<snapdata remixID="9486968"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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UszjLz3l21SRg7q6rckyo/6fmhnVSWnnCtmO9pH4bZOskL38iBPnz5azOtlDW1/y5T1UzPFeIyILlNQXuvGggplht6pj0yXr1EcLJGOozojzG29m4prUP7sqJ0hTqhTuqcBKVenRYQDYsA9cz1JGECkhcfwjOTFREm9an2yYzCxlBifdA65msZ23DvRDATU8mDWtcqgELqmU4iYYRC+98yybAIZVLnRVxpLEhHmB+13/rirhmcsqA7/WhHs3CHhTYW3595qQ78FEvDpYt+qPmoBDQLw8GBwoT+oAsCefFghYAp4Wt3nPLrLk+ucCwIcA4A+NMyP+Eq95UFHGuD0TT7ZCttGDmpDsdJA6JbEoSS5ExC5lkUn3T/UeqpqpVmuB/mOEUojEWa8EPfvRg7ocFmcO60yyKNp3rrRG0qlPilDnAeFO94GF5FmqqdDbL/vAuOLwU+YLOZIFFofxkjuITqH8s3IhjbEHjATbWlc4lKhKpkvAjaKqQ3BOPNk9u3wPFh4+46j1a7ffax4+uGAhkbLUN7T6Zk24ITYQbCnnrwGiy4Kh8q0pAXvfFAD/d25Uvn7P/lbZV1sEdkTAErAdFTsgUMp5LwTAIKiEp040PMaDOgMTtXcqQHayOhkFL5FySpKalRp1r1ryJYJWMU+6h9fU47p/QikMHq1K5SbPafP+tbEBzQXA4VZxWJpHnIqqeNka0YkRkzgeLG+6DGASlda769NttGCp5V6+F8oLzKsFPCNNvcB8zBnLulyBrwerMcyaFef/MblCpfHfg9rS+yEIkBDAe4Io/KIi1Jz3VSIcMIULRdf7JgJ8v57/3HsDCLohGAy/rWfA/QD41yAauGai/27Y800/BCwBT797vtsrLuWWHAcorgui8rN392I1q8hCZ1W0dwqUKtBBqXwFLAKV46uWFpX/NN0/pQUAqL7IG8U8aUhFulQ60T2uu7sG/nnaliOzQhW877rtR1lpEGbtQKZjlBNkBK0Xzvb4PfffzsvDk6a0HmvJWhJleYbKy9S0Y5/u/MY+3daVDnUPVB2gjKvbM/Fh+8EL3KgWT0Bo+5Va6RhLYZ1FpNl1MZUK2Gh4MGsUtyXxCDrxxYPljSXXu9wB+K2ZwRZz/koQuLYwOHBVnWCBrUY6/9m/FhD/ZAi31O19ACS0mXjK8Ywt+xqLwM4QsARsx8YOCBRz/hGIcFsQhUfyD9m+IbeMXIJklnypE0yoAwB/kXNQf6MIJv0iVEKYVK2cinlG4geHnXiy9x75M4+pkFWipLGtSyysSr/A9T8t4f6cUuWAjDOibf3OBD0TOZQa+3QzkOnkz23CQXjJV1mX1N5v7Z95BLCpFkyhcG9O29rfe8A7byxqmF2bxK1UX9Bm7oHgBzR9DySXK9RU7zLeF3Fbscs7DwWOGIIt5rxLAGFeISpfpAi4y/sAoGgLKgNp/rPrXcb/LkTl5emMuffdAPSsoBKeOZH3255reiJgCXh63vddXjXPRBw5e0MQldk+A/3dpx5ONPI3AjgfZBrbx/unCbXFR647dIOxaEwmlPxlDgALHdR9tGPGDjYpZMXOhFXp55cxJSJOiB8Mtq+f7HD/scJBeLXA0eEgUhNpUzhIw5J1uuQLsQqo0PfA5CknWI0fidZsnMwlazUOOk6dB5ntWUCRrdYal9KHmjEai/jhgMOqYiBls0qVyrzSoVTWPLtmUdX+LVgodvlvRqRjmgsW4HlBFP6Pusacd6YEeFahUn53SsD+OUhwbFAJ36OOc/6rAOD1hUrI/7Z/LAL7hIAl4H2C7+D95ZLrP5IZrea4NYeXmTvczNaN0QkzJioByniBCXFhvT6v5csceTlb1c+p2EGkZs/pztp+xhM7uK93bm89qEYtrjKhd9GnO9nhIHz9nOzUPndGVqi0LacztfiwuIojII26ut64REQjjQULqZ+WYgkYiykoWOBxOScLnRnB2wYyi7zCoVO2GrzljyGg3xlCXdnVc6pA8dLmggV4exCVX5oSsP9KCfAGQ7BF13sNEpweVMpnpATc8wIE/LCJp9zXcWR/f3ojYAl4et//nV59Kef/S0jhnbtu1b/1TGCDkNuflB+6jZdpd/ijLCdz2G5STTN89ayoOXYwXS41sYOIpiBdW2b2Y+xg6wWYB4KMYDV1mrTFe6hpOQHxNTWW07M1SxxIfbpjNRaxfYz3gHfWuGSCNcZjH9sfBQu87D7S2ZGlGdUsKNuSyErgfXmOEdWtS03L7o1KcYhTxXXDWJKqF/iJhPRcQ7Arcr3PdoAuqhcs9J4ggK4MovD5egZ8EiF8JIjKL+DjUpe3BBCXB5VwMR+vzPlPFgjfCaLwKfarwyKwrwhYAt5XBA/S3y/lvF8i0bn5odV3pgTs/UVIeGV+qHyP+mJy/QEkyknEw1JfaqpUritip7YtZ089qACYpNaldO+6OdgfY4c9tCBjpEws9kOf7o6NSzILotFD29RY1BSsoZarKW1eYg+tnAL7GI+RVNjWnhWktw20n1w9lGHzsrXey+ZthkYSHVbXQLA+3Qc2S9jjV4pzwUIjwV6Z6zmyDfArjQULbYQ35aPw8fyZr3aXPkmC/F4QhU9W43zR0qeCI683hHulu7izHTJ/ykfhooP0r769rP2IgCXg/Qj2f9JblVz/hyjhU/mh8CY9A75NSHx/fmjgJ5qAbwGkWxKk6x9aO+mxgzt4UNOlxnqoP9WL6dNZtvKg1ssITLA/f5kT4fBkB/u33utGH7DTxsu9SVYrxrOyobGooV/3UBWscYA0LvH1NIqq0grDdKUASS4krbau1xiqfOiWxLBU+Y5A6wkwDdZQFYYiHnl0e3zxQ7dzJveE/kkLFuBHQVQ+hk98nXva7G2w9de1goUjTpw/a3TmvwuVkB8k4ZPd3oKE2GaUFi4UF3qLMIN/CKKQ7WTAiWPz3Tu2boqqc/aHmHBCwbAnO+AQsAR8wN2SA+MDFV3viwLFT/KDA19SX0Q5/38F0TfzQ+XvpATsfZYIfl2olK/b00/MX2KHuD/pcJTlh2dCnKucdury8rWpz+M9SU6tSkM2Gq1LrLhOZ0qqwQiIiwnSbGj2oA7Oiic7LH85nNF+6OEbao1Fu/ABG6XyIUDU1LjESl/+7InE9PPXgjVG4tuGuia9YGFfMrnN/jWrk5lAecWAVeL7MzFsZ+OIU84KlfD/8bhUqWijM+8NKiFXSKo/Jde/zyj8AQBLrr99YzR/7mVwwwgv5Xe43rZc1DGLxYVK/5DLbG3Mgy65/vrto9WnvzdeM7SnY9++3iLQiIAlYDsexkSg6PofZ4LIR+EnUgL2Pi0E3p0fDD+lvsRy3kcJcIv5ouOluYxoPxqryew0g7ghd1jtpdbrAHGPrEv7J4e40YOaZinr/UftQa3N8HTjUt0HnKp7jacZqR5KkVbpJbEU7XHf2ls2TXbBQmsmt9T78GlaFWXT2XV9Hx4ARoF0oEZDYpgqWJiCTG4mu/kLnQXIfcCY6Czr5nGU3of0WvQ42iHPGhHfOpKIBResW8URqUy4Ixi1HWIeyko5/5+5yvwnGPV+yfWjpKFgoZTzhyihZzTkPw+PJOLYC9atWp+Off9PIMVrTDyl/QqxCOwtApaA9xa5g/z3Sq5/PgAsCqLwAj0D/rBAHM1HAxxRyTPiPkA8qhANBJqgL0HEPiL4Y+r9TUmJlxvZNpOAHM5QEhM5sbu+Y3iyrUvLs4vnzhXtWbYtOazwdWTaiGPq82qtS7wfqUgpUwsG0Qpl3n/kvUe+HqGal/bNg7onQ4bbilY2RT+mCmXVUKQjK1PLUr0buDUxLA03wVjqxDDBn19FcDqxdDbHy9b+fOuefKY9fW2jl5mzoFNRmFBq68n0Mpdc799SJkv6htbcq8am60fbsfrcCwfXrNUEeicldFpjwYJEfEvf4MDv9M//AFK8riH/+c+JTE5fNnTrn/TP10iCS/uGwjV7iol9vUXAzoDtGNgtAqVu7y2SYElfVH5r+iXm5QXg4/NRyDnRPCN+IyC+qBCFr+fjlW7v6wTIlwZR+XW7PflevKDmQW0T2nfKs9S6bYnjLHlWZGxLjR5UJeypderWSwr2pwf1DDjDOalrqKOxrUj5gEVKoKkPOK3NU+UXiFz/90hT2pYpKag94FDMASGESfzQ2gUxL6HuBbTj/pWxvMxpZSEtTB9i1AMOp54ZxbiK3ySeZdf243flZT5540TY3Eo5/04iOrswVP6VngHfXQV463lR+FtNoDeBFBc2FiwQ0BWFqDygf74aiD7ckP/8Uynxg4ZwSznvBiS43mzHjBtA+0KLQAsCdgZsh8SYCJS6el9ESGcXKuGLDcE6QC/LR+Fr9Qz4FEQ4P4jCXj5e4Xq+A3hREIX+eCDlvbnWcnczm2tOeNIzPILtrLJu/DLnJV5EsZ4TnlhUleEcZUjirTIzbJYfx/NZ9uY14/Sg6l7jtK2IVGJYU21eLJDWs49W7WOjEyejyfD+Sgy71D1t9lzaPI4+XaVyr/XpHmhe5plzZx25zdl638X3pyKuUs6/CSi5Jhi69UeagMOE5MeXVVav0mP3y0j0pTrB9n4TgG4MovAb+vXXA8L/1vKfc/53iPD6wtDADfr81wLg74PKwKf3ZuzY37EIGAQsAduxMCYCxS7vOYB4TaESPrdGsASXBJVyjyLkXM9/CcQvBFH5mXzc373kGZLEVwpR+Rl8/KlFSxdud+hsBJqv86Bry6U6F3rcFYZT7UHlZWveQ0VUTUtmdtfQVjS2B5ULFvZnYlhdVKWFbaxQ5jILveyeBm1wqInZQx3Ly6xSq3SMaNqnSyNJPFLNxBeN0ac7kX99Wr3MpotZ7WEj3wMzu27YFwbYDECOIFx+biVcmRJo75dAyluDofKX02Pvm5Lgh32V8tdTAvauRIF3GoItuv7VSPSPoFIu6dd/EgD+HERlVbhQyvmfIqQ/FKLyter3Xe8yBJRBFKqYSvvHIrC3CFgC3lvkDvLfW9m1+ChE59ZCpfxYvtSrupc8IyOdrwWV8Gnq2H3BYzLQ/osgCrv5+OrOXjdpp18XotBVx4uWPlY68k8EdFFKRDxD3T8Vhvz+++5BhdR3Spz0tHce1H0dItfN9w/dnHGy2F5t6tPlSE79EFPraNYPBgmRiXxUS7269g/WC16Cb/Ayb0k2D092/Oa+eJlVWQdR6gPejZe56HofA8IHC5XwYymB+iwcXBdE4ZX6uF8S/KuvEhZTAu29EEE+agi26HofRML2oBK+X79+uQTAvii8NCXg3g9JJGmOVTwlwJODKDx7X++x/f3pjYAl4Ol9/3d69ez5bHPkukIUzuUXXdHZ685so98ElbDLEFzHiPNwEJXb+ZgFN9vc+ZuDKJzB+6/85VtxN23dGIUzJyKjuDnYP53hSaGal8zeo1omNRamA8GD2gjujqIqE0RRV/WaJXiO3tyVl3msPt1H8aH40uiuLZM5nMfqNOaEKvYEs30s/dxGba2U72z9mXQvc7G79zwE+ZhgsFxICdR7LwAsCKLyheq42/sASZhZqJTfx8crXf/tAuCIQBPsyi7/LIHwTFOwUHS99wDgUwqaYLkfm4CeVIjKinA5nhIIXlWolF89mXjbcx/8CFgCPvjv8V5fYcn1N2+CTVn+YlcEm5u/JV8J242dppjzHqatyRF9D67hqj2eeWzaktn2uNpenOsPj0L1SedHa7hIoOnPXntQtf+X91Kn2oO6oGv1ghFoZ2Wv8jMLFJ1jepkVKUFLDSPPsNMGqQQafMD7tU93515mXrZGVP7rxsalHbzMPFPl+zBVXmZFiF3+m4WApfkofKMeh28jgJMKUfh2PYN9NwH9V6ESvouPV7g9pzkkTjUFCyu7vNMR8XW1/Oeu3jMA5RmGYEuu91oieKU5Xtnd0yOkeH9QCdV2jP1jEdhbBCwB7y1y0+D3+l3/3hGSJ59fWX2ffvLflEE45pzB8gZ1nPP/iQ6+MFg78Hf9xfe3KtJLzhss/00f/1kSvLKvEv5ZH9/NM5P0HxrllpxUoQzDJvpReRmfoM0AACAASURBVFBVsH+6bM17qFVqj/eHqGp3HlSTa83Zys0eVIpJXUu909jUMFahOjwVfbrGy6ysS8r/q73AZg+bgENOGjqNTWMRxQeSl5mblniWnfYaU5ZS7I8Cwj8ElQFVkMAFC44QQT4KX6jGZbf3EiA8sxCFp+lx+ipAemMhKr+Cj/sX+c8jQeeZgoX+rt6TSdCHgyhU+c8ru/zFiLC8UAmXqHHb3euRpPeb4xWL/KcJAV8vVMKnT4OvAXuJk4iAJeBJBPc//dTFnP8rCXjWssrAr1MC9v/mgHjpudGqv+gvtl8gymVBtPpnKcF6d0gQ7+2LBu7Qxz8l4i+u1T/Vxz8RANeOii0/2B8eVA72H5mR7p+inqWmQqR02XpXfbppbV76gKD2gM0eKjkxUbLfvcz8+dnLLEjURFVN6Vs78TKbCE6VGqY7jfelT3dPxjQvu1/e7XW0U5IV5KgwFpGmmu3Ey6xKL7akpQrpCoFJOkuTt1IvNgE+GZGWmIKFq3O9z06QritE4XFqXC5aejwIWSpUwuel47TnBYDio4UoPFER8MKeo8kRnzcFC/1d3rEk8H9N/vOKriVPESiuL1TKT+XXX73If1oi6Jvm+OPZxV0z2jK/CbTeYU8wsa+1CDQiYAnYjoedIlDMeT8ioqv7hlbfrAn4dkF0cb5Svk0f34gAnwui8Pt6hvt/EuhLfVH5/zRB/y8AfKNQCfnfvER9PQF9txCVr99T2FNRFRNQJg3WMKEUgAvHCPZntTLvXasO3caAf+VHneo+3RYvM5FciMAKa24u4rCKtILxwPQyP9oBMKL24NU9aEk9U35s5WVWdYY1L3PaZ5x2A6tVjobSiz31MqsZrAMrTYPRJ3M9RyYofmriJVcs9B4nHBwoVMKj1Yw2bTDigoUnKQLuOHUezRz9uSlY6O86KUtixp9N/vMnFi1d2ObIPxR04cI12cVdo22Zu82xrufcvDEKZ02EvmFP/y7Y1x88CFgCPnju5YRfSTHnfxkIyoWh8CuacL8nCL6ar4Tf1cdfIJI/66us/pye4X6WCO8sVMLPpgTsfRpB/M74JUuu90kC/EshCtnmAf3diw+HpO3oBJLZaobHX96C6wrrs1TdtLSDB5W/wFE1/gjVlOMgxQnhsIl+3A99unj5EScetjdeZqXwrRfUr1cZ1i1e5jacE58Z3Tjpoqpan25GZtMOXV3717BSoJPC+IHgMAKqeZlVp7FpLzJBJxwMMirjyfQyqxlsRtwSRGFjwUIcRCG3KQHrC2a0zRwsVMrz+JhjUtsgwwUL/ECg/pTc3geCaOAx/N8sGIxym7ZtqlRnccFCq4BwrD7skutvGIXqE8fSN0z4X0R7woMWAUvAB+2t3fcLY78kCFEpDA5cpQn3M4LorrwuYCi53hWS4MG+Svly9aWW6/0ogXy0UCl/VB9/CIQcDQbLH9Yz4OUEJApRebmeIX8YEd4OBL83X+RqyVHZZ/a/B/UQd3FLQYTMohCdRGknsE56Mp3GPMs+oLzMy+HY9kMXdGVxppN1SKa9xjxLbYjg5D3U2hI8wCFAsLG2SrBDn25asrA/vczXZBfPlaI9S1hVs+zE4QcD3kKAjlw0//0cYdrfcfw8mnHIAy0FC5u3bgXXeJVLrr91Y3t1/mX3rtmWFixw4UJKsHos3nd7NP9xN8ANiT5eT1V6momnLLpeXIXkyYZgmXA3y+1PukT3YZdc/y8CxMvNdsy+/22zZ5iOCFgCno53fZzXzH5JADm/EJUv0jPajwjArXndNMN50UTgFirhMk2ofQBwRKES8r95yZljKx8fRGE+JXDvPUj4VKM+LeW8dwHgccb+Mc6PNa6X7ehB1W1LgAs56lEt+dZsS7xcSh0AuEOwf32p9D/Ry6x9tPvQpzsusHfxop33MjeEaaD5b/XvWi8zrxIYLzMAnIPb2hblN97M94jHVo1g9fG9WJVefv3qf+qHxfsTECecF616QB+vaxutPuNs3WBUcv3foGw7JT90M8/i+Xx/gqResFB0/XuI4FV1AaH3l1EJrzy/3od9W0J0yTK9HbOvONnfn54IWAKenvd9XFet/ZInBFH4P/wLK3N+QSA8zhBqqct7CyH4hUr5TZqg34iILwxqdhCPYytfZvKhi109ZyDiq436tJTrfQWgfFMQlV+5uw/ENqgtnZ2dKKpZrO2htrQuaZWs8tACKA+qUfRqlfUwIO8/pmURKphCi6o2rU82THa/a7OXWc9ORfNyO43Dy6w+Pzcw7Yc+3Zb7gtce8eLDZLItW5W40EHqTChVKCcgF2LD7LrWurSTXuY99TJzwUJSBW/Z+vK/xiTYnP8rkOKcwrpVv9QPe3cR0Tv7Kqt/o8fmHx2Jrzt3XfgHTbi3JDJZ1liwAESXmXjKYs77CQB9wAgIi67f0oftfReIvhpUVn9vd2PX/twisDMELAHbsbFTBJRfEvCdRm26Mue9QSC8xBCqyosWlC8Y+0fO53zoZUEUnqK+5Lp7PSC62ORDs71DIFxq1KfFnH8iIlweROFJ/HpOzyKRnC0B54GeFTUF+xM09enWlq1lagHixC0JMm6HkXjDUM+GiQj239XwWN5x/LxDM3M7BdfnZRK9h8pKXl6yblRbq5kdL1kjsqr6gPEyg9hx2T1dKWhUizfEb+7Yy8xqZe1lTnuZuZOZH3CqMcyaFef/cfP2ifgrpgoWpDi3TrD+XUSykWB/JAivyQ+FN2mC/jEQrCxUwltSAvZvdYT48LmDq1ZrAv6alPC5esFC7w0g6IZaPGXO597rbxoBYTHnfVcQfKPWh53zryPgPuxU72D/WAT2BgFLwHuD2jT5nasW+c/LNKhNV+R6ljoo3msIVeVFC/h0ISor+0eaDy1YFf1f6kvvcO/pKPGrQRSqfGi2dzjC+bZRnxbdJU9EcL5v1Kkru3ufKYi4ieYiQ6hT2aebkpBJrFJZ0Lq1SM2wufN4VC1Rp17mmrBqqrzMSky0cGNnY5+u1L3MSlld62hu6tN9SD/IDO/My6zyoLft315mEvIYlOIfhUp4vyLMnH8TCfpUYbD8w50QLBcsrDb5z8Wc91UAuKVQKX9Nz4C/zQULRoFfzPkrgeTPCkOrVcFCMc17/mOfzn/mYwS82wgIW/uwiznvIyhwSzAYfmSafB3Yy5wEBCwBTwKoB8spW9Wm/a7/LAL4kiFUzosWIvMTY/+4yl36mAwkPwuislKXruw8JSfak7uMX5LtHe2O/GMQhQsVIR9+Socjk78bdSrvF86aCfc3imv2FsuxPKiq5o9npnqptLlPt9mD2mRdIlhPXKsHMnamqE83A5lODqVIKxgb+3SbignmEcCm1DObrgrwUruadSsfMMZOw7L7/u5lNl5mFlXVIkN30suMAKxo5tURnefc+yUA4rH2RU2oTQTbrwWDeSMYzPkrAOCBgi5oKLo+Fyv82Sjwi7neSwDlg6ZgoZTzPiQRa3nPfAwCagLCYs5v6sNu3Y7Z23Fqf296I2AJeHrf/11evfJLzhitqU3ZNiQpc6cpXOA9zXZHsv1jNp+IvbodI5kHgyicycdpPvRhm4Oo3JAPvXHr7VHHLFafMkn2p+rU2Wb/tej628XstnmtS5dpn+5YHtQ6GQFRlgDTPtqaB7WBjHbZpzsUXwb37Pc+XdUJrPOT005gPbtOc5VVn+5/ipdZhZsAdk6ElzktWICHa4p6VbBAcRCVP65nrE0E28+CQZLZfKV8froa410sQBwSVAYuUTNo17+UgNAo8JUAEDFnGo1SwSA9MYjK5+jXtwoIm/qweTvGQXxxXvdh268Ri8DeIGAJeG9Qm0a/U3L9bTi77VAmxH44dQa5o4+YwgX9RbU5M1pddHa85lG9VPgQbm97TINadWMinGOWrb2F7S78RbgeZdtTaurTnFeRoyP/1Td8W0UvLa4VWH1efnDNWj7mOExSsyE6FAA5czoGtYeq931rRe88w3PiTFXGQlbj9TEMT7ao6lL3uNlz6dBx9Omm4RSAMEMnU6WhFCykIt43BdUJzKKqDIgYUcbCmRm/5/6b+HppEofbhHiZd9bLvC9e5mKXdx4gHl5X1HPBAmaDKLzAECwizitE4cV6nLydAF8QRANvTX/e8w6BeHwQld+ZjjvvbCB8Sl2B3/MKQPTqhMuCQXxFEIWv0a9vEhCudHtfJ4Bebn6ebsc45wfRwNJJvD/21Ac5ApaAD/IbvK+XV3K9BxCT59cIMec/uLlt22NN4QITJCZiybnrVv1bE+w/sCpPMXaQkuv/lSB5aSG69a/6539CSWfktZ2jmPN/Dwm9sbC+zF5gjrv8rQB4ez4Kf6tf/xsCutCNOlazB3Rfr2dXv28KIjKC4xI5+hGzvIeKuk+XdJ+uafxBGKtPl8VgB5aXGVhp3RCsUWtbAjjgvMzm/nDBAgpYWlfU+28DwJMNwRZdj5X5zy9E5XekBNxzGoA4Mx+FL9Hj5mUA8LYgCl+ujrv9V4PEM0x+tBYAnlsjXBYMSnqfKVhoFRCucD3faejDvsr1n+UAfKEQhc+azDFpz31wI2AJ+OC+v/t8dcovCfA/hhD7Xf/vo0gvNoULnBctSJ6dH1p9p/7i+zki9OUHw19oQr0dCC4qVMLb1XHO+4kg8cH80MBP0p97ZQedj9TVqd4qJHFlvjKwSr/+Rw7R1efqOMw9uaCde1CNQln5f3X6k1r+rXlQWclrCiJUchXKGBKh9oCRMrGQI7GZ9e/JZ9qT17KoasOihxZsxdEsQpqlrNqWtJeZfcxphKWuYTwAvcxfPGrxzC0j7dkRqqo8bhMCAlgPN+FrIKDHIMCgiZcs5bwXAmKfUdRzwQJKPCuohC9Ox03vSwHofwpRyEQL/d3+80hCMdD5zyW3578B8BNBVD5BjcsubwkgLq8p8N0lTwRyPm0KFooLvaejg183fdfqOFMXELb2YfN2DJHzc6N32JP7al9rETAIWAK2Y2GXCJRc/xYkvMoQYr/r/ywBvMAULnBedKP9o+R6P0Cgz+aj1TdqAv6eA/Tlc+v50N8RRN8ydo6i638LgL5n1Kkl1/86Ev0oXyl/PSXg5jjM/sf0HA1V52iCZE5q9Wnu06WG+jzciQcVib3AabA/gBOPQnV4f/TpjtfLzCIxnqUaL3O65M7/6P3sFi8zR3BWZTXevB+W3cfjZTYBJ8SBJ4jttc+ttw+o4VpSLzM/2CQdROKjhgBLuaXHAcrP1hT1i5Yej0JeHVTC5/K4WNntPZ/HZSEK/5uPV2QXHyMymVtM/nPp8N7Hg6Sbgih8giLgRUufCo683ijwWQAokupPTcGCEgy2Jb81fdcrO0/KifYZNQFh68/1dgzrHbhRyv6xCOwVApaA9wq26fNLpZz3VWqwc/S7/vcToC82FC58WQi8NT848CVNuF8QALfno/ALambi+p+RBL+q50P7nxICfp8fDD+lf361BPirUaeWcl5RAt7bVwmL6uc570rZEIdZcv1+AHgJAdydEpNe8lX/pjjDucrsQR2cFedhYjyoO7vb/CUM3Vuzo5TJIkmdYc1CJKO21q1LZobKBRFEu/QyKx+tejDYP15mFtpty2zPOiiyyLGPTa1RYzZHwWR4mRXhtc34TVAJc/rB6whEusPMMLlgwclAOYjKj60Rblvm5kIUPp6PWxX0Kw9bfJiYnfl3EIXz1fkWeoswg38wCnz2ZJdc/4EgCg/nn6eCwflb8lHad53mPztbjIDQ/HxjFM4wBQylnP/Qli3bjrr4ods3TZ9vBHulE4mAJeCJRPMgPFcp56+gBjtHyfU+R4S/NISqCBJxXSEKP6FmJq53hQNiYz4auEIT6EcAxOZ8ZUDlQxdd7zIBkOSj8odSAvY+CABOXudDl3L++wBoTlApK/Uqx2EiyI4gKl+oZjIq/pK6ClrtOpGQrzj8+bNEMkcvlSa1xh9C4LYitXxqlnzlGH266cMADR9Yfbqpl1kvW3emaVWg/MwHkpfZEF4u6pjFe/18Lxw5Z5NR1H++84RDHmmfVSlEIbdcKcKdORPuK1TCw8wYYAX9aCI6THd0yfVGZkYPzjkT7hrl88/PZbbeUZk/0+Q/97u9D2yIBo6sEarrb9yM9PhLdN815z+3ZWYc8577b1IEW3L9jQ7S400fdsn1/wECTzV92BM5Fu25pgcCloCnx33e66ss5TxWmR5iCLHk+pdLgkf7KmkAQZoXTQsKUfheddzdex5K6QaV8nmKkDm+EuiooFIupK/3zxEAT8xHIds8uPz8LER4eqESnqW+5JQ9BJ5j1Ksch4kAJxai8O3q5yr+EnsKlfAtu7soE+w/inr/UQf7786DWlsy1X7adC94//fpcolAttubv42crKBEzbB37WXmsA2o9ek2Lluz2loVXEyhlzktVeC6RdGpRGGCjsJZbe80ljMmOJRtT2zIZ34Et7V1N+Y/b4JNCy6N7lItUcqyFrXNMysdRddfmyF5wjmV1fdpwlwrRvC55w4PRPp4GGXbk835WQBYxWpPQ+HCX0eh+rLzozWq75oLFwiSlzUICP8qCV5ez4f2f+4gLTtnsPzz3Y1F+3OLwFgIWAK242KXCJRyve8AlHU7R85bJgGO6NOEmhIknVSIym9TX4pd/psFgpfXBNmf894gEV9UiMI36BnwawTgK/JRyDYP6O/yTpeIry1UwtNTAu55BaJ4cz4KX6F+7vacJkG8qxCFp6UE3PsiQnlOoVJ+kf79Y0HgWUQq+7kmqlL7j4DSdNCmaVU6nKIxS7nqxJKSeFRuiy8cvuORyRwOrQURDpfTqz7dZi+zaV1ChA4AeKS+h5r26TZWAKq2Iq4AxCR+aO3UeJnTz0ucBa0EYbXZdbr0vvNeZsKLcVtbVwPBNhNczv8XJrLXKOr7Xf/+EZInnV8j2N4HEEdrCn1W0COJdwSVVXdpAv2tRHxb3+DA7/Txn1HSq2oKfNcrE+E5hlCLrn+7JLrYFCyUXP82Iri4JiB0/duB5CUmH5r1DgTic4Vo4AeTOW7suQ9eBCwBH7z3dkKurOT6zXaOXO+bCOmFhlCZIAnEmYG2f6zs6jnVQefcfGUgJchc71KJ8vxCVFZ+yZXdS3uQkvcVorKXEmjvyRLlhwqV8smKoHP+iYDwsUIUnqh+vsh/nhRQLGh1q4q/RLy2UAmfk76+5wWI4lsk4SKe3WXQiRGSeF88qOMFjpc1F2ahc7vIZHHMPl0jENMqZaDDDjwv82mz59LmcXiZOXpTBZzMaBRVEcAwz65V/OYOXubt8Xvuv32nXuYxChZuF0QX53XDUCnn/RIFBkZR3+/6d1UJz1xWGfi1JtQmhX7J9VYRC7N0/nPJ7V1FID9RiMoD+vU/RYkfqCvw/W8ByWsNofa7/veI8CtBZUAVLJTc5sKFout9Dwi/ZvKhS67/eQS4w+gdxjtu7OssAgYBS8B2LOx6Btxq58h5LySEZYZQmSBJUCmolI/nE12d6312gvSpQpQSJMdXyga/5NWL/KclAr5eqIRPNzNYKfA7hSg8VhFqmg/9gyAKn6h+vrDnaOmIVUbdyvGXjsisyUfhUernaTrXLwpaTLMvt1P16R7elUVy6qKqWn5yo2VJJW7xHuohRLCRRUm1hiVgMhLrVSFBQnGiIiyTOAMz13cNzd24v7zMAjm2UmRFhpd7+fNq20/aDZzagdJIToEmtrJhdr0/vMxcsFCVkD9vXc2y9j1sIkD/hwjyOqOo73f9HydSlvq0Ja1Vod+qoOdjAGAl9Df0w93/CqJvGgV+v+tfLQnW1AnV+ywQ/CqolD+jCDjnXwdAd5njYs7/DAL+ppYP7XofQ4CNJp1rX8ae/d3piYAl4Ol538d91TvYOXJLjiN0PmcCCFRetCMGgkr4OD7pJ3M9R0oUP9kZQV6TXdxVzWTY7qHUrv1dJ2WlaL+nEJV5udLkQ/8jiEJefgVW6coZI2sLlfI8Ptbxl+uDKOSsYOg/5tQZcsvow4Uo5LjLpj9GVEUgO3fmQa3V5qlQCmJrU83uk9plME6zlVO1NS/5SkziEXTiiwfLTL6TmVSlxEbtGSeL7VVVTK/KIUhFPmpP7c68zGkO9FheZl4paJsCL3NGtD0OqtV7aiEtOf8mRPnpBoL9DBNgXjcMFV3viwLwNjPDVIp8woHCUPgVPaP9GhLdbCxrrKAHEP8OKgMl9fNurwgS/h1Uyuq4tVCh3+39YCIp7htKFfmlXO9HAWhzoPUNpZz//wBga9OxoO3BYPnD6nxK70Ddge7DHvdfKvtCi4BGwBKwHQq7RGAHO0fOPwIQfmZmnCoveuYoBygcwie6zj1t9jbYyvnQYxJkqnbNsN1jBpMXZzyf6G7amovmK/Vrag/xthv1qv6i3baxvXrYZfeu2aaPHx1JxKKa2jXnP7R1Gxxx0aaQm31YPDMMBO2A0JaSKMSCwzQaSwpMbR5bfoQTy0dH474H1/By6aT94ezrlYefMl/IkSzwLLvWtLRzLzMQbBWYXgMrrHWUZdzqZWZSlc7meNnan2+dtAvQdp3x9DI3epm5IIIrCwlgASGuMIr5HQm296MgaLNpGCq6/seBYGOhEn4sJUh/BRENFobKV6WE6q8UAPfltWWtmPPfjwhzAh1PmSrqYVZQCd+vHtZy/ocBabSmwO/2z+Kks4JW5Bdzfh8CHWkEg6VcbyBBPtboHfgYkI42fdgqrQupN9B92JOJuz33wYmAJeCD875O6FWVXH9kZrRJ2Tk42eihkcxDjTNOzotOxOb55su/5PqPbhytdl3WkA/dQpAbNiM9ocHusX4kEU+9YN2q9ZpAo20j+OwLa+pV74EqOP99XrTqgfTn3r1SJov7htbcq4//kYwmL1wWr/mH+mJ2/b9nSL7mHF3GPqFgNJxsOSwXC7pWLxiBdlb2ZgVSZy2tipAbn9JZqpqx8pIvLABAzsxmMkpn2mrZt9nLzKKqtv3oZd7avTWb0V5mB1OFMoFMO40nsJeZK/yEwK35wZBnlnyfPi4ANxjLGhMgIDyuoBXyRde/AIm6jKKeFfmEcGghKl+UErB3CQLMrSn0lYJePDeIBlQ8pVLUAx4XVMIz0/fz8gD4eHN+JQAUeHLt/XLeGxHx1EALBkuu/3oCeLHRO/AxAJ4WRAOv4/Ox3kGgyAeV8NTJGmP2vAc3ApaAD+77OyFXV3L9QTGCz6nbObyHt27Fx9RnnN4DRHhCrbvV9f49kjg9F9Tyob0mgiy53l9GIXl5ze6R8/+UUPLqZUO3/knPbH6fiORN5w3eercm5N9Iku/o04TK8ZdA9J7CUPlX+uc/l0jL+rQdhNWsjfGX4wVBeUUXOgsa+3R5/zRN21L9v7WlX4lqD3g+ATyk9oBrs+vm/WBghfKojEnu3z7ddMm97mVO93uNjSlVKmtRFSc5qcrC2vJ700oBPxxwuEkSS9Ee9629ZdPeLruzJc1BONpY0FoJtqgIEF4cROWU4Lp73iqk6Akq4ZtTQmVFPj0/iELOgeYZ8DsR6bk1y1rOf6VAeHMt/znX+wpA+aYgKr9Snc/tfR0CvaxQU+D3niwFnWWOizn/FEQ6L9CCwaLr9QLABUbvoI8vMgJC1jsQ0qfyWu8w3nFmX2cRMAhYArZjYbcIlFzvd1WUb6kRYs7/Z1J1TlkW36JmnJwXDZS8M6jcmto/cv6dCclzljXkQzcSJNs7EqJLanaPnL9GElzaNxSu0TOVsgS4fFlUDvX5byGCFUbdyvGXSOKTwdDAj/QMuMkOwmpVJPpKUFmt1Kwrc/6THZTHJODMVcu+DcUEiEahrGar84CQW5t4hpo2FiH/N3fq0nqQ7KNlQkriWdQWL1h36IbJFlWxl3mLaM864/cyO43L1Q0PBqkwjL3AKGMaycRzqkl8pl623+0gmIAXsCWNULykNoNsIdiUAOH8IAqZ+Ngj/mKBcI6ZYaaKfPqfICq/VI+LJoX+ipx3Ugbx8rxW0OvCBe4UPolfz4UKAuBiQ6ArupY8RQjRb45X5nr+C1F83ugbVnb3PhOJvth0LOkrRkDIeocEBXcUK0Gg/WMR2FMELAHvKWLT8PUl1x9IgK6oEWLO/4UU1GdmnKxGBaKVQaX8Y03AN0mCa/uGwpvGIsjU3iG+WrN75LwbiOjbhaHVN6QE7H+LQH6/L1r9TX2+rxHQjwuV8tf0zOfLSLQ6GCp/WX8Rf56AflaIyp/XP/8MAv26pmbt9r8CBM8BoN+pWR4TkdQzO5BqhpdgNX4kWrPRpCJN1m3mPXPIbM9Cm8hyf61qXWIfLekl3wYvMwB0EgBhbal6Z15mGUsS+8XLvPNe5vpKgTTL7ghd/CBjFO5sSQOkC/I7IVgmQIHi84FuGGLLGQr4VBCVn53eZy5YEFfVChtaFPpXuouf1AaZ7xsFfaqoF98PovKT+Pe5UMGRzlcNgX5i0dKFbUKG5vgad+ljRkH+3OgbVhze0y2k+GXjsZMgjyslINSCwHWBTuearDFjz3vwImAJ+OC9txN2ZUXX/wYB3tgXDaSE6Po3JgCfWxaF39fHXwPCW4LKwFfT494vSUzW9A2uVvnQ7JdsJMhWe0cp519LSH8sROVrNQFfjQB/C6Lwak2oKwHg/kIl5H/z3t+ViDgUROGV6eu5vB0fbBDrNKlXOf6SQzlM+fqEAQOA1x5x4mFbkxlZoRXKuPPZdbqUTbCdZ9WNKVWS4ytRrGfbEoupuNe4fT96medkoTOzUy+zybUe28ucrhTwgwEpH3CaGJb2MkNGZhOJ/abwgC1pBPTFICo/U923FoK9yl36mAwkPzP5z2w5EyLDM8wj1ThSBQvy5iAqH1M/rhcufLLbW5AQ8rhZwD9XhQsy+XtBH1/d2evKNsm2IkWgHIxScTfdH0Rhd