVtRdeClqel7BY48+gkceeRpvTdlRZBOvq/4WKeDz69dhSWkck/tfwOOPPI5XD4zAZ6lC+Qm9yvO0JhTWb8Dll5Zh8pVH8OgjVOcjePqtaZRdfCPWLylC4Qc6Q+ahoHYR6oqN8Gx/Do889izeOTqJ/OWXYKlTB52Yx+pFCxDc8bSo6894pNWCBSUSju3dF4zWALqa38ILjzyBd4eNsFcvRoN4LmMsA5Jiq1457i2CWWdPDdTSDvWnQpvGUVBrbYDeIX7ioqUdnRQt+NPrs8LYufqITgebQcds9bA4ilFcUY/GKgdM6umQGmO+aFVaYbOXoKSkAjULFqKmNB9mnQZ6cyHsJWVwFphh0KYCuqC4DEWOAlhNRtiKylFcbIfVkAeD1YmiAlGPGF9aWoHahYtFMOaLeotRVFoGu1UPvdGs3Aaw0OGEQzy3qqYetdXlcJhP2K6R8pCnM4tWvBP5JjPsZaJOMVTUNmLx4nqUWA3Q5dFrOuAsLYXDZoRevB+N3iTqF/Nst4v5rkRV7QIsqKuEXWyESHkaGGxF4r0UoqisHGXV9VhcXyXecykKxMLw9+/DiL4e9bViqBTzVr8AtRVFyDceP298OhhjZ6lgNVB8FRDoBEZfoJUPYFkASQxKmakaUun1wNDjkNzNyqleUv5SEeCjYlpT6jQyEerS+OupMsKng50VPh3s9PBtPT/m+t/9PbYn1uD8lctQ7zz5MTS+rSdjZ4lO82r6P8DYy8D+byhhLNs3APXfEiNpN3hcOZZNHdkQ6IJsqgMavgMYK8W4pGihhyGNPCsS7o33W918W8+zwrf1PD0f7a5y9qHsDeuxZmEVHJbM/2gY+0Ry7wRa/5doUT+Wekwh7d4Fqed+SKPPieF5SN2/SLW+RYhLwS5Ifb+HNPRoalz/74Gpd3lXOcsaDu6POVvlMiysKkaBkYObsYzwtQAiiDHxplogJPzA5DvAwJ+AwUcA714R2jM9RmVg+gAw/KQY95CYbnPqGDdjWcLBzRhjjOUQDm7GGGMsh3BwM8YYYzmEg5sxxhjLIXw62DyhnA728q+w8bzdaklm0b3BdTq6PK1akGHxeEK5FK6GrveeYXQd+GQiCa1u1lVwMiwajYnlqcvK8ozH48ijaxJkYVmSrC5PsTaLxqLQi+8mncmVDXMuT2sTUP1FoOgytSA9+HQwRji45wkluDc/h403VaslmTU8PIyysrKsXJSBuN1u6PR6WC0WtSRzQqEQgsEgnE7lBulZMTwygtLSUvXGOZnlcrlgMBphMc++Fn/mhMJhBAIBFGVhedLqjJZleXm5CNPsJLdLfDfpoiHHLU+6wxjdeYzu451GHNyMcHDPE0pwNzdj48aNaklm0Y950aJF0Gqz0yodHByEyWTKSpjS1ZtoBVlbW6uWZF42l+fAwACsVqtyJb9soKChjYW6uszf9pJa97Qsm5qashI0JJvLk4Obkew0lxhjjDGWFhzcjDHGWA7h4GaMMcZyCAc3Y4wxlkO4c9o8oXROe+tJbLwuG7f7kzE+Po6iouKs9Sr3Tnuh0+pgzkJPaLp1Yigcgr0wO523SGp5OsXyzHwHII/XA4PeoHT2y4ZwRCzPoFieWei8RaszWpYlJcWQpJN8N811gH1t6tabacCd09KHO6edHg7ueUIJ7pf+HRtXvKWWZBadl5ut84CJnEyKb6uknMudafSToCFbGyVEWZ70elk4g4l6XtNyzMayJNlenh/63Sy6Eqj7Ruo+3GnAwZ0+HNynh4N7nlCCm+/HzdiHK742da/swvPUgnPDwZ0+HNynJ3tNCsYYY4ydMw5uxhhjLIfkYHCHMHpkG954+s/4859nDc+/gXfbptRpTsWP7i0vYlf7JLyRIAb3vo09h3sxFlBHp4u7E7s3b8f2lmFMq0WMMcbYucrB4E4g4BpBIGGAs24FVqygYQnqCpMIdO3Hh2d3DN7hXox7w4jEdcivqEdFSSGsOnV0WoQx2jWAieFW9IyOYHAyqpYzxhhj50bzI0H9O0dE4e7vgk9bjppla7G0rgQlJSWwa8MIuoYxoq9Do1ODaHAC7VvewvbD7UrHrfaADfXFFrhaNmN3yyCGXaIdbHMA4jkB2QSj1YDQQBd6246gtacdBw8eRfugaJXDhkp76rSZeNiPwf2v4t09VOcoAoE+dPgLUZpvgFYzq4dueBhHWj3QWDWQJbFFIFtQVmKBRmw0+MeH0L1/PzqHu3C4fRAxWy0cujBGDryMd3an5tVvqUeRRYNUx9gQhg/uxJ69B3CoVYwfj0BjtMJh1SsvNWNqagqDHc1YXdyhljDG5mRpAOwXAMZyteDcUGcxvV6fldPr6FTFSCSCgoJsnPaZMjExgaKioqycFUD3CaAbthiNRrWEzWWeHOOWkUgkkIgnRdhpkIz44eo9iN3jeSgucqLI7Efnjr3omY4jz1IIi14Dk1W0ssXvzD/cicERF3zROHzjPWjt7MdY2IjiYit0EReGD3diJAylzqnuPdjeEYaluEjUG0P/jt1oHQ4glji+Y753sBNT0MFWswQ1+gSS0xNwK43uBELTY+hpb0O7Kw9FDjvMIpg9XbuwpSUIc3GxeF1gqHknelwRRJO0DXAEBwY8iOnzUZwP+MTGRVfvKNwx5aUYm8fyINs3AAu+CzgvVcsEQynkslshN/43yGKc7KRbZ6obzpLYWHZcCrnhe5AX/g/I5Z+DrOMeymx+ydng9o124dCOt/H226lhy+EBTGgqsbiE7sOrgd5SgkXrLsKGDevFsAYNkQ70uhIwVzWhMt+I0vrlqC0pwPEN1xgksxOVjWvFc87H6gUOWAKDGJpOihb8JIZE4EYqLsaFGzZg/YZVqC8UreIPnArrxXBXEIb8AjgrqlBemIdYeBID4zMH0eOQ9AbYa9Zi3eplKDe4MdhyCIGyS3CRqHfDhotRFtyP1iEPQrEkJK0N5YtXYc0FF2LDhedjmTOJ+PQUpoJqdYzNR9oCyMVXA7VfA+q+CRSsSZXr7JCLrgIq7wKsS4DC84Gar0LOX5UKbdsySAu+DdhWiJb1QjHuyyL0rxD1ia1exuaJnA1uWU4imRSt7MAkhnt60e0xomzJUlSL32ee3gJH1RKssY5h67ZmbN3XD7/sRzBEF4JQKzgJq9kMm3LPZy002jxodWGEIwnEYxEE/FrULKyASWzdS3Cius6CvBOT2zeEwQk/Jgb70HZgLw73DqCvfxRDAxOYiW6DQQ97Aa1IkkgkgnBPTkP292Lv1q3YurUFo4lpjHuCiMdlGEoWY3WphMmeg9i6qwV9E5MIxmIQ/zE2b8m0K7voSkj5y0RYzwpd8wKg9AaxQSt+o0NPAq6tkOgqaKU3ih++ASj7jAjqi4CxTcDgo5CMZaLsFvGjK1YrYCz35Wxw55cvxKoLr8E1V12Bi85bivpSG0yG1L2ME5EAxrv2Yi/1Fvd64fX6EE6I0FbGnj1JLK5TXywsCldXL/wmvVixSIiK1w7lFaCADnNPD2HAG1enO4HYmogEaD5Tg7ZsNRaV5cOok+AbbsGRw23oGZ6AyzuNQDiGeFJ9HmPzlCQ2auHZBQT71BKVqTLV0o55AO8ewN8JaMyiRS5a3Hl6Efa021zw7gemxZCMiJXFcrEdbkuVMzYP5P4xbnMxquorUWOaQMu+dowHkiIEJ9C1rxlH4otx/Y034KaLl8BuyDuHNysCW6uDwRjGUO8UImITQIZoFY+GRat/1uZAbBId/SE46tfgqutvwk03pYbrLq6HPc+Nvj4Pjo9uMU+ilZBvtyG/9gJcrUx/NS5YXIsGsSGi18QxdmQr9g6Llv7KS3HjledjSbUdhsxfwIixj9bEm5BGngFCA2qBSmsF9E4RyFHxe3OLrXS/SHmxwa4vEv+KX7ipSkwkpcZRuMsJMc6RCnXG5oncD25BV1CM8mIH8sePYnfbJMKSDKPeBrMhjP6WVrR0jMAjWrWphqoeFupBPtWPcU8A4ZM0go+ngZ6OfTfUIdLdjIOiztaWDvSMhURwq5MIwZEOjGqqUCzmpXBWB1OrswyFRgPC4wOYCKuFijzojA5ULW5EvHurqLcFLS0HsWfPQQy4ooglY9DpaNe9BO/YADra+jAi5lm0IRj7ZJLEVisFNe0/k+nHR4MIauWGIvSvGtDHxhE6nHXCIS3GclgOBrcG5sJSOJ3UO1wtggWFJfWobyxGcmoCcUsxFixtRGJwD/bsP4R9scW4el0DKvKpM5kFlYsXwxTqwxj18MqvgNNuhUmrgUlsADiL7GqHtTwR1oWwl5bDbhSvaixAyZKLcHGVB2179mHP3gBsdSbRCtcdWyf4vSEUVhXBUWDBcaeF20pRVVWMGksMETlVZ6F6tgMdj3cuuQxX1PtEvWJ+97QhuvharKo2w6yzoHbpCtgS4+g+IsaN6eCsXogVteK9p/W8c8ZyBLW0kyHxmxPhTbvI88QPSRZb31HRwqYOLHH1ckc0TmMR04lVXMwrnsOdQtj8wTcZOU3JeBRB7zg8Yp1BW/uy7EXbO83Qbfgi1tcZYUwdXv/I8E1G2Ly07J+AqnuAjn8Gun+u3CBEXvjfIUUnIbf9WGx4L4W05P+BPPQ0pM5/hrzqt5CKLoK88y4gEYS0+jeQA12QWv8OCLSn6uSbjJw2vsnIx9O82FWeDbGgB727XsALL9DwIjZt2grX0tuwoc7wkYc2Y58YwR7AvYOOjwHlt6ROB6MObOOviK3rCDD2Yqr1XXIDUHpzqoU+/poom1ArYCz3cXCfJkN+CZbf8Ff4q79KDX/5l9/Enec5YdDysTPGMoY6mVEHtZld4KL1jKFHIU8fAejCK8ZSyL3/Ccm1NRXcQ09AHvgTYBeBXnQp5OFnINGpYVQPY/MEBzdj7OOr/R+Ady8C+v+gFsiQpg9BOvJfITVfD2nPFyCNPK2Oo2N/EUid/wJp+01i/I2Quv9NtLYn1bGMzQ8c3IwxxlgO4eBmjDHGcggHN2OMMZZDOLgZY4yxHMLBzRhjjOUQvgDLPKFcgOWNh7Hx8uOuqZohMtxuDwoLCiBl4eb6JBAIQKvRwJCFG+xHo1FEIxFYbdm7MYXb7UaBWJ55WViefr8fOp0OBoNBLcksWp4RsTxtWVietDrziGVZaLdDkk5yqqatCaBbg5rTcxETvgBL+vAFWE4PB/c8oQT3ls3YeM+NaklmdXR0YMGCBVn5MZPR0VEYDUaxQs78D9rn8ykrx8rKSrUk8zo7OlFXXwetNvNX8xkeHoHFYlY2FLLB5/PD6/WgqopuAJJZclJGR2cHGhsbT74RpDGl7s+dphuPcHCnDwf36eHgnieU4G5uxsaNG9WSzKIf86JFi7ISNGRwcBAmkwlOp1MtyRy6tSqtIGtra9WSzMvm8sxm0BAKGpfLhbq6OrUkc5LJpLIsm5qasrZRycGdPhzcp4ePcTPGGGM5hIObMcYYyyG8q3yeUHaVv/syNn5mtVqSSTL6+vqVY5bZ2h05OTkJvV6v7EbLNOoIRx24SktL1ZLMo12EdEw9G8tzYmICJpMRVus5dhYzlqc6eNGtNU+Bd5WnD+8qZ4SDe55QgvvV/8TG9T1qSWYFgkGYTaaT99xNs0g0onQ20mkzfyPyeCKOeDyudIbLlqBYnnQMPxvLk3p400r4nI+nl1wLlH8WMBSrBXPj4E4fDm5GOLjnCSW4+X7cLJuqPp+6r7Xp1L3FObjTh4ObET7GzRhjjOUQDm7GGGMsh5xbcMsRuHrb0N7WitbWWUP3KDzBKJLqZHNLIhbyYnKwDxNBGcl4EFN9HRj1U9enM5VENODC5PAgpkJq0WmLwz8xhPEJD/xRtWiWZDSI6ckh9E0G1ZJzEBN1jY+gb9CFM55NxhhjTDiH4JYhy160vf4EXnl7O7bv2IVdu1JD87Zd2N89Bm84rk47lziCrl4cefd1HByTkYj5MHJ0L7o9dFxFneS0ReEdbsOhbVvQcsb3zA9h+NB72HeoAyNio+FEcf8Eeg+/h9eOTKglZ0tsXLiH0LnzPbzVfBg9/lMtG8YYY2xuadlVXnfJXbjz3i/ii19MDXeuN2Kkvx/9Y34RV0lE/G5MjgwqV78anfQg8IGWrQStoRC1ay9FU5F4pHSsjSMwOYKRIfV57gAiQR9cLi+mQzFRa2qasN8Lz5QPYSpIRBGZnlSmHxwWz/XMvm43tayHMazWN+mLInaSXQLxsB+ecZpuGGOiJR6clbFyMiE2OFJ10OAKineobGhQ+ZSYlzGMjAxjwhNEZHY2J4OYGHfD5Q3D6fCjo9UtnjGL2FoJiXqHlPkbw5SoZ3w6jFgitRUT9U9hYjT1muNuH0Kc+4wx9omk+ZGg/n3m5CAG9+1BsPoiLCjSQad2OpQSbgz0x2FzOlBoDqB3zzY0b9mO/S0t6B33IW6uREmhRrRmJzHaN4xk9WpU6oex96lH0FZ4CRY5gJi/FztfeRk7DrTgaNsRdLj0sCeHsHtfH9wwo7gkH/rkBLr27ceh1kkkrVqE+rtEwHtxcP9utHR0otVlwYrGEujyZER9Pdj+4ibsONSGlpYDGI4Vw24vgNUYh7u3Ax44YC+rhF0bwljnXuzY8ia2H+rFwNAovEkxr9YanFdjQ9gzggNvPoa39nWjo+0QJlGH0iILjFofWl99Dfs6WnDgaCsmk3YUOouQr97HIeEfQf/QJDz6SjRW6DHVG0DxwnKYadNJFq1x3wQOvvFnpd72tgFMDh3AAX8JqovzxbsNoHvvG9i2fRf2HWnBkAfQWUtgt+mgUc8empqawmBHM1YXd6QKGDtGfEkMJanzrpMR8X2LpYo15lQ5DXTtbkLjiaQV5c7Uc/TiB5mnE1/iQGrcjPyVgP0C8WU89bn1dPpZKBTKSk9h6gVN56kXFxdn5YYthHp50zUG6HS+TAuHw8ryzNZ15gktz6KioqwsT7rcMN38xpiFmwnlsrR8EtGgaAWLBU4LnYbOI21waWUYLXp4W3bhqEeDqqu+gG997S5cVJmHoT1b0e491f7wJHo3P4ODBRfi01/4Or71rdtxngjpSZhQgCDibjfcdFxchJVLFiuY+kbUiXVQMM8KqXa9mP5r+PLnLkBt1x7sd9OPOYHuN5/E/qIrceeXv4Fvfel65Pdux5GeYbgjs+dDRnDoEFo6JxBv+Cy+8q178KkrFkI/5lPGJsIeDO99GdtiV+GL3/or/NW3boVt54s4MDyNkNJ89mJUuxCX3vR5fPbixag6dn2LJDwjI5j0iE2OBQ0os+ajODmAbleq2ZyI+jG6+xm8FbgCd33jL0W9l6HIF0FelCpNwtv6NnYPF6D+snvxF9+6F+tsAYweOoD+wBkfU2CfNCKAZRHMcuMPgPXPAY71qfI8PWTxe5Cbfgz5vD9BXvkLyBWfg0xhLoktcHM95Ib/CnnNH8XwIOSF/x2yloI3O+ftM8ZOLi3B3fX2g3jw97/Bb36TGl7oKMKK5cvRUC4hMK1DqaMSNZV2sfVeirLKMpQVuDBEvdBOygXXhB3nLa+HxUx38KnEuts+hYtWrcMFKwvEyiWIKVcAk1MTovEQQ2VpkfIsm8WC2soK8ZcWGo0VBYWiHo8IN9mFqXEnLlhVD6NBBH3+MqxcmIRv2g1fQG19KEJwT7kh62yob6iFBVYUOmqwZAVt3cYRi7ox1O9D46olMITCCIfKULHAjf5hNyJKyAI1FeXKfBxHFhsYk3ER/BWoKTeKdakOemsA+w8OiFhOIBEXdXRPY+lFa2EXW7WSaMWvXFcCk4UukOHD8MAU8ktK4LCZkQxZYCmUEM9zYTwdHebYvCZbmwARzlL5Lce1jOX81ZDoPGxJrAL6HhBNuWFIlXcAzitEC7tYCXGp5Bpg4E/A0J/F8z8LVH8p1fJmjH2k0hLcTTd/B/d97wf4wQ/U4RvXY02NHXr4EfBHRMCpEwp0P+VT3+eYWpFuuKZkJOY4Bm0pq4QxFENwqgOD4xrEI2UoLVFHzokqEfVNihb6rAZqfkEhdLq5butnhskowvGE7J0RD/tw4Ol/xb/+a2p45mAU4fipWyHy1BSmJlvRfPg1PCye84vfP45Xdowh1tOLXmWeNJAkJ5yOk7dnBnc+j0f/I/Waf9y0G21TIuCzdNUylsNqvyK2R/vFF/eEjbzC8wBrIxDoAMZfA/ztYsO6UpSvFv+WAUWXi+dMi3GvApPvpVrhpdeLf8/xamuMsXOW4YMWVhHSBpjM6kMhLFLc5xMrhJOiMHLAWSRBM9fcWctQbghC7mvB0aior7wEp8xt5S2K+ool5M3KOa/HjVhsjvO/EEAo5If/hMN5M7QmG86784f44Q/fH75+RS0c5pNdVSgoWul98OdV4eavvv+cv/76rTi/rA279nvENAnI8iQmp1KbLXOpufA2fPHb7z//u/dchw21sxYsY3OQjvw3SO3/B4iMqiUqCmedXYSzH4iOi3994sttVVrb0IitVlON2OaNi+eNATHxxaSNRHOd+DfDqwzG2IfKeHBbbDEMTw6gd9AlUnYEo4OjGPUUobpCrCROygFHsQu7DnYjEKRwnUbrqw/hjR0dGPJZUVpugNszgoAvjrKSog856ibGSiK4SybQvLdLbDjERGofwoF2rWh1O2Gzzm51m+AockISK7Gejh744YN7qhdHlHDVQq93oLo2Hy0792Nao0GeZhoHHv8lXj86Dd9c2wAkOImJoAWSvRGNZRrlsoE00F6HipIKjHcOwK91oK6xEEe27IQrmRTh3YN9okUeDNAx8HxU1hbBPTSIkUk34poIhve9gffe3ooWsT5l7JTkRGo4UZ5JDOK7L4vvWDKc+pda1VRGrWoKb9qMTNA4+nKL35Em852vGGMfLsPBLaF42QascsoYev0P+NmvH8GWQRk16y/FItup4lZC/dV34fzprXjqgV/iZz/7T7wwWY6yihKUWSRYS8tgr1iDxooa1BZ9+FuQxAqp4brP4wLXm3joP+7Hz373MvyNF2HFggo4jttbLsFctQrLF5VC3/UUfvuzB/Hcm51IVKWODWpMhahY+ylcYXwDD/zsZ/j3nz2AvUXXY22dBZaTHPqbGujGVMgHY2kpbLNmVTIVIL+6Hk3hXTgwKjZGzr8DNxS8jYfv/7mo9xCS9RZolFa8hPwl1+DC6mn0bP4jfvWz3+DFLgmmuhVYmPlLI7P5Sgl0OowkvpSSGtZKiFOvclFOfxM6pi3Rl1uE+Im72xljH4lzvMlIHCG3B3GzExb98bui30dXSAsgGAwjKtYHGr0JZosVRq2MRDyCSCAM2VwAs0bUNT2NhKjLpoRpAiGvB8GYep603oICixF6bR5Cfc3YMSDDXLkC6+ptYtUj6oqGlda0ZMqHWScjmYgh7PMjaXYg1agW9XncCMTpwjFUnR1WoxaaPLrqmg9RGKA3ivpFViaiIYSCfoRiUqqFrNNAFq2NQrNOrOvE9P4pTKtnzWjNdhSYteK9J8TrTSOuFe/NoIOYTUU8EkBYvKZGb4ZJN3sjg64WF0U4EETSJOZFzHPUPwmvcup5BD1vPYWRhjtxydIyOM0S4qFpBEIRUB+4PFqG5uPr45uMsFO68GUgfzmwdyMw8ZbSY1yq+RLkoUeBvj8AVXeKx1+GPPBnSJNi/Ip/hyRa4vLuL4gfixPShS9C9uyHtOce8QNRA5xvMqLgm4ykD99k5PTMTpKzoIXJXgSb4WShTfKgM9lQ4CxWzq10FFBoU7kIRa0R5oJC0VqVIIkte3PhTGgTDUwFTjiLUs8rLjCL0J5C6+ZNeP7Fbvjz7KistKhvQNQlwswiPnCRrcrjPI1e1DcT2kTUV1iEIrU+CtvUMfQ8EeIFsNJGgfq9pLqshTRdERwOEcw28UVKVSzmMw+GfHWexGC3UGgrz4LRJgLY9H5oE63BIuq2nhDaRMyj1iDevx0mOYCuzb/Dg489h+eeo2ETWvIvxep68drG1ILVig2SAkfqNZ1iGX6wPsbOgL8FCA0op32h6DLxb4N4PAh49wDRKZEQu8WXzpoaZ1+faoGPvSj+nX0WBmPso5Bja/98VC47DxffdCXWL6tFiX5+hFeezojSZVfj6qtnhutw9fomVBQajtsIYCxtXM2QR58HdA5AtLSpVS0PPw3JvVM5NQxDj0OmnuY1XwHKb02NG31ONGnVXeiMsY9MjsWCAbbiclTVVygt8JMcVs45Up4G1pJ61Ne/P1Q5TNDNXBaNsXPV9r+BfV8TLeqDykMp5oY08hykzp9A6hBD108hUYuaTgFLhiF594nyf0qN6/xnSD2/BiLj4pnncGSNMZYW3J5j7JNAtLCV87WjM3fhEQFMp4hRC3vy7dSucSWYVXR502kR8pNvAVPvAsFudQRj7KPGwc0YY4zlEA5uxhhjLIdwcDPGGGM5hIObMcYYyyHneAEW9nGhXIDl1d9g47oWtSSzQuEwjAajcgnrbIjGYsiT8qDVZv4iEIlEQhnoHsvZQvdZNmRpeUajMWg0eed+QY3SG4HKOwFDqVowN74AS/rwBVgY4eCeJ5TgfudFbPz0ErUkswYGBlFRUaEEQDZMTbmUILXZTnWN+/QIBoMIBALKxW6yZXBwEOXl2Vmek5NTMNJd+qwnuQXe6aIbkVga8GHXMOfgTh8ObkY4uOcJJbibm7Fx40a1JLPox7xo0SLRAs7ObR4p2EwmE5xOp1qSOV6vV1lB1tbWqiWZl83lmc2gIRzc6cPBzQgf42aMMcZyCAc3Y4wxlkM4uBljjLEcwsE9n9AdnOK+zA+xaeQlA3OPy9BArycl/HOOS/dAr5Ot15oZNFlcnsfeH92ek+7LzRjLKdw5bZ5QOqe9+Sg2Xp2FzmLiGzM5NQWHw4G8k9/PNa18Pr/ScctkMqolmROJRJXTswoK8tWSzKOe3nQL2by8zG9LT0/7lB76RsdSwHkRYKpWx2QGd05LH+6cxggH9zyhBPemn2Lj0k1qCWMfougKYMF9qfttZxAHd/pwcDPCu8oZY4yxHMLBzRhjjOUQDm7GGGMsh3Bwp40P7W8+gUde2Y3uiaBaRsIYPboFze9uReukWoQg3MN78NKvf41f0/Cb3+E/nzkIjxiT6nDgxZFND+KPv1XHzwzPbMXhwWllCsYYY59MHNxpk0B42gVXy3vY1zGCsYBajCRiIT8CPj/CcfEw5sFo6z5s2ToGx5W34JZbbsGnrr8CF1gO4fFnD8KdSIrwTiLsmYK54WJcfl1qGhouKppC+9F9ODjA4c0YY59UHNxpVr64HnLvCEaHxuFXy2YLuscxPjoM48LzsayxClVVYqipwcI1K1A+9h4ODiYRT6amNRWWoqxCnUYMS1YvRll0GpO9wxiPpKZhjDH2ycLBnWYmeyOa6vIwMjGKgfeb3aoAfG4XJsYNKKouhk095VrK08LoXISLrrsaix0aaE5yarTBVouq4jzkyR54Zu+NZ/OcBrLzCqDp78WW4W1qmWAoh1z1JcjL/w3y0p9ALv8M5Fk/abn4elH+D5BX/Bxy3TchG8pEaZbuw8oYyxgO7rQzwd64CJWaEUyNDM7aZU7iiMWARKwQ+cdd20MS4W2Es34Jym0STn5NEyMMRgkaLd0vWi1i85vOLgL5VqDu60CFCG3rolS5vghyyfWiTIyjn7GuEFLNlwHHxbQlCLlgLaQF3wa04osmJyCVfxYovUk8z5F6PmMsZ3FwZ4KpCA1VhUiOjaKn78Rd5knIcpyDl50W2XEhULgOkqlKhPCse5HTvbBLrlE2+DD8NDD5rgj1JalwljSiZS6COn85MP6GGP+UeK5ZTH+daKVTq5sxlss4uDPEXLIIVfkJBNxDGPaIZrbCCKNJD5PVC+9x/ctkJBPT6N3+Jo6MJ5FQj3F/kA++6STiUT30erWIzWtSeATSxGuAv00tURlKRFAvBuJis9B3GAh2AxoDULAiFdx0KVP6198ixh8FEmEx/ULRMs/eZVwZY5nBwZ0pejuqFtfAIU1jsm8IU0pnMgNsjiIUFQFjR9sxpnYwkxNR+Pv2YcuBEYRlWT0l7IP8I23o9ciQLEVwmtRCNr9594nW9GZABPhxNKIFrbOLL4/YKIx7RTAHUkGto13hkthGrBD/iH9jYgsxLga6mYi2QJTxFh9juY6DO4P0jhrUlhTClhfGdDRVZrAVo7y6HjbRgtqzrRnNzWLYvgs7D7uQv/ISLCrOg0b9VFy9B7FvtzqNGLYdHEXUUYXaulIU6lLTsE8oSXxJKKjJzJae8q/6QKKej9RZ4mSbgYyxXMXBnTYGOOqaUF2aD8uxRo0ejppFWHb+hVjRUAWnaCRBa4G9aiFWr66FKTCFqakpuDx+xJyrcfWFdSLkJbG61aNo4QqUmyIIeVPT0BC11mPp4sWoL6aK2CdaMpLaTU4BTce+qQVOt3WNTKTGR93i/0RoayxivC0V8jFX6nmMsZzGwZ02JlStuQwrFhSjwKAWEb0TtcvWY8P5y1A9c3hRrEwLqlbiyk99Cp+i4eYbcOPF9RCrWJUFtRdcg2tvUsfPDBcvQ10RhzYToiKEg33KhqDSKc1cJ0I5DHj3irxOin/3i38TYlxj6lh4nvhS+lqUCwAxxnIbBzdjuYhCe2pzqiVd8VnAcZEI5lZg7KVUy3vkGTFNP0CnjJV9RrTOA8D4q6JFPqZWwBjLVRzcjOWCYC/g2gaERBiT8BAw/AzkibdTPcxF61ru/U9Int2plvb4K5D7H0jtKjcWQx5+CtL466LFTbvQGWO5jIObsVxAIbzrLmDwEbVAhhTsgtT5z5D2fQXS4e+JYBatbZWEJKT+P0A68A0x/mvi798BUfX4N2Msp3FwM8YYYzmEg5sxxhjLIRzcjDHGWA7h4GaMMcZyCAf3vEFXyIqn/mSMMTZvSbKg/s1yWHt7O5rffBQbr1Ivg5lhU1OTsNsdyMvLzrafz+eDVquFyZT5i7RHIhExhJGfX6CWZB5dGc9ut2dlefp809Dp9DA6l6VuRkJ3Gsug6elpuFwu1NXVqSWZk0wmcfToUTQ1NUGjyc5vYWBgAFarVfn8Ms3j8SjLs6Yms5/ZDIoHWp5LlizJyvLs7+8Xv7t8FBYWqiVsLhzc84QS3Nvew8bP366WZFZrWxsaGxuhzdLKcXhkBEajEY4srBynRbB5PV5UV1erJZnXJpZnQ0ODsnGSaUNDQ7BYLCh0FEG5oppyXfPM4eBOHw5uRnhX+XxCK2CdaCVmYUjmWQFt/pzjMjHQ68ka25zj0j3Imnwks/RaM0OClucc5ZkY6L3J9NnRxVkyHNqMsfTj4GaMMcZyCAc3Y4wxlkP4GPc8oRzjfudFbLxloVqSQeIbMzg0iPLy8qwdR3RNuaDX62G1WdWSzAkGgwgEAiguLlZLzoChDLCKz0B3Zsfo6DjiokWLsnKMO5vHZAkf404fPsbNCAf3PKEE9yu/wcZ1h9WSzAqHwzAYDJAkSS3JrFgshjzxWposBFsikVAG2lA4Y44Lgcq7AdsSteD0cHCnBwd3enFwfzxxcM8TSnBv+ik2Lt2klrCPRMl1QP19QOEateD0cHCnBwd3enFwfzzxMW7GGGMsh3BwM8YYYznkFMEdR9A1hM5927F9+6xh9z7s6/Oq08wlgqmeI+gddsMXVYvSKgbvUCeO7jlhvvYfRduoX53mbMQwPdqN/t5BTIXUomOSiIVcGGo5gFO+dWGqp1W8d5fy3r1DPejrH4brA/UxxhhjZ+cUwU1B1omWPbtwpHcCExOpYXR4CG1HduPgwLQ63YmSCE+L0A5GEEuoRWkVwWT3ARw+cBgdAzPzNYqB7ja0HmnDWECd7IxF4eo9grbWToz41KJjZCTjEQQ8Lvg/ZGNkVCyblu4xeMKixqAffn8QIbEckup4xhhj7FxofiSof58gDv/EELxBLaou+gyuWrcYixcvRmNNCczevXjnQBx1i6th1kRFK7Mfbv8UhoZHEZQsMGi1MNkKYc0LYMIbRCSphdlAHRuiCLg9cE+Fock3QYoE4BpqR/fgOCZdbsQMRbAZ6LVPrNMKk14HrbKZEYW7vwshywIsvfAaXLyG5qsBleYIgkPdGDEvQr1dowStZ6gVXQPjGBfhHjUWw6qXoHSCjrkx2DuAweERjHmiyNMbIIdE+He0YsAVhSTm3Uh7HMaHMOmdxOikD0lDISx6DYwFTlEPzYfYgOhqR+/IGMbGx+FNmmBJeNDddhQjQUmZLt+kg8liEYNZLJMEotNTGOntwcDoOFzTAVGnXdRJGwUhTPb0wR10YWBgBOOivvGwDvlmA7QaMcMxL0YHBjEwOIwxdxhJjR4mUffsra4J8Zzuw+9gbXmPWsI+EpYGwH4BYCxXC04PbYA6nc6sXKucOjdRj/lsXPed0LXfQ6FQVjocUWcqWpZ0Kl+2rqOfzeVJZ3PQ8iwoKFBLMo+WZ1FRUVaWp9frVc5Wocsbs5P70OCemApBX9mEqvxUaZ5OA3OhFf4d2zFZvw41Fi8OP/c89k26MCJCNmGzw7v/HfRFCmHTekULdhjTCRNKS6zQxCbR29KB1p4onHU2hAdasVfU0zHqwpQIyamAE8Xl+TBpvDh0XJ3VKC40w6h0uE0FtztuQ0F5NYrMVCYhEXLD4xUtfXM9GgqT8I10YtfW99A+6sHkeA8mph1wlhXApI3D17MD23Z1om94EN09Y0ha7NBHRtDf1Yn+ySBgNkP2udC/dztapzzwTvuREF/ase1vYNBxgag/Af/oAWx5ezcGJqYwNtaL3lEN7LpRdIkNgjF3ALrCCoT7DovxfmgcNbBjEn2t+7FvXyuGx0cxOjoKd6IIJSVmaKLjOPDsi9gnXmeCwnmsB0d64iirKhXhrUNwYB927WlDR/8g+vpGEdFaYC92io0meu8pY2Nj6Dj4FtZXD6gl7NTEBhHdXCN/mfhTrJDExpFCaxXh25g6nctUKcbp3h9Hm0rmWjFOPMe8IDVt3CfSYtZd2Ti4P4CDO304uBk5i09CB422BBU1XvGFVYvgxZRpFW741O24oqkIBTPL3FGO8mQYsncKUzGxjnO7MB0NIS4CyeoZRH/rEYw5r8Hn7r0Ln7lpPfT7NmH3eAxJ5Qw1L1ymlbh+pk6lJf6+SMCN8eE+EWQ0dKGzfxSTASMqHSbEAlMYPLwdXearcNu99+Ceu66F9eBL2D8cQCQRRt+hFsSr1+Hqz3wWN6zIhzEZhb5iBRY3NKBp8QosX3keFtijCGtFK3rBlfjsTVdjRYn6wrTbPBFC73tvoK/6anzmjntw7703YWWeBz5LKaoKLVi06lKsbqpBqWVmB3kS04Pd6B32wnL+p3Hv3bfh6tWVCBzajMNTtNJPQpb8mLRswJ13UX3XYoWvA30TQQTE6KG2LoQci3Hxpz6Dm9aVoTAvDP8Jx821YsVh5VMoTk+eAbK5AXLNV4GV9wNln0qVa8SKt/B8yAv+C+RF/xPyQjHU/gVkQ2kq3I1lkOu+Lcb9rRj+f2L8f4ecv0KpjzHGsiVtm1C1lRXQ60Tr5DhOlFbEEZdFq3cqDLfLg1g4gSrRqg4FvPC4w3A4zaJ1PCla9hLMpW709E+LrebUs+euM2V6qB37t7yKV196Hs88+RxeOeBCom6tCNg4ohEvJsb8KBGv4x8Zw8ioFtYyN/pHphFPWOCsssM72oOR/gnoqteiaVE1Sua4IJfNYkZ5yYlXzxIhm/TANeHAmuXV0GpoEVbgvFuvw+q6JbBqZ7ZaqKNcOPUnQggFEzDqSlBf4xQpa4OtuAYNFT4MDKc61OXlSWioqRb5QPvy85Ff4EMwlEBCBHdhmRVBzxCGRWtbKl6KhUsWovKEDW56VnbOWs19slW0pmu/Cqn8FsAw6/M110Muvw2SuRoYeBhwbYVUeqMI9k+LD8gIuexWSNV3A8PPAv2/g1QgQrvyruPrYIyxDDuL4BapKscQi2pwOufjO0srkBTh4xrrwIRbRjhagfKi1LiwdwJH33kKTz31FJ578VUccDtQYNKkjkN/iOJF63Hdnd/AN+69FddsWIOGhiU4b6FDHQvEgj50bEnV/fTTz2D3ZCHMei0oFyvOvxwrMI4Db7+Exx7ehO3tw/Ccdu8xWWxY+DHtVZbEKVBox1J/IiI2JiIIz2olazRamM2nd/nO0lUbsNwYRM/WV/HYIy/ivQM9mMpIx79PCPs68dG4xUc0qhaoRHCjYLX4uMaByc2A94CykQXHhlSrmkKcTL0rxr8HJMRnbD//jC9vyhhj5+KMg1uWRQD5u9HVW4ZSkZMfGrJFpSgTzUapvRVt4t9wZSlKRPtQysuDtbgKa2/5Jr5133349rf/Cl//0r24dUWhcmnL01ZQg4WLqlCj6cLm3QOIJqgDWh5MBQ4svzFV9333fQvf+OpG3La2BGZtQrT2nVj12Xvw5fu+jdsvMUAbnp612//D5Il5t6OoJIFodObYJp0uFhAbJQkkj6U5hfJM69sMo9kMsyWBeFwkrpwUQR6Cyz0NbarH3SmFQw4sufaz+LyY37uvLkYBXOK56kh2xqQ+0Vru/GfA36qWqCiAjSXi46RTAkR4x8WXIk8vyirEk7SAZUFquuiECP5J8TmKz5KuTc67yhljWfShqSEnk4jHIkqHCBr8Lhfamrehf8WFWGdP7aI9tWIUl0Ux6W7D6FAUFaW0W1EPi60IDocOXQcOYjIShN/Ti+2P/Qfe6hXrzVM3ZT/AUFyGymIrzG3bsb1fgt7kRHlVPjp278Z4JCyCbwQ7H/013mwPIew6jJcffB17+8fhiUzB7YkjFs1TWuJ03W1ZrIzjYgNDvO2ToGkL4CzzYseuVvgDQbFcJrD/hQfx9sFRuCMSkuL58YRJ1JVaocdFgOuseQhERtDaOohIYBxTw13oHC/Hwlq1198pbH5mF7a3DGIq4obXSy331PyyNMvTiUFsbIkNKySi4t9YasuUwpv+1ah7SGhcks4LFF9UGnc2O64YY+wsnWKNoyQZvINH8eaDP8FPfpIa/u13j2Or6dP4L9eprQ9BtHHnCPD3y4qKy+EsWiGCugxlaicvvb0GDasvxIroJvzfn/wLfv4fz6F76Ubc1Chmil56jhrfp0wwS4FoAdehsiiCo+9tx7C1CNXn3YDLDa/jtz/5J/zTvzyAwwu/jKsXmmAqWoOrLgzj4PMP4Bc/+RWeEeFZXleD2gILikuLkJw6gOZ338Ih0ag64UXEw9Tr5ukMWHjT13DF1Iv4zb//i1guv8HLybVYscCB1U2FcB99Ce/sPJy6WIt4DnWGL65fidULayDt+CN+8tPf4qkdo6i57tNYNXOsWkxH1R+jvha5aJUH/Vsexa9/cj8e6zTAUrsYi52pcSyNqAVNx3XoZ6GEtQhyCvE4XRxAhHQyokyWCnjaKBMfUCKYeh5jjGXJKW8yIifpLknJDx7LzdNAp3TKInQechyyWJnR2QKizSpanAnIkkbZ5a2EkVj5JUUzOinGasTzjuWTeGlqnSbUF5A0WmiVpuSJdc4mK3sBkrKoW4w81vJUXiNVrtFq6I0dX3eeqJvOiRZksXKOvz9CmSdl97yog+4KlVRa1anR9F6VpynjxEpc1JN66zISYh6P7R0Q71fpqCZW4glqrovHtCxo7mfm87jlKV4vT7zf1Cyl6qJAmKk79f61Sqc18UaUOpVPiuaX6js2gyl8k5GzsPxfgco7gY5/BLp/CZTdqvQYl/wtkI/+P8rxbmn5P0Mefx1S2/+CvPYxSPlLIG+5Sglx6fzHIEfdkI58H/C1pOrkm4x8AJ0uxTcZSQ++yQgjSkycjCRCS6vTQXfikEoXlQggbSpwUlGiBpIIFiW0lSIRNOJDp2A7Lm4ovMRzZ+pNhbYy4oQ6Z6MgpI5xs8KVKK8hwplCW3l8Qt1qaBMK8ZlynZj+2DF1CkV6jiijL6kyzDxNGTcT2oQ2EN6vX6cV701MqywzUU7vNVXH+/N53PKkuo7NUqqu2XWn3r94r/RIrfPY/B73xlnahPpEyhxKHbcuuVaE73mite0Fxl8TLWvR2p54PTVd8dVAkRg0ZmDyLSAymSpnjLEsmJ3AjH2yUat58M+iFT0F1P5F6pzu/gchTb6Z2iUu/pZHngOqvyjGf020xF+DNPw0EHOpFTDGWOZxcLNPrs5/BbZdL8L6sdRj2v3tboZ09IeQ9n0F0uHvQhp8JBXakCFFxyG1/70Y91VI+78GiZ4f6hej+Bg3Yyx7OLjZJ1d4WLSyjwLRWbu6KaQpjP1tQKA7db73MUnxnJHUOBoioyK0Z04JZIyx7ODgZowxxnIIB/c8QZ3kw7zHljHG5j0O7nkiHk8iGFTPM2aMMTZvcXDPE3T+auzYJVgZY4zNV6e8AAvLHQcOHcWrT/8KP7hpSi3JJBmBQABmswV0mdhsiETCyrUAdNq57xaXTnTJ23gsBqPxLO6vbF8LlH8mdU/vM8AXYEkPvgBLevEFWD6eOLjnCSW4X3oOP/iLy9SSTJJB90GvqqrO2spxcnICer1B+VFnGm2U+P1+lJaWqiVnQO8ATFWpu4qdAQ7u9ODgTi8O7o8nDu55Qgnu19/GD/7m22pJZmUzaMjg4CBMJhOczsxfpN3r9SoryNraWrUk8zi404ODO704uD+e+Bj3fEHbX7wNxhhj8x4H9zxB1zU36rLTwmCMMfbR4V3l84Ryd7Atb2Hj3derJRkkvjGdnZ2or69X7sSWDaOjozAajenbhaaxADpRl3I/7ePxrvL04l3l6cO7yhnh4J4nlOB+4yFsvIzuHZ1h4hvj8XpQkF8AKUt3KgsEgiLUNDAY6D7YaZC/Cii5GjBWqgXv4+BOLw7u9OHgZoSDe57g+3GfodKbgQXfEQG+TC14Hwd3enFwpw8HNyN8jJsxxhjLIRzcjDHGWA7h4GaMMcZyCAc3Y4wxlkM4uOcUxnjbVjz3y3/AP/zD7OHvcf/9/6JO83FDfQz5JiOMMTbfcXCfRDKZgKVkAS66/Tv4zndmhvvwla/crU7xcUOnZWXn8qOMMcY+Ohzcp5Cn1cJgtiqneswMFotZGUenSTz+68exczSCaNKLtpd+i3/9pz/jve5xBMT/eps34cn//AV+8Ytf4HfPbsbewZDyPP9oO7Y/kyr/jwcfw7ZBpVhUmIDs2iPq/CV+Kcb94qFt6PGEUm1ofwfee+4R/AeVP7AJW1tGEVaeNP/JkhZy1ZeAC54CKm5TSwVrE+TF/y/k9S9AXvsQ5Mp7IM98nTUmyDVfFeOeg7zhFciL/idkXeavcc4YY9nAwX3WZKxr8GLnu4cwPnYA2/aOANW1KMu3wXf4PeyelFCy9gbcccc1WGGNoHf3EexqaUfn0aPo0a7FjXfcgivXlcP95qs4Og0k4nEceO1daFZ/Bp++7XosSx5E50AA/gjQtfsg/LaFuODGm3FhZRiB0QEMedTZmMdkQzmw4LuQar8KFKwBtAWpEaZaEdR3pMo8u4GYF1L1vUDRVSK0zZCLr4NU9w0xbj/g2gKp/FYR+p9LXSmNMcZyHAf3KfhGu7HzxQfwwAMzw5/w+OPvKePoPtQ1Gy7H4sAuvPbCVgyba1FXXQKHMQLfWASFRVWobahHWVkjVpx/AS69aCGciQA803GULV6N+rIaVIjBae5GS79PqVOj8aF/OgpncS0uuOEWrK0vgFVH1yEPYTIUhtZchOXrL8f5axaj3KI8ZX4ruwUwlIpvqV4Ms+7DbVsC2DdAiomtl5EXREDvBcx1IrgvE+FuTT2Pbq85+nxqvMYIlFwrxmX+lqCMMZZpHNynYCwoxoJVl+CSS94fzj9/rTpWgsdYj3XLnPCOG2GvKUV5mR0GXRA+bxJayQiDno4562AqsKO4pAAWjYzpsX4c3fIsHnvkUTz1wls4OBlDMBRHnlaD+ksvRUnbG3jm8Sfx/BvdmIjHkBSfUNmKFagIDmD/y8/i6U170DrsQ3xWjs1X0uRbkPp/DwS71RKVoUy0uquB+LQY1wVExpSWNiwLxDfaAOSvEBMlgUAnEOpRDkPA0pgKcMYYy3Ec3KegM9lQVL0QCxfODI2or69SxtEx7sHOXXiveQAx2YvRoAFOiwFGnQE6fR7yTnJ1QL2lEJULV2HVqlU4b916XHLVjbiswSJa8BpYy9bhymsvxnlrVqNcasHQeBChqNiAsC/Cmg0X4oINa1FX6EfQM4LJVCN9fqPg9bcBCb9aoKKQppZ1MibCW4xLhkXKi40krS31r95JRzJS4xIB+rBSrW2xjBljLNdxcJ81GXmDezBUuBJX3LAO9cEhjE2KoI3lw1YQx5RnAi5vUEwXhavvMI4ePCxa0DpYC0Tg6B1YsGwJGmsc0E4NwBfXIx5PYvMLIqgWLcHiZXUo0ou6AgkkRGPxQPMQprR2VC1rRJVTBFMkQv99cknqjU3oX4m+wvRYhLN84ulwNE79itM4viw/Y2we4OA+haBrBK3Nr+CVV94fNm/enBopMqC1x4rGy8/HivMuwbVNBgy2dKLXHYZt0SI4ExPo2Pa6eM6reHNvFwb9EorKq1BVXYq8/rfxmih/Y8tutAUssBlE9MgJGAOH8O5rr4rnvI69sQZUO00w6wBDpBctu99RntM8KEGTX4rST8Ix7pOJi1Z03CcWml60pAvU1rfYkgmPpwI6OpnKcp0YRx3SKNzDo2KcaKEzxliO4+Cekxa24jo0rliFBpGQFsv7g8lkSk0iWnuVyy/BqkobDJpCVK2+AEsXFKHAkAdb6WIsX7IIteUO8ZxClNUuRmNjHcqK7ChvWIqVS6rhsNhQ6KxEg3iNWpEveRoNVl68HNU2K2wWJxasOl95baNoYNeLFnh9RbF4jh0V4vmN9ZVwqLPxiRQeEltVfald4gWrAXO90rMc3j1AIgx49omJNKlxdPtO2n3u2Znadc4YYzmOb+s5T8zr23qu/r+p23C2/L9A/wPKPbTlijuAoktF69qlBLMUcwM9vwRCQ5Cdorzxe+LvYdHKTqZ6mHf/HJJbhDcdDyd8W0++rWea8G0904dv63l6uMXNPv4mNqcC29eSehwWgTz6AjDyvGh59wAUyAMPAYGuVDBPbQF6f5saR0Pff0Dy7Ho/tBljLIdxcLOPv6FHU61t93a1QIYU7II08EdI7T+G1Ptr0Uzeq44TDfBkCNLIs2Lc30Pq+AdI468CidSV6xhjLNdxcDPGGGM5hIObMcYYyyEc3IwxxlgO4eBmjDHGcggH93xC5ysrFx3J/JDIs81ZnqkhqcmHLIa5xp3VoLWI5cWXQGWM5R4+j3ueUM7jfvspbLwuO+fmjo2Nobi4GHl52dn2o3OrdTodzObU/dDPmaUBKFwD6IvUgvfxedzpxedxpw+fx80IB/c8oQR3czM2btyolmRWNoOGDA4OKletczqdaknmcHCnFwd3+nBwM8K7yhljjLEcwsHNGGOM5RAObsYYYyyHcHAzxhhjOYQ7p80TSue0zc9i442VakkmyRgZGUFpaSny8rLTAcjtcUOv08FisaolKjq1i+7wRbf2TBPunJZe3DktfbhzGiMc3POEEtwv/xIb1+xUSzIrFo1BpxMhI0lqSWYl4nHxUpJy3/LjUGDXbARKrlcLzh0Hd3pxcKcPBzcjvKt8PklGgNBgVgZdYgwID805LhODJjaKvOjIB8dFxHzEg+oCYIyx+Y+DmzHGGMshHNyMMcZYDuHgzrgoPIOtaD/aiiGfWqRIIOIfQ9euLWidVIsYY4yxD8HBnXFx+MZ60d/Th4mAWqRIIhZyYajlAPq8ahFjjDH2ITi4Py7kpNLZ6kDzNmzbuhVb9/bBFYqJeE/xj7Ti8B5RLsYd6BjCVEgdwRhj7BOFg/tjQRa5HcDwwa041OuGyzOOzr3b0TkWQDgORF29OHq4BZ0Do3B5R9Hf3o7u7nFMi3G5QwIMZUDpzUDJDWqZIOmA/NVA5Z1A1b2A4xLxrTSpIwU63av0RjH+ntQpX8YqUZidU9AYY+zjiIP7YyKZiGK4tQ3x+gtxzfXX4vJlhdCLj0dOxjDVsRt9oSLUnXctbrjpWiwtjMA90IZBb44kd54BsqURcsUdwKK/Beq+liqn+4dbF0Gu/zbk8jvE8DnIDd+FXLBGeQ4MpeI5d0Ku+oL4V4yr/Trk0psgz3ErTsYY+6Tg4P5YkCBpbChfUgVf+x60He1DqHAZaspNMOqDcE34IMkR+CaG0NkyhMmAF96oD57piPr8jzlqJVNLu0wM5lkXjtBaIZfdCqn4CmDocWDgQUj5y4GK2wGdHbLjUkj0nEC3GPcwpGQ41frOX6lWwBhjnzwc3BmnSV1xSEoinkioZUSGLCcQj+ug04kPQqNFxQXX4nzdBI4c3If3XnsbR8f9CKsHuf2jXWg7tAd79uxBx3gMkrkIhabsXBnqnOkLxdsV8+w9oBaoNBag6HIxTiwX11Yx7ACSMcC+ToS6GOe4QLS6Reva3wa4twPhMcBSJ8I/e1c0Y4yxjxsO7owzwGKzQiNF4HK5EVVL5UQYIZ8LrkgpSgpFiEf9GB+yYNXd9+CeL9yNKxpd8LmiiES0MBi1cCxcjys+dRfu/cI9uOPWm3HNusWocxrV2j7mPHsg9fxSBPMWtUCVJ7ZYTNQCl4HoJBB3ib/FloqhNHXs21Auwt0kyn1i/JQYJVrc2nzRGhcDY4x9QnFwZ0GBsxxOvRHevg60j41hTAzDfUPo6xxFqH4RaqxxxL0deOvxt3BgZBSjYz0Y8ppgEC11TZ4F5fW1SLgHMdDXiaGxAbTt24Y9+048LzwXSSKY1Y2PZDw1kDy6Brr4VxmnSbXIZRonQl2ivQw5sqeBMcYygIM7GwrrsHJdE5qsA3jz0UfxqBiefGUH2uQVuPWGJuSLlqfWsRLXXxbBnqeewOOPvoSDBRdhZW0+CgyApeEyXNQgwX34NTz96HPY6S5A8eJVWOhQ689ZoqWdUM9ro5Cm1jUldkxskdDpcQnRwqbQppY5jaPObDR9ks+FY4x9cnFwZ0tBLZZfcSf++q//OjV868v4AoW2OlrS6OBY93l8+zvfTY2/eTmKbHp1LFC6+mbctjH13L+49RKsrMiR3eSnkowCwV7x5kVYG8vFUCH+Fl/JQGcqtOkmIomg0lEttdvcAkTGUwNjjH1CcXCzj04iAEy8If4QwV16E1B8nfhbA4y9LFrdHsDdLEJ6VGz0rBHjbwBMVcD0QTEcUZ7OGGOfRBzc7KMT8wL9f4A8+gJQ/5di+AbkwUchjTwNxKeB0U3i8SOArQmoE+OiLkgDD0Hyt6oVMMbYJw8HN8seakm/uQzY82W1QLS1Y25ILf8PpHc3QHrvEkid/5xqbdM4JERQ/wnSzs+IcRdDOvRdpYe6cmycMcY+oTi4WfZQz3BqSdMu8mPUDmp0yhcNdMrX7GCm4+Bxf2ocHe9WepczxtgnFwc3Y4wxlkM4uBljjLEcwsHNGGOM5RAObsYYYyyHSLKg/s1yWHt7O5pf/yM2XjyplmTW9PQ0bDYrJLpgShaEQiHlZi16/fsXpVHQhVvojmH29WrBufN6vfB4PKitzd7NTI4ePYpFixZBq9WqJZkzMDAAq9UKu92ulmQWfVdcLhfq6urUksxJJpPKsmxqakrd3CcLsrk86XtJy7OmZtZd9jKI4oGW55IlS7KyPPv7+5Gfn4/CwkK1hM2Fg3ueUIL7vTew8Y5L1ZIMEl+Z7p4eJdiytXIcHx+HwaBHQcEJP2jlvt0lgC59P3QO7vTi4E4fDm5GOLjnCSW4m5uxceNGtSSzshk0ZHBwECaTCU6nUy3JHA7u9OLgTh8Obkb4GDdjjDGWQzi4GWOMsRzCwT2f0BXGvAeyMhij7ZDohh9zjDvtgW4WEplQZ54xxtjp4GPc80SqV/kfsPGi7AThtG8aNqsNEt2S82xpLam7gpXQXcFOjY9xpw8f404vPsadPnyM+/RwcM8TSnBv+ik2Lt2kluQAus/2gvuUO399GA7u9OHgTi8O7vTh4D49vKucMcYYyyEc3IwxxlgO4eBmjDHGcggHd1bISETDCEx7lGNUynEqnx9hvrU0Y4yxM8TBnQVywo/ho1vw8oO/xW9/S8Nv8OBjz6C5J4o4dw1kjDF2Bji4s8DVuQ/tYwGU3Pht/OAHPxDDfbjn2sUIvf0SDnvViQQ5mUAikRqSxwJdRlJ5LIu/6GFSPBaDmCC7mS+J/3TiG3PCTT4kjShTyyXqET379DDx9aIyGkfT0LSMMcbOCQd3xgUR9EswaotQUWpRyyxw1p6PG//i01ilnvWQjEXQ/sKP8U//+GP8+Mc/xtP7PZiOiBHTh/HKQ4/htT29mBSPAz3NePmRx/Dsu23Izn3AiATZWAV5ze+BK3arZSly5b2Q178I+bJdkFf9GrJtuShNhbdsXw955a/EuO2QL3gWcsWdYmODv3KMMXYueC2acSaYLDLcfe/gxaefwzudfrVcgpSXp0RcMhrA+K5H8cz4ZfjCX38f3/9vn4Nt20s4OOCG37QUG9bYMNXVjs6WHdh5aASxkkVYfd5CFKUqyiyNCbLzcmDlLyAVXSJmW7ScVXLRtZAWfBvw7AX6fw/J0gBUf0FslzQqAS7VbAR0BWLcn4DQAKSqe4Giq9VnM8YYOxsc3BknwdGwHldf/ylcYHeh+Znf4mc/+xl++cCjePmoT4xPIB5zobd9DA3rN6DMbIbZuAj1dVMYGJ1CMCKjsGkDVuRPofWdzTgScaBq8ULU2jRquzbDREsb5Z8Vwdsv3soJFwcp/xSgdwCurcDYK0DMC9jXiW2VSqBgNZC/DFKwT4x7GfC1AOZqwCHGM8YYO2sc3FmQpzPAVLYE5135WXzty1/E5z//WVy3rgiR5pfQPEhTJBEJhdH95u/w2//7K/zqV7/FS0c88ASTyrHuPJ0TixdXw2arRUVlJaorbdBkJbWFUB+kzn+ENPCgWjCLtUnMnB6IjALhIfE2wiLoywFtvvi3QoR6MRAXYR4WbzLmEeU2wCDKGWOMnTUO7mzR6GG0FqK4uFgM1SJ8G7CgOoFhF7W6xQeh1aFmw6349Kdvxa233oo7Pv9V3La+Bk4zdeiaRGerB1opgCnPJIZGU8/JimRUBO+ICF63WjCLrlC0wsVXKCECOxFUOs4hz0RbGuL9msVgpIP36jhRD7XYNWI8Y4yxs8bBnXEeDBx8D1vf3oVOl1okFrssa5CXF4HZZIFGU4DK6gKMDHhgKS8Xrep8BFqb0T0WQjguYeLITvRoClG7YQ0WyyMYae1G/6ze6B8dEdQK8TWiUKYbjsgiqOWEKBPj6DL4FOzKLnaxAULlNJ4xxthZ4+DOOBPsRYXQhPvR/MKjePTR1PDSloPwll2FdZU65OmtKDvvOqyW38GmJx7DY48+i93hChQVGGFwH8Hug2FoSypRuWAJVi8sg8Y7jJbOQXzk2R0eE/kcFy3vfEBvFwEtWtp0m066vWhsWrS0xb95otVNNxPRihY4tbwj4+qTGWOMnQ0O7owzwFragCVr1uL885Zh2bLUsHTpUjTW16JY5JmUp4WpaAHWXXQp1ixbLsavxrq1K1HjNEJvK8aSdRuwuqEcdoMZ+bXLsPr8lWiqsomaP2Lu7SK4w0D+CqBwfaoHOd1nOzwMBLqA0GCqo5pdjDPXp46Fe/apT2aMMXY2OLizQWNGYVkdlqxYgRXq0LRwAY6d1i3QqWH51SuwXB2/qMwKg1YCLCWoX1iFsnwTlBOxjHaU1VahprQAoi370Rp5BvLUFqD4KqD6XsjhUUhjm1I90D17II+/CpmOg1d/XgR4NeSxVyG5m9UnM8YYOxsc3Oz0RKeAtv8/0PFPaoHY2PC3Qer9LSQR4NLYy5D6fg+4tim7yqXIiCh/DtLAn8S4lyANPQ5p+CnR6h5Tn80YY+xscHCz00Onc4mQRv8DagGRRct6NzD4CDDwR2Bq86ze52JcsAcYfT41jv4NdqvjGGOMnS0ObsYYYyyHcHAzxhhjOYSDmzHGGMshHNyMMcZYDuHgnk/oYiemmiwM1YhqyyCLf+cef7pDZer65Ywxxk6bJAvq3yyHtbe3o3nzs9h4U5VaklnDwyMoKy1FnuYctv3yDIBtmRiWqAUnNzg4CJPJBKfTqZZkjtfrhcfjQW1trVqSeUePHsWiRYug1Z5wB7YMGBgYgNVqhd1uV0sya3p6Gi6XC3V1dWpJ5iSTSWVZNjU1QaOh6/xnXjaXJ30vaXnW1IgN3yygeKDluWTJkqwsz/7+fuTn56OwsFAtYXPh4J4nlOBubsbGjRvVkszKZtAQDu704eBOLw7u9OHgPj28q5wxxhjLIRzcjDHGWA7h4GaMMcZyCAc3Y4wxlkO4c9o8oXROe+tJbLw+C506xDdmbHwcxcVFyMs7zW0/fTFQeB5gaVALzgx3Tksf7pyWXtw5LX24c9rp4eCeJ5Tgfunn2LjibbUksxLJBDRKaEupgg9jawLqvg6UXK8WnBkO7vTh4E4vDu704eA+PbyrfD6R40B8OiuDJhkQ//o+UH7yQUyfFPPHGGPsnHBwM8YYYzmEg5sxxhjLIRzcaRLo2YpXX3gSjz322AnDc9i85wha2g7i4M5d6HSpT2CMMcbOAgd3mugKqrCgcQmamupQEHchJllQVNskHi9ETVkRihwlKK4oh92kPoExxhg7CxzcaaJ31GJh03KsXNmEuiIbikqrsWDJSvF4KRZU2qGLeuB1ueGPApHpcQy0vIsD3d3YvWkTNr38Gl7d1gW/vwtbXn4JL1HZO60YC0SRUOv39O7B9rdFuRi35UAXRv3qCMYYY58oHNxZkUBwaghDvb2YCAKxoAdDLfuw78AQovYC2MwyXIe34O23uxDKL0CB3YBA1250jgQQigHhsRYcPDqAyagONrsOweFe9HQMwCU2AtJPgmxpBGq/BlTepZYJGhPkoishN3wPcuN/hVx6M2S6jeiM/JWQa74qxn8fctW9kM106s9pnirGGGPstHFwf0SSsgYwFKPpootx4flr0GgeRLu3GCs3XIgLRdkyxyRGJqYRioYw2XkIE3IpapdfjIvEuEX2OHxjXRjyiFRPJ40ZcuFaoHojUP8toPTGVLkIaLlAlNd+Qwlo5Vac9X8F2DeIcQbAXA+5+ouA83IxfjlQfpt47s3i/ZWlns8YYyxtOLg/IhqjEbbKcthFq1SSjDDb8mBdUAOnJIkPxQSTWUI4GkEiGYTXHUA8MI7B9oPY1XwQnaNjmAgH4QukuclNLe3ia0UgrxOhW6IWCrpCoOwWSAUilIeeBAYfhUQXVKn4LKC1Ki1xqUiEtu+IGPcYJDqfvPgaEfCL1QoYY4ylCwd3jogGp0WAT2FqagphrQPFpdUotenUsWkiNhoQ7IHk3a8WqLQ2EebrgaRo4Xt2AzReTgLUOqcWt/186p0H+NvFuL1iZl1iI6AeMFaqFTDGGEsXDu6PPR3MVgNsFU1YffE1uPFTN+DKDWuwsq4ETqtenSZNvAcgDT0KTB9UC1R54nWM5eIPEdYxEcpxj/hbBvSiVS5pU7vEKcDpSmoxtxgVTYW9xqI8nTHGWPpwcH/smVG6YBGMoRH0dxxES9tRHDx4AK3dI/BG1EkyjVriFN6EWto0EEn9+ijjxN/HxtHl78Vz6HmMMcbSioM77bQwO0rhKLTCeOx+EXkwWO2wO52wiYzT6M3Id5aj2JqaQMrTwlJUi4p83bF+2CZHNUoLTTBoJJhr1mHdItGCHW/Bnu37MJAsQVljE2oL1IkzTU6I1jSdfybmTmNODfQ37RJXxgVS/2pEq5vGUSs8IcoSIeXpjDHG0oeDO+3MqDn/WlywqgHlVrUIBjgXnIfzLr4Ii50UylVo2nAzLmtI7UrWGMyou/he3LI8H5q8VHSXr7sN166qht2cuiNPUdMVuO62jdi4cSPuvGYdlpSKkMyWRBgIdIlAFvNCp3nRQK1p32EgGQWC3WKaoHibpalxGvHGQ4NAZEytgDHGWLpwcLMPF/MCE6+nOqeV3QKU3iTKpoHRF0Rgi5b45DsiqAdSndTKPpXqhe7eAfjb1AoYY4ylCwc3+yBqPYdHUh3NCP079DjksReBkmuA4ish9/4npPFXUrvDx1+FPPhwqsVdfDVkXwukoSdES7w39XzGGGNpw8HNPmjkOeCdC4BD31MLZEjRCUitfwdp61WQtl0HqfdXqdAWJCQhDfwJ0q47xLhrILX8beqcbsYYY2nHwc0YY4zlEA5uxhhjLIdwcDPGGGM5hIObMcYYyyEc3IwxxlgOkWRB/ZvlsPb2djS/8RA2Xpadq5V5PG4UFBRAmrns6YcxVQJFVwEFK9WCMzM4OAiTyQSn06mWZI7X6xXvz4Pa2lq1JPOOHj2KRYsWQas9drm9jBkYGIDVaoXdbldLMmt6ehoulwt1dXSP9sxKJpPKsmxqaoJGk7p4UaZlc3nS95KWZ01NjVqSWRQPtDyXLFmSleXZ39+P/Px8FBYWqiVsLhzc84QS3Fvexsa7b1BLMqujswML6hec/o+ZrmdOdxBTLpd65ji404eDO704uNOHg/v08K7y+URjBMwibLIwxLQVkE1i5THHuDkHurvYWYY2Y4yx93FwM8YYYzmEg5sxxhjLIRzc8wndDGTqvcwPk+/BEt4LybXl+HK6qQhd55wxxljGcOe0eULpnPbq77BxQ3Zu7BEIBGA2myHR7T1nOC8Fyj8DmKrUgvThzmnpw53T0os7p6UPd047Pdzink/iosXt2paVwRI5AMndfHy5v+PYjUcYY4xlBgc3Y4wxlkM4uBljjLEcIoI7Dv/4IPq62pXjpMeGrgGMuIJi7JmKwzc2gHGXH+Ezf7IqCs9gF8am44gnY5ge7cO4O3gO9Z3o7OuUkwmEXf3oGPNDlmfmMybmU53gjMhIxAJwDXRjLKAWMcYYY6cggjuIgb1vYfNrr+Pt95rR3Jwatm7dgZ0HOzHsi6qTnq4A+ne9jj0tg5g46w7GfrS98SR29vgRjEUw0XEA3SNeBGLq6HMWQG/zK9jdOgp3WC06TXI8DNfR1/Do9iEkkiGMHN6JrvEIIgl1gjOSQDQwgiNvPIfdw2oRY4wxdgrHdpWXLrsU131uIzZuTA33Xt+EYnkQe4+OIRoJwTc5AZdrHKNjE5iOUMszBv/ECEZGUoM7mEBCFm1lnxv+cBSBaTd8gZASaPHQNDzqtBMurwhj9UWpxSmCcPpYPaOY9McQ9ozDF00iKP71hrQoWXYhmmodyDfQc5KI+D2YGlPrc0+r9cmIz5pPpb7RMYx6xcyeUgIR3zSmXROYmBhLPW/CDe/7M4lkPAq/K/V6o2NTCCitdOpNbUbN+VdiWYUJRqUzcAIh7xQmRlPTjrl9CIr3QfMcE8vArc7zyNgkpvxRJBNxhKZd4r0mEHSPwiM2IsS7QGBqFGM0nRhcYrpUa/74+ZwQdYfStgeCMcZYrtD86Ec//NFkZyu8ujIUlZbCbkyNkOQQPK4AAiI4rdpJHHrlNewd7MaR1j4kiijUO7H12Wex9XAbjh7ehzGpDmVOC6aPvi5askPoHx5F1FQKR74Fvs6t2LplM3YcaEEv7WK2VKGkUAcpGYZn6Ai2vvgSmkU9re1H0RUsg3nwVezoCWBybBAJZzk8OzahM1qMArsdpuQ4Ona+K+rbjr2HD6N3IgRYK1FckIRvqB17xXzuE/O5d/d+HG1rxcFxC1YvKoXuuKP5YYy1HsG0tQHlpXqM73oPe/fvxr62Nhzcvx8HeyZEm78QdeUFyFN21Xdhz1tP4+09nejoHIRflE1o63DpojwcfOIPOKpfgQqx4PJiIzi0+TVs27EH+48cRsd4AnqrE0WWCIZbdmHLm5ux69ARHGzvx0A4Hw1OCf07N6G5JwjPpGhyV6xFhbYXO194Hlv3H8Xhw/sxHC+Bw14IqzGE3m3vYZ+Yz71iPge9ebAUVcFpSr2jqakpDHY0Y3VxR6rglMRGh84BGEvEloLYskqqe1XyxIevdwKGYkBrE5OJ6ZLqho+kEePsYlypeK74N08ntiVod8WsswltTYD9glQdaUanwOh0OuUUtEyLRCIIh8NZPSVlYmJCOdUtLy/z3U5oWer1euX0umyg5RkKhbKyPOn0JVqWxcXFWVmWJJvLk76XtDzpBj/ZQsuzqKgoK8uTTsU0GAwwGtUgYnM69knEo2GE/D74fKlhuLcfgxPjgDMfFkQRFCvxeMW1+PrGe7Gh2I+OzS/gQNWt+Mu/+jbu+9LVkPa+gv0DbuSvuQFr68ux8qKbcNHqRSiY2oEDvVFYV92Bv7jvS7h6oQWe3VvQPp1ESLRi2/buxGjT7bjvvr/EN756LaqObEVo7V1YV2LA0mu+hMuXOFCgtLSJjPFDzTjkM6Phui/hvq/fiQuKYujfux1dPgqQKEIia6JiPu+775v4i89fisbOXdjjEvlzyrPVfZjUVGLpJXeI530Rn15qh26gC91+GVHPIHoP70aX9UZ8+b6/wFe+sBb6fo/6vNmSGNrxGg5iAS787NdEPffiUmcCgcFBDAyIZemXUHjJvbjvm1/A59ZXQNdzBF2yAwsvvQUbKqxYesPXcXVdHL1vPo59zitx11e+ifu+fAPye3bgcM8Q3BF6A35MiPlsEvN59/XrsUhk7xmTtJB1TsgLvgOsfw4oUW9KIsph3wB5yf+BvPbPkFf9FnLVFyDnUVCKr4kIbLn+v4hxD0Ne9xjkxf8LMoX4+18hxhhjWXBsrTuy/3U8+6df4pe/TA0Pv92PuPN8XL5StMoEq9mE+mq6sEYCyeQ0fO5iXHz+gtQFOArXYN2SAEbH3Qgd19srgInRKegsBaJlK7bYIiYYrSbobaJ1OOJGTGwsJKNlWLuiWkyrhc6wGNf/ly/g/CINtHPmgQ/+aT2qSqtRVS623o0VqKguRpHVhWG1d5dFbPUuUOZTI7YQ82F3TGLKfVy7cE7lxUVwipYtYILJLEGr88MfiCLgd8HjlbFw1VLkQw+9YQHWXjhXi9ILr8uKxfW1cDos4nEJll51LS67bBkaGlbikkuuxFWLCxGRRR3WfJSaxfTTqWemyOJ/brjGnbhgdb3Y4hQt2vxlWLkwAZ9y2CG1657ms0iZz7MjWxqAJf8LUuWdx7WMZdtSyNX3QjKIsv4HxDZCi5jmjlSw6wogl98Gqep2Me4hoPc3kEpvAqq/lGqZM8YYy5pj8Vh9wS2456/+B/7H/1CH734et15cD6s6/n0iuBMiYCbVh6pCuxMazdxXfRo99Dae+c+f4Cc/+Qn+759fxa5BOj4cFcE9Da8I1dPnEyEWRXjWNT6MJjMs1kyGhx46bSEKP3TPlAhidwzRk3Sgk93dOPDan8Qy+Df8ViyD/R9otNOmxRSmJmWxYZQqIfkFhdDp9OqjNKj+YurSqHSxltnylwO2ZUCwFxh/DZg+nNpl7rggtWu85LrUbvPxV8TwhnhCAii+UgQ33/GLMcay6Sz2c4qWrMYOR5H6UOV2TSGRmLu3VPnKq3DbN36IH/4wNXzvq3fg2sUO6PQFKDijqwTaYMs3YPahpHAoKFrFPvVRJogNjLhHtLrVhydVKN6LDnrRUD6Rq30LXnptG3osl+A7P/w+/vLzN2LNBxrNtDHjhLNYwuxDSV6xZROLnWnP/pOT2v4OUvvfiYDuUUtUehHSBvGh0rXGI2Mi2KfFt0OEsqFMfOQGwFwvti3EFkVkVAS/2GqjK+XSbT1pFztjjLGsObvgzstHvmMcW3Z2KZ1B4NmLXa0WlJU6YEp1r1ZZUFLuRNTvxtDwOGK6BNw9u7H9tVewf0y0ZPVG5BlGsftAv5g2ibgIhZ0P/hQvdyQQm/P0KhusBREMjA5gcEQ0WUNDGBqYwKTfiYpS2j2dbnrRmneI1raE9v1HRJs6imikG7u3nrC7QSE2Qhw+tHb3YtJFu+0D6N2+CZvfeQcH+gPQW4pR29iAwogX00OdOPSBDQFJ/M8BZ8kktu/rRjgsmu6i1XuwXSs2VhywWdPU6k6Kemk48RL1eSKcqXOaLDa+qGVN01CHNApt+ldL+17EcxI0Tj2HTkNbULTBwRhjLFvOIrjFOtxkReMVt2LN4LP41S9/gZ//4U1g7Y1YXWWHVWtDeZUTrtbXsXVfO9yO9Vhdb0TgwGP4j5//Bk/tHEW05nwsEy1Ls6MMi89bj4q2J/Hzn9+PX/3Hk3jXegUurrGjcVER+t79Eza3TMF77FxrCaUrLsaK/BA6X/kDfv7bx7BzQofatevRaMtEgEjQF1ajfsX5WBh4GQ/8/D/wuwf3IFY/124CCVUbbsBqqQfNT/2neD//iafbktCWLML6pZWwyKPY/Pgv8Ysn3sN2TzHOp8P6YiNIp7ejokKPIy//Bm/0alB79d1Y53obf/7dr/Hz378C34INWL6gAvY07i2fm2hNUw9z+kpQK5oGekxBTSFPgU4hnUfj1JlR7gR2wgYAY4yxjJJkOS7T+cFRyQSDyQj9B24AIyMRDSEUFCtwswhmdZ0tyzEEXS741b3jhvwi2IwaaMS6PRGexnQgDFmfD6uZTpPyIRBIXaVM0hlhtoiWs4G2GWQk4xEEPF4ElRa2eLKpAKX5BpEJLrj8MeishdBG/EgabKI1L1rpeUlEAz74g2HERNZoDWaYrWKcluYzLOZTpLwyn7JyrnnQ40HCUqKeAz6Dzrf2ICY2MkwmLZJB8f5hgN4kloGGzrkOIiIqzzPlw6wTkRaPIkTnp0fFHIpAMxgkhCWLmE8Ngm4X4kYnLMp7TyA87UVAtJbjlGc6E6wWCyyaOIJBP3x04rVGB61OD3NeDAmDHRZtArGgG+5gUrz1EtgMYt7cU+K1qLOaaPOLFr/NJJ4j3nfET/OpF/NpFvOpvJFjlLuDbfopNi7dpJZ8iLUPAUWXA4e+Bww/Cbn2L4D6b0OaeANy578px7Slhf8V8sjzkPr/AHnN70SWWyA33ywWggbSpW9D9nVA2vfV1O5zUn4bsOA+wLow9TiN+O5g6cN3B0svvjtY+vDdwU6PSE8NDDY7bNa5QptI0OjNsBa+H9pEknSwOEtRWpoaCk2p0CYaYz7szhI4bKk6tUYbCtRpSxwFamgTSTTgjLAVzdRTooQ20ZgdKC4R9ZoNsNqdyDdTaNOYPOgtBXAUp57jLKTQpnKaTxGUx+ZTgpSnh8VxYmgTjQhJUaeF6syDQWwc2KwU2jQuT+StFVbx5aHQVkq0oh67Ov8lThQUONT51IptBFH/sfeugTGfdner78eRDwtVqjXAnO9MlRWJ8QVWmMQyp/mU8jQinItQWpKaT/EulDpLlOVRCruFQluZC3U+PxjaaRHoAoLdgLEydXtO62IRyOOAqxmI+wD3djELYgadlwGOi8UTxExMvK62uhljjGXLTIKyTzrvfmDkOch0YZWajYClXrS2n4Xk2gLEpkST91HI3r1i3FfE8EXIo5sgifFI8EXWGWMsmzi4P6m6fw7s/6ZoSYsWtSDFPJDGX4HU+a+Qun8mhp9DGn5ShLYbdGU1yXdEjPsXUf5TSF1ifM/9QKgfqePijDHGsoWD+5PKvRMYe0npmZ8ip3aN0y5xOo/btQ0Iz7rzCfUk9x5IjZt4A/C3cWgzxthHgIObMcYYyyEc3IwxxlgO4eBmjDHGcggHN2OMMZZDOLjnE40FsNHNQjI/hHWNkOmmJLPLTVXiG/WBk+YZY4ylkSQrFxtnuU65cto7L2LjLYvUksyiK5mVV1RAM/uOKBTcdNvQDNzqk6+clj585bT04iunpQ9fOe30cHDPE0pwNzdj48aNaklmZTNoCAd3+nBwpxcHd/pwcJ8e3lXOGGOM5RAObsYYYyyHcHDPJ8k4EPOc2RAP8BXQGGMsh3BwzyfhIaD7F2c2jG0CImNqBYwxxj7uOLjnE7q2eO9vz2yga4/TNcoZY4zlBA5uxhhjLIdwcDPGGGM5hIObMcYYyyEc3IwxxlgO4eA+ThijLdvwykO/wW9+M2v4/Z/xxJvt8KlTnYuYewAtu17HC/tH1ZIzFcLwoXexfdsudLrUIsYYY58YHNzHSSIWnIZsdKJx/Y248cbUcO1FS1EtH8XLu0fU6c5eMh5B0O+Byx9TS85UEtGAF75pP0JxtYgxxtgnBgf3HHSmfDjLa5TrAdNQX1eN6jIrgv3jcIcnceTll7Bt2yY88sgj2NITQTjuR9d7L+DZxx7Gww8/jDf2D2AiqFYmTA8exvZXaNyTeGnzPvQFqDSOkHcAh958EXuU7QFZ/DeNllcexfZeqpPKAujZ9hKefzxV77NbjuLAnj1o6+rE0bbDOHxgD7rcNF36JBIJ7Ny5E/fddx9+9KMfqaWp600/8MADuPvuu3Hbbbfhj3/8IwIB5Y0oXn/9dXz3u9/F7bffjr/927/F/v37letGM8YYSy8O7tMQjYThGh9F1KiDLhHEVP9R7J4owMpVq1Dn0MJ1+E1sn9ChrGEZ1iwpQqDzMNq6h+ERjerIRAda23oxJleiaU0DKpxa+Icp8GQkon64h/owqYa8jCg8g10Y9yeQFDk+cXgzdo4DztqlWLOmFqZxMa1XhsbmRGlRKcrKq+A0pZ6bDnQDgxdffBH/+I//qGwo7N69Wyn3+/147bXX8POf/xwGg0G5AcBjjz2G559/XgnvvXv34v7771dutmCz2bB582Y89NBD6OzsVJ7PGGMsfTi45+Ab7cK+zc8rwUTDpjd2osVbjLWrK6AX8SrlxZFfvgJNTctQVRDGVNcErDVLsHDpCixduR4NBdNwTY5g0ieCebgXnpAWxQvXYuXSZVjSWIcKh059pVMJYqJ7EqaKhWhcJupdeh7WrV0qXpPC3w6nsxhFJaUoNKqTpwG1kt98800MD4uNDhHiM+jOTk888YQSzPfccw8+//nPY3R0VCnz+XzYtGmT0kpft26dMo7u7vPWW28pdxVijDGWXhzcc9AazChwlqK0NDVU1tajaeVaLK9I3WdakiTYCwvEH/TIDfeUDo7CfOj1GkBXiPJSM/LyEohEIwiHZBhM+SgqtkErYt9ossHu1Cv1nJobHpcWhaIFazDQrR7NouVdi4pyO8wZurteRUUFbr75Zlx++eVqSQqF844dO6DT6UTLfw2WL18u3l+e0tKORCLYtWuXEvSNjY1YuXKlcnvD3t5eZQOAMcZYenFwz8FkL8eCFeuxfr06rFuFFQ1FMKjjj5cnQkxJ8GPkZFK5j636SPn7zO96nida9lJq2yBL6H7Q119/PRYuXKiWpESjUYyNjaU2WEQoU4ua/p6cnFSOidM4mobuSVxQUKAEPIV9MDjrQD9jjLG04OA+Z3bRgo5gbNIlWp9xOqiNwZGQiGs9TEYTzBYtIqFpjI95EEUEwYAHE2MR8TwKfAP0xiSC4TClPTA1gD6/jIQS8oUodEQx4fYgFKYe6FG4+o6iu3cEbjF5NtGGBwU0ocCeQa1uQp3QZjZUZsbTuNnTMsYYSw8O7nNmQmlTDeShFhzeswM7d2xDT8iJktJKFFnMKKxsQEk+4Opoxo6du3GwtRfjAeptrYHOmI/iykK4WrZj567d2NkxDRhmmuai3kXVkMY70EL17tyO5v3t6J8Mi+eZIIcmMDzYf1zv9UzRarVKS5vC2ev1Kj3M6e+ysjJlHHVWo1Y2tbBpPLW+qeVNHdUYY4ylFwf3cbSwOCtRXlUBx5ydviTkaa0iUFegRoTxTHuyaMmlWF9jRnR6EiNuoGTJciyqLUG+DtA76rBw8QLU2kSLeWQaUY0TjWua0Fhqgc5kQ/nC81Cv82JkbAJjhkW4bP1q1Du10IpPxrHoQpxfY4McmMKIqDjuaEBt7QIsaqxHeVk+dLFphM72dPAzYLFYsGrVKsRiMRw8eBCHDh1SWtkXX3wxTCYTVqxYoewm7+7uVsbT8W7a3V5dXa3WwBhjLF00P5p9su4nngamwlKUlJWg4KTBTZ3EFqLcSruF1WLoUFC5AA2LlmDJkiWoKbbBNKvjuN5ahLI6GrcQDQ31qC6vRA2dxyVpobOUoF48Z8niRVhcboOtfDHKbBpolE0qHfLL67BArXdJbSnsFh00ZgdKqxtRX/X+fE5NTWFQtOpXF3ekCk6XpRGwXwAYy9QCKJ3OXnjhBeWY97333qvs9qagpsCm1zly5IjSsv7+97+PpqYmGI1GdHR0YHx8XDkFbGJiAtdee61yvJxa3ulArXxq1ZvNZrUkc6jDXTgcVvYkZAstM6fTeezwQybRstTr9cpGVzbQ8gyFQllZnrQniJZlcXFxVpYlyebypO8lLc90/a5OBy3PoqKirCxPWq/QKae0TmEnl51vNsspVVVVuOGGG7B27VrlMa0kPve5z+GrX/2qspKijmcbN27ElVdeqfzArrjiCnzzm99Uftw0/rrrrsOdd97JLW7GGMsASWyhnnF/Z/bx097ejuZNP8XGpZvUktNUcj2w4D6RzqvVgtND52hTi5yOcWfD4OCg0qKhVmmm0VY/7e6vra1VSzIvm8uTzsenQxvUbyEbaGOOrgVQV1enlmQO7RmiZUl7gjSaDJ03eYJsLk/6XtLypCs6ZgPFAy1P2uOXjeXZ39+vnLWSzb1duYhb3IwxxlgO4eBmjDHGcggHN2OMMZZDOLjZWYnHs3tP0dkXeck0ep2ZC85kC71ett5fNl+L0GdHQ7Zk+7PL5vv7KL6b2fytZ/u7mas4uNkZox8W3UWMTkvJln379inniWfD0NAQtm/frj7KDrpRS7aWJ931ra+vT32UeSMjI2hublYfZRat+OnGQNkMm2wuT+oIRzf0yRbaIKFTQ+kaDtlA90Sgjqjs1Di45xNjJVD/7TMbSm8CDKVqBeyjMt9bGdl8f9xiSy9enh8/HNzziUkEN53adSYDBzdjjOUUDu75RNIAWuuZDRqjeB5/DRhjLFfwBVjmCboAy1NPPZWVC5SQ0dFRlJSUZO2yknThCbrkKV03PdPo8pw0OBwOtSTzaHnSZTqzcZELt9utXFYyG5ePJXSZTroBTTaWJ63OaFnSffSz9d3M5vKk7yUtz2xdPCfby5Mu1HPzzTcr9z9gJ8fBPU9QcL/99tvKpUozjb4yDz/8MG6//fasXVN4y5YtykYJXREr03p7e5Vrrl9zzTVqSebR8rztttuycr3rzZs3o7Ky8gP3Xc8U6rhF30+6fn2mUac0WpZ0jX3a0MuGd955B+Xl5cqV7zKNOmjS9/Oqq65SSzKLOqc99NBDuPvuu5XrsWfaW2+9hXXr1nFwfxgKbpb72tra5D/84Q/qo8wSP2b57//+72W/36+WZN6zzz4r79ixQ32UWYcPH5bFyl99lB0//vGPZZ/Ppz7KrCeeeELeu3ev+ijzjh49Kv/pT39SH2VWNBqV/+7v/k4WrVK1JPOefPJJec+ePeqjzDpw4ID86KOPqo8yT2wIyf/7f/9vWbT01ZLM+vOf/ywfPHhQfcROhg9uMsYYYzmEg5sxxhjLIXw/7nmCOjXRXXWog1OmSZKkdMah239m6w5MdLyS3hvdhSnT6D3RrUzpNqXZQn0FsrU8aVlSx8JsdPQj2Vye9N2kfgK0LLPVOY2O/dJ3MxvLk5Yl3TkrW51QaXnSd5Nu0ZuN5UnLkr6b2eo4mau4cxpjjDGWQzi4c14EvskR9LUOwgM9TNYyNKyuwdnczTbuG8XQQD8GXFFoLQ4UVzeioWjunqShoQM42O9HLCHDVLEUS6oKYdHTFnkU7r4uDIxOYTomtqALy1FRVYOqwhN6+CZjiHiHcOTIIIJ0Hrm5BmtWVcKcJ0FSJzkmOoW+rgGMTonX09tRLrb+a8rzcVyNyQhC3gl0j2rR0FSGufq6e/v2oWssgGAUKKhagtryIuQb1JGzRH2TGO1rRb9HtE6NVpQ2rkbdrAXq7mxG23gC8STEe2/C4ko7rIYTWiMxL8YGB9E/5EZEa4W9tAYL6x3iEzqR+PmFhnBwfz/8iSSS5io0NVXCbtKljmP5R9DRO4wxT0gsTPHeRUuypqLg+Pd+AjmZFPO4Da2T1CsYcDasxYJiEwwnvdV3HP6JYUx5ItCXL0T56ezU8PRif+cY/GHxIRfWYEltGYpsJ+91nAz7MDU+gEG5EmtqC5QyZT67xLKckCHeOs0oVtcXw2o8cUZjmB4R38uBEbijOvx/7Z2Hc1TX2f+/0q62aXe10qoLNZAEAhvTTDHYYBsMbrFfp/hNfn7HiX/JZCbF6ZPJn5BkMpnUSZl5J31cX7fEdowdg8GmCiEBEqqrrt3Vantv+j3P1V5xd7UCEefNz4LzGe6wt57ntKecc+6V0VqN+jWNsF51kbMHtjPjULesRVWJFlLTXCAB7+QUgmktTNXVKMktzGQUIecwOofdQKEahZVtuKPl6q+yJTxjGPGmoSupQn1Z5s2AmB+z9lH0jvsoVNZBX1qPDeuq8rTNKBy9F6m9RRFL6am9taCuogSGJQdf4gh7XZgeCcLY3oYqqQ3PUXnOYvBEH2ZIpadhQN2G9agr0eXkPZtkiNr6hA0jMzGo9GZY69eirTJPpyAZ7Ze6MeaLI051patuQ2udFSX6a40QJRANOGHrsmEWKqiLKtG2Yw3ylqZ/Ar22acwG+NO/ZlQ112MV9S2pNGM+zEyNoW+SypL1nKkGLbfVY74l3XyIofIVTjwwhZG+LvTYwkgnQ3A7nfCaq9FMyuq6SAYw3d+H3oFxuMkIhj0eeH0qlNWW5ygQNjR2nH/nFGwpUshxF6ZGozCUW2Eu1iLm7EXXxQFMzYZJGUfh83oRSRSi2GJF8YKCTCMRdmG8+wN0TpBunIvCOTKIeHkTqo1FUBUoTTc5AsOduDjggCuYRMjjgD8+B11pOSxaWbA04kEnhjtP48SgCq231sx3diX+cZw+0wV7kBRPeAZ2ZwE05hKUUDllmYl4AI7RPpzrsSGUTiHicWLaa0ZNcwl0c6SxfDYcOdYJb7oQyYQLk6MxGKyUdyM9Z0HsBAJTl3G5dxjjnjRiITe8/iBUZTUoz1J0pGxTIdg738bpEVK2c3HMTowgaqyE1WSANuXB+MU+9E27KM8JBF0OzJLXUWQug9WwhOkmmdNuG949dg5+ylmKlOGY3YBSMvZsEBfr8Ai80yO4dPIkeid8KKhahzpT5tSS+DB+4hS6ZsKIJcKYmXYCWguVpQkLVaIgEfJgqu8UznRTmcSrsa3ZQkYmifDUJRw7cWFeTsqfyzmJlK4MFqMeGtWVNpCgPPRdvowhUtrsALi9IQSKyImx6skU5ELtM2pHb9dZnHinF6nmNlTnGK+Ebwy9p8/BFiiEsaYW2T4lGRrfFAZPdaInNIfCOOV1xAFTXQssOnIqF3mVICM/hP7uE/jAFoKK6q6xnId5yaG229B//jKGwyRV2A+Xw460tQHVxdmOScx5Acc7hskJSpIDMI3xkIb6ixklVMeL6isVgd9lQxfJf7HHBd3adtToqO2kgpi+9D66BuOUA2rjrjHYvBqUVFG9k8eW13aTvnDZBsh5HiZjT/n2uuFyFcC6qhI5IsI3chLHO8cQIW81kQySE0ZOjc4Ck9FAdZW5KA/JiAeTA2dw7nKIwsQ4vBNjsJvrsMaiyy5L0iO289TPqY5D8STSPpIlQv3NYEKplhytsX6ScxDj4TmooiEEPV64VCbUWouz++9NwlV8McFHnzh8pDRnZgpRf/dBHDqwE5saE+g/PYJA5orlkvRPYtIVQUHN7dh//324gyIDjeMS+l05f1yADEN0+hy6/M3Yefd9uP/+e9GaHMLItBv+WAyugX64CsvRegefO4Q7mvWYm7Vh2K34ow9pihh8DvSTsVp3z/24/+B+7Kt34kzXNIKJNKveKyTcGB7yQF25DrsO3I8DW0guchwGx/0UJ86TJmPrnuwn58W9cCyXgO0UxgracCvLdd9u1CWm4Zi2w0vRt5K4z04GZAapVXfj4KH92LO5Cam+0xgOcEQTgbPrKEZ0O7BnP8lNed9coUIBGfSkUuikH5Pjs4hoVmEbyXxwZyuqC+24NOgmpaqA7ktHptHR6UfT7gO47/77cU9LBEODFHWQg5EOjKF7PAlz01YcoHMHtq+CPkYOysjS+ZxLkXIceh82w53Ydx/JeN9OmKe6MOYKktLNXCQT9cA+2oOO81TPYx5ElvtHpwLDOD1GDtLmO6mM7sOeqjAcdjumKRrLJo6QexL9587j/MVBOEJXBJhLkpPSd4Tk3DMvJ+e92oOesRl4wkpBk+RzjcIVpwjy9gOUnx1oK5+jCHUYszlNc44dLUcfujrex9meGfipLXEgn0XCj6lhijCpvYby5TcZhn92Er2+CuwluQ7t34MthT14r9+HZDqrZRIhzJDh6z57Hn2jTgRiV1JLRWYxOTUNOxql/B28dze2rdYgEs5NNAZH90V4qzZhxz2HcP/+dmhdU7BPexbJl4p44bR14/z5blweC9CdMmlyfFy4fGQM5r2HpHZ0/z3tKBi+jElPCNFFhTBPKkR1NuNDrGwL9fmDuGtzM4yObvTM5NZjDBMdHfDWbsPu/SQjXbvZ6MSUfYYcySUeLpGgAICc28EQKvZSvzu4D3duBHreG4BvjvpT5ioJcojPjSVR0XY7Dhwi+fevRQnld2p4BqHoLCYoLaeqGXcfpHOH7sCWVhVGTwzBm7n9ZkMY7pVMyo+AL4ZovAr1tTqodHqYrRWkqCcwkdv3rkHYM4swua6G6gqUwIBikxlGSxiTdn/minl4eNNN0fHcujWoVKso4qlAbX0aLvKAw5EI1KZGtK9ZTZ4wRx0qFGkoEtUUZP+1pmQUMZ8H06pWrKkkR7ywEDVNLUjYxuFJUcSYuUwi4IA9XgZDiQWlxYCp1ErSqSj6dCPI58kJCLrsGBtzoXBVA/IHi3FMTUyhrK4aFgNFafoqVFkjiIZ88AeU2jGFUIA8/mgM1fW10Kt00JqtqCmZxNhEDOn0LC52OtDUYIBjaAB9vS5o2m9FU5UZxcqoIzQLd0QLUPRVaQb0VJZmgxmhKQdFlwrmKK+eCQxiA1ZXF0JNvbGirhFzzll4I1GKbJJI6jRQFxVJQ+MaQzEMGopUkqklDDf/yccoJkYnUd/eChOVa0HxKtRXuCiSIgUeyzE8MT9mplwI6ivQsH4N6pb57Zc4RU1T5RQ5UiSrV+lRWWMlgxSALxCkElSSQMRPjqUrDm3tJmxqVizeKlCh0LwKO25vg1lFctIhQ7GR5M/9E5lBuF1RaAtNqKqg2qUIzGzSwkxGx5HrnVJ5xmZH0T+VRuvebWiksssel0giOD2IUV8B1LoSlOUZlEpTGw56PPDUrkaToRAqiurqm8op6h5DjOTKLsEIPJOjcKfr0LS6GasUY/dRN5U5RY3BEgNSI70YGncjVb4N25pyF115MD6aRmNdBfQ6krasGrWFXkT9AQRz/lgcjzZ4ZsghUVnQtmUdrvyFATaCScTj1GeNVJJcmMWlFKlSbVB5LjUZGvF5EZqLQ19Xg1LooDNQH6sIY1wajlYSh6b0FuxcX4diab5FDb1BS/2UHAZylpaEHN1I0AePrwarGw1U5UUw1TWgYnwEY9QWs02+AdZ26gc1pTBxElrqe9R+1dQHUtCguLIeDetIr/A8g4r0Dp0vTvDYws2JMNwrmUQcsXgcEbV6fsiQG3SxDsa0H8GQdMWyiUWjSCUTUGdWNUvGgoxuMByW9mVYRQT8PmjURaQf5se6io0mRCjaTiaLUHfbVqxbXYtS0kGpiAt2B0U2MR3KSckvwJ0xEkJQo55XrDxmZibjRsoqJM3PKQiHEKY006TcpcbKHXquACoybFHaTYZdcNon4EAbtioNQxaUlp/KiNIplETWQ1+spgiKHIi4MmwjRUDlGYuoQUVKUHmqyFga5+ALBkgBBuH3GZCY7UVX1zl0dBzHsRO9mHBHkFAqxxjJliJFyvXB+0VkQKi8dKEwSaKADUHAD5+WjDPtSqJRWZrCEcTIgUmaKlFfRFGLcwx9Q0O41MeODVBK3kD+79Wx0QuSM6eFZsFiGWE0FyIcDSNJMmVR0ohbdx3EI/u2YV1V/ifmIxT0U7mQsc2Mder1xVDHU+RAJrJHFFCM8qbN2PcfB3HP1npSzVcoLNJi1e2PYXsdlTI/hurx0sAsSi3F0GuV5pbKkkLGZILrgvepLIvYIaR2kd00yTBoYFl/EJ/85Kews4Hab652i86gr38WRWXlWLXKinyTSSkqoyi1uaIiqQFIeTSZLICXDCnVcbYNLEfbnv148KGdaK+zZK1fSMRjSIQ95EiM4wJFq2fOnMGJU50Y4YUfWdBzqW0W8toOqTgN5MDQvdQXqSlmUVRaj7W7HsJDFL2vzVpUzg5GKerXpzBzaQjDg0MY6uyFXV9L3Uq35FB2nPosy6kmB5xRq9TUvfQIhHKVhwmt99yLddb5KYdkYBxDUzFyNAwwsrOxFNTPE6RXgqRLpNLkPBqLYaE4OUBOV5ZDUbEB+24jw1zK7TCGwNg4XNypSi3U/6qxpm0Ddqzhz7ymEPe7MTMyjaDkcNycCMO90iEFo9Zq8yqh64WVlZaMzHIopshVVtz54HlN+0AvRnxF0NasQUNuD+NokJ6xLHNBkZOGLOm8KlWQjME744TdG0HDhmYyE1eD0tKR8b9miycDr9JCl7dAWdN4MJBowaOPPY4nnngQa/2XMTw1C19uNEvGR03W8ypqbR4uw2JyJOj/RaWpLkVjawnSs0PoPHoU5yaT0JU1YzUp0KXjHH4OKX+yklepng+NQa+D6tqFuSySAQcmL5xGb6gFLasrYc4avmC00its9O9DQMZgeBjT2kqUVFZedWEbOyX/ik/Pxv1pciZqcPsTT+Dxh/dik2kQ73e78oyWsLOynLa5FFTnah2qN2xB8egxfHD8KI72pNC4sR6VFBmrc5qmkiLqV9rr+JRpzGeHrbsbE+pm1NVZUZo7gJALO6/UVpbtFqYi8LkGcaHfCZWxAs2rKq7cywtag9Ow2fox7CzCxttayC29ORGGeyVDmrkwQdErechS8MHzRqk0UgVydLJ8+B1Njj5D0Yi0P5fmOd20pMRyUVFn9/j8SPNiLSJN0SHfP2/I09S5vBi9dAKnB/wobrgVOzbWZi8WYyNFyqSAopiF0U4eFpYjVCV0rDAYQTQWnx8WI5k41TlKb47n5SfGMZBqQDVm4PIGEYsF4J5Rzv8xXB48CkFRrGTxqIxScyQGKcss60blWUjlmaYIXQo6qAzmUnQtRyMsmUqKxNc01NPzeL8WNfURzPp4mkChjkm2wmgcycyogBRZ80gClWVW/jjtQnqm24eAPNJAEV+K76dzaXsX/nFsEunmXXj0qafwxO4aFE5cwLHzE9mR+wJUrpQnlZoXFkrNgSD5k3MkkipTPx8ezjsPiye5YIh0OkX1waMZ80Pey4YEjPkdsHUcxuvdRdj60HaKJI05TigbtAjiCY68eZ/rhNsm1en1aK/EBDo7PTBQ2WoLIvBQBQeDfgT8QUQVVcdlxFPZfn+mZdJvaZpHmhZaPlLbKjHDUFOBStrXanWoLK+BZ3QqZ/0JOYpUXwFqm/PFyf/P9yUSdZlQZBsaxJE/voXw9ifxf558Ck/9ZxNm330H54fp2blBfgbus3HqEKFwps9zG5T6fL6c8kLNGfSeegMnpsuwecdGtFTnvNmRC+WhgJ4HHvbPHOIOmKA8cz9aRCIE71QPTh09D5d5Hdq33ILMCwiUfBxR7wT6znegsz+G6rsfxtaazLmbEGG4VzJaiqyMxTAXJMnoknHgOR9fAF5dJcrNmWuWicFogkGnJ6eW55TI+JIBj4bjsJZmv3DBCslaST0mGpOGh3luzT3rh5nk0FKEmYy5MHDqME6Oa1C/5S7ceUueFd48dFxiQTmZtRgrFXIA4k4HfFUVsJAyyVIbJgtKKRpRs0EjHZAKBRAuoB9mIwojEQScNgR6j+DZF17DG0e7YJ86j7dePYfpzO3zmElmLTkYCXoGlVPaB783Ba3aSJGj0kxQpK03wmQuQCIeJwWeQCLmhc+rQ5XVQoapDJU1KjoWoxKizKdjZFAKJEWXpWSLTTDpNdBTeuwopKksI3EyPmWlJIkCNnRl5ahBhMqBjBEdSs664LeYUUxlmQoHkSg1wkJly5GF1myBmeqIpwnmVW0ubORKUF6tQZyumfdRZjHrUsFiMkGTGf79sJjLq6Cj+uBXAdl54zcHUpRfo0G3/JEfMhLJsAeXDv8Bb0614sEn9qHdYsjzuhzXhw4aLSl8qTDDiJCTFEmWgopp+bg88KmduNjxLv727Mt493wPui6cxbmzXRhRrHBSa7Qwl5RCnYiB15ql55JwuZzQkAEuYeckc9210BkMMFGZS32SPAF2buLU2FWa3BXeZSivVFE7SdA17CV44Q1SX9LqKQrPXHItuE2TI+IraMSquozBN1ajxhJBgrySeWd1Mbpialf6Yurz1E6pRcfjUYQCUVSULX7JKhGewNnXn8fJxBYcPLADbZXGa48mUT/XmswoVSUQ5XfIePrHPYsZbTXKKYn5aasMvGDVdgZvHRlAomk3du1Yj3q5fsl5js+O4NKpM+hwlGLLQw9j201stBlhuFc0JSixaqEpHkXvpRn43R7Y7U4k1jWjIXPFctGTMjZSJ/cPDWIs5IDL7aaoowbNdWQySDmnKOIJx1PSQjJLywboOjsw4PfBF+qHbbQEteVWUtwqTJ87gg6PDk3t69FeWYQQjwawkSclv4BaD12JlWTsQkd/CAGK3noHhlDd3oxSimwKSVnGInQPKyRjLRoMdrjtUxizhzA57UCUWm0lKdKqug3Y8/Gn8fTTtH3pKfzXI7vR2Hwn/vP/7kVTJimZ+uZ2uAYGMDHjhG/GhnGPFYbSMrBfkk5SNM9zkiSjqaQMxVoTRnsvwel3w+uwYyq+DmsaycgWlqH1lnqMnTuDSR9FyfZz6B4xocLKeVeoMT3JZgwh5R3B4EQIjhkX3FQO1Y21IFUuORDRSJwia8qrpRm3aM/gXF8APn8IA8OjMNdXwWrQw1JSDiOFzk7XDOx0/+yUHS4KOwtKTUsOEfJoSOPqDbCdPoEpP0WU01Q//tWorjFAr6O8Uj3yyMriFdLXQcMatDsuY2DSRWXkxMi4F2WmMlhLTFyYktMTS1AUnrk8H+lkGI7Tz+Gvjm148IF2mEhxRymPoWjGgC1gQHlNMbU9N2xDkwhR+3Z5owhWN6BWapo8j0pO0RLGaYGabXj48afm28rTn8dje27H7l33YO89u7FO+UE3PTnD1jKsGqG2aQ9Q25zGwFAYt7Wtnp8aoMgvQjKmrlF+WmrfFQYtCkd7cdHpw4xrAj0DM6hra8p597gEzWt16Ls8TA6WByGq/wkNtSeybGbtHPU7cg6l+spcng+pHZWiRjuMgd4gyUzlaB+AzVdKPqRGsd4hG52F2hdFv6H+PoyGqI16qN/PVqOlkSwmR9/c52NcsCkMHX4GJ7Vb8MC2BhjVyfl+TY7I1cuhmNK3wFozgq5zDgSoPU5T/kIb29DMIwr0XHYwE7wg0XsRh98bhW71Jty6ugKGJOUhxA5tCqnIFPov9eDyrBmb92xFXQGfCyPMfSiT0s2GeI97haM1UwQW9+Hya6/irU4bZlJtOPToxuv/AEsROQEaMhJDx/H666cw6Neieufd2FmnpchoFmNnX8MzgybsWGNFgb4W9epTeOWVI/jg/V5EN+zH7vW1sOrtGDjTj9HLA7h8+TxOnjwpbd0TQaTNq9BYJsdThdBodDCbIvjghRfw7tlODBTuxaceaIW5SIUCXxde/XM3otXlZLwsqK7QYPLiGRx7+210TOtQ07YF29eXZ3v8czGE/S6MODRo2VC9OMq3NKHM/Q7eO3IMR08NQrNuJzatXwP+1sRs3zGcujgAl5ryVVUOrYqUc9+rePmtTvTPJNF66D+wmQqUnRZ93SZUOl7Aq2+exPsdNpTt/jjuWFuF0qzoqIiiNg38U304/sYbOGULo6huB+65vQbaZADu4Q68+tIIzLevhrVQh7rGIpx+8X9w9MQH6Ilvwr1721Fn0aHQVIs63ST6Oo7h8OHj6OiJwtK6Cbt2tyy9KKdQTYa9CdX2Z/HiG6dwonMUlXc/im0NFlK4wNTZF/GeLQZVcTnKF17WJUXMH2DxJaCra0Mt2d+rY0Gj1YV33/kHjr13GgP6jdixaS3WlFMhuHpw/GQP+nxFqKsrWYigpRXRzklMFqzCliYTknEXLh45gXH3OC6cPo1TmbZy0mVAc41VeodZpoicKa17FH3H38Qbp0cRNjRg+94tqNUkEHQO4Owbf4PNtBWrswqFP8AyCc3adahZ9BGSBHyT0whRKympqcn5AEsR9EXUNlU2vPji6zh9fhD2lkfx5Hbr/ND8yD/w34cdMNeyjJqF0aGEZxwjPnIzLNVosFLrUxejzKyDOtCLV189jHNDbiTXHsITO6+sBZfRVdehqPstvP0etc0LQdTfvgO3ttSQDGGMnXkH5/tdiFsayRHI3IDMB1hGwzBvWItqHU+PlGJ1ayFOPvccjlI5njg/goq9j2N3azn168xtuajJAdSSEzT+Pl577QNcdqRg3XUIdzVoKQAOwn72efy2x4g7WjzoeL0fTscgOslplfv15aBZ+oxt2dJfikERlZFOPwfbS/+D189cxIBrDR75r+2w8jA6bHj313+Ho7wRRc4L6Bkbw2DvRXSfybSFkyPwFRphMpAs/d3oGhrBwDn5XDd6B5Oo2tp0Uy5QE19OuyHgeb/MT+LDzGVmNQepc2Wg43PSHKpy/wpymks2J+WzFlhK7sxxxT3Zz1XIoSQj05L5z5yfJ09elkpPcVxiqefkco30FuVXJiu9nHPEsupXmbbyeYvSlsmkk5X21ciWa3FeFpfLfJleOb5UW8mbP7pWefWi9Gg/9y7p+XmOS0jPWyzjAlnpKa9bKr3544tkX/I52SzZvqX7aWf+n4J86WVkk1kkY36WbOuZtDmJ66qrRWTLpbxnoY6ktPLD13+49G88hOEWCAQCgWAFIea4BQKBQCBYQQjDLRAIBALBCkIYboFAIBAIVhDCcAsEAoFAsIIQhlsgEAgEghWEMNwCgUAgEKwghOEWCAQCgWAFIQy3QCAQCAQrCGG4BQKBQCBYQQjDLRAIBALBCkIYboFAIBAIVhDCcAsEAoFAsIIQhlsgEAgEghWEMNwCgUAgEKwgxJ/1FAgEH5rZ2VlEIhHpt9lslraPEjMzM4jFYigrK4PBYMgcFQhWJsJwC24oUqmUZETywUpbrVZn9lYm4XAYwWAQOp3uI2McvV4v/va3v2FwcFDav/vuu3HXXXdJvxk2mD6fL7OXn/LychQW/u8NAP7+97/HyMgIPv7xj+OWW27JHF1MPB6X8qOkoKAAFRUVmb1r81GsI8GNhTDcghsKNto///nPM3vZfOYzn8Hq1auhUqkyRz7ahEIhJBIJKULUaDTSsePHj+Odd97Bpk2b8Mgjj0jH/n/zl7/8BQMDAwty7tq1C9u3b8+cBXp7e/Hcc89l9vLzzW9+EyaTKbOXH3YAOKrnNK43al6O4eayZllfeumlzJF52Nn70pe+BIvFIhnxa/H+++/j7bffxm233YZHH300c1Qg+Nch5rgFNyys3OWNFS4bmMnJyczZjz6vvPIKfvKTn+DSpUuZI/NGRDaQHzX279+Pr33ta1lGm2FHSa4HjkIZrg/5GG/LMYhnzpyRyuOtt97KHPnXwSM1XM5stDnyV8pWVFSEn/70p1I0vhz4er7vo1hHghsDEXELbijkiJuV5ve+973MUeBnP/sZ3G43Pve5z6GhoQHpdFra2KhwF+DfrLB5431W5ErYsCgjdT7P1/ExvlfuRryvNELLeVYymZT+Z6MsP5d59tlnpeHnhx56SIrelMiyMvnSYJTTAkp5+X+WmVE+Zylk+ZTIz+bnPvPMM5KcDz74oDQScLVnOhwO/OpXv0JxcTG+/e1vZ47Oo8y7jFyeLC+PNrz77rvYuHEjHn744axyvJqMzLUi7q6uLrz88svSMxsbG/Hkk09mzsw/+wc/+AG+9a1vQavVXlVOhmXN155keZWyKmUUCJaLMNyCG4rlGu4XX3wRPT09OHToEAKBgDS8yZHiwYMHpeN8XonRaMQ3vvGNzB7w4x//WJrH/MIXvoC///3vGBsbk45/7GMfyzKyp0+fls4rqa6ulu5jOIr7/ve/L/3m57OBYTkZ2biywpeNggynwWkx4+Pj+N3vfif9VvLd7353Ier77W9/C7vdjk9/+tOSkeI8MjwfvWfPHul3PjweT96phy9/+cvSmoE//OEPsNls0jFZzn379uHOO++UjuVyNcP9y1/+ctH6BHZaNm/ejCNHjuC9995bMJhsENesWSNNfzidTvz617+Wjiv5+te/vjD8vlzDzVMpTzzxxKLylg0xczU5mQ8++ECazmAHg6czhoeH8ec//xmVlZV4/PHHpbYo853vfGdhFEIgWC5iqFxwUyJHRYcPH8aJEyek32wULly4IClw+by8sXFnYy0jH2eDyUZb3udFWh0dHdI1/Fye65TPydv09DR+85vfSNcw8nE2kGwQ5H0Zlks+Jm+yAWOj+ac//WnRed5YXp4nZ+RnPP/889I8rnzN0aNHpS0fskGUr1VuLD8bYf4tI6chy3Y9/OIXv4DL5cpKg7c33ngDZ8+elZ6pfK58npHTzd34mbITtFxk54NXobNDJW8//OEPpTl2Jl96spzK87K88r7stCjv46F/blsCwfUgDLfghoQjWTZc8pa7Ulhm9+7d+OpXvypFuxwp8jAmL1Jqbm6WjvH22c9+VlK+0Wg0c9cVPvGJT0jzunxda2urdK88FCo/a8OGDQvP+tSnPiU9SzYCSnh4lqNE+VqWgTlw4MDCsdzomIdgOa+86lm+5itf+Yp0juWVjYfMAw88gKefflq6jiNEllE5dKtElpPna+Vn88bRMh9nw/PJT35ykZw7duyQ9q8Hfh6nxxG0nM7atWsXyvOOO+5YyPv69eul84899pi0r8y7vPFIg/zMfwbOG5efcpPhelKmpZTzalitVmmRG9/DbY4j+Hx1JBBcC2G4BTcsfr9/YWNFzMOUNTU1mbPz6PX6hfeOlUOWPPcoH7/aamceQpev40VJ+eDj8jVs9JaC05Gv402e/1TKyHOs+eC5U+W9S8FGWL5muYunOAJVPlseMmY4P7lyLiXjcliqPPmZ8nPl8uS8MLI8f/zjHxc2NqQfBn49jacDnnrqqcyRK7CMPP0hp8VD8MuB5ZTzxptA8M8iDLfghoSV++c///msjedElzKugpULD4fzGwO85oBfv+Ltn63niYkJvPbaa5IjxMabo+RcXnjhBen1Nx5Z4LRWrVqVOSMQ/HsQhltwQ8JRYl1dXdZ2PcqcFTgvvOIt971eJazk5etGR0czR7PhFdfyNW+++Wbm6PLhxU58L8+/LwUbLzkNXgj1r4SHc+Vn88YfGPnf4q9//etCOvKit1yGhoak87x+gOHomueP+X9eFMbbtYatc2GnjqdKeHidXwuTZeCV/bnIafFaBk6LF/0JBP9OhOEWCBTwqmKe9+YPfbDh4I2NOA+j83x2LrfeeqsU6fF1vBCMo7C2tjbpHM9tb926deE8b7wwrbS0VFqFfC327t0rrYDnRVt8b755eh76v/fee6V5bjkN2YFgeT/MimX+4AjLyfPo8rN5431+9YtXlf+r4NXXPFUwNTW1kA6XJ6/05zlkhue2t23btlCessHMJydPjVwPPPzNdSUbb/k5vPCQo2+eZpEdP14nwHnn9PkaeQGgQPDvQrwOJrihYAPW19cnKVtW9EvBCpk/w1lbW7toOJSPy693ybDSXrduXWYP+NGPfiQZkC9+8YtSBCorbx42ZcMsw6vE2Rgp4bnglpYW6TcbGPkDK+3t7Yve65XlZPg1MoYNBqchD9Fy+hyF5sKOgzz/y1E/OyNNTU0Lc/bsRLBTwK8pVVVVScdykcszFzam8hw5z/HyyujcvOeDo3ceZuZ8cn6V9Pf3S0ZTydXKk/PB+WGWkpOdKJ4bZwPL9cWOUElJSebsYmSnQAmXIZelErk8lbATxcPrXKayg8byy89kJ4oXMDKsdrne+X9uV2IKR3A9CMMtEPwTKA23bFAFAoHg34EYKhcIBAKBYMUA/D/XVECUfHdWLgAAAABJRU5ErkJggg==

i.e. if the labels will fit within the bar, I want them to be white and positioned at the end of the bar.
If the label won't fit, I want it to be black and positioned after the end of the bar.
What do you suggest as the simplest way to achieve this?

Thanks
Kevin


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Hi Kevin,

There is no way to conditionally color the data labels in the control and the automatic data label layout will just push the labels within the chart bounds so in this case it's probably best to use custom painting. The following code shows how to achieve this result:

  [Serializable]
  class NPaintCallback : INPaintCallback
  {
   void INPaintCallback.OnAfterPaint(NPanel panel, NPanelPaintEventArgs eventArgs)
   {
    NChart chart = (NChart)panel;
    NBarSeries bar = (NBarSeries)chart.Series[0];

    NScale2DToViewTransformation scale2View = new NScale2DToViewTransformation(chart, (int)StandardAxis.PrimaryX, (int)StandardAxis.PrimaryY);

    NTextStyle textStyle = new NTextStyle();
    textStyle.StringFormatStyle.HorzAlign = Nevron.HorzAlign.Center;

    NTextStyle textStyleBelow = new NTextStyle();
    textStyleBelow.FillStyle = new NColorFillStyle(Color.White);

    NPointF zeroPoint = new NPointF();
    scale2View.Transform(new NVector2DD(0, (double)bar.Values[0]), ref zeroPoint);

    for (int i = 0; i < bar.Values.Count; i++)
    {
     NPointF originPoint = new NPointF();

     double barValue = (double)bar.Values[i];
     scale2View.Transform(new NVector2DD(i, barValue), ref originPoint);

     string text = barValue.ToString();

     NSizeF textSize = eventArgs.Graphics.MeasureText(text, textStyle);

     int offset = 10;
     NPointF leftPoint = originPoint;
     leftPoint.X -= offset + textSize.Width;

     if (leftPoint.X > zeroPoint.X)
     {
      textStyle.FillStyle = new NColorFillStyle(Color.White);
      eventArgs.Graphics.PaintText("100", textStyle, new NPointF(originPoint.X - offset - textSize.Width / 2.0f, originPoint.Y));
     }
     else
     {
      textStyle.FillStyle = new NColorFillStyle(Color.Black);
      eventArgs.Graphics.PaintText("100", textStyle, new NPointF(originPoint.X + offset + textSize.Width / 2.0f, originPoint.Y));
     }
    }
   }
   void INPaintCallback.OnBeforePaint(NPanel panel, NPanelPaintEventArgs eventArgs)
   {
   }
  }


  private void Form1_Load(object sender, EventArgs e)
  {
   NChart chart = nChartControl1.Charts[0];
   chart.SetPredefinedChartStyle(PredefinedChartStyle.HorizontalLeft);

   NBarSeries bar = new NBarSeries();
   bar.DataLabelStyle.Visible = false;

   chart.PaintCallback = new NPaintCallback();

   bar.Values.Add(0);
   bar.Values.Add(20);
   bar.Values.Add(30);

   chart.Series.Add(bar);
  }

Hope this helps - let us know if you meet any problems.




Best Regards,
Nevron Support Team



Kevin Harrison
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Thanks. I now have this working - it gets quite complex coping with various permutation of chart layout and stacked bars etc.!

I have one remaining feature that I'm having trouble with. I want to display the label at the outside end of a horizontal bar, but only if it will fit in the chart area. I tried using the following code to transform the axis ranges:

              NAxis renderedAxis = chart.Axis(StandardAxis.PrimaryX);
                double minimumXAxis = renderedAxis.SeriesRange.GetBeginValue();

                // This does not read the displayed range on the axis
                renderedAxis = chart.Axis(StandardAxis.PrimaryY);
                double minimumPrimaryYAxis = renderedAxis.ViewRange.GetBeginValue();
                double maximumPrimaryYAxis = renderedAxis.ViewRange.GetEndValue();

                NPointF chartPoint = new NPointF();
                scale2ViewLeft.Transform(new NVector2DD(minimumXAxis, minimumPrimaryYAxis), ref chartPoint);
                float xPixelAtMinimumXValue = chartPoint.X;

                chartPoint = new NPointF();
                scale2ViewLeft.Transform(new NVector2DD(minimumXAxis, maximumPrimaryYAxis), ref chartPoint);
                float xPixelAtMaximumXValue = chartPoint.X;

I find that ViewRange always returns the SeriesRange. For example. my data ranges from 0 to 160, but the chart is drawn with a scale of 0 -200. There seems to be no range that returns 0 - 200. Am I missing something?

A much simpler alternative is
  this.MinimumXPixelForYAxis = 0; 
this.MaximumXPixelForYAxis = chart.ParentPanel.Bounds.Width;

which works, but I don't think it's robust. I'd prefer to get the NChart size but I can't see how to convert the NLength bounds to pixels.

What do you suggest?

Thanks

Kevin




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Hi Kevin,
You need to use the ruler range - this is the final range after the view/content range has been extended by tick inflate or other range inflate:
NChart chart = nChartControl1.Charts[0];
NRange1DD rulerRange = chart.Axis(StandardAxis.PrimaryY).Scale.RulerRange;

You can also check out the chart ContentArea and PlotArea properties:
NChart chart = nChartControl1.Charts[0];
chart.ContentArea; // holds the chart area with axes
chart.PlotArea; // holds just the back chart wall area

Hope this helps - let us know if you meet any problems or have any questions.



Best Regards,
Nevron Support Team



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Thanks once again. Obvious when you know how!



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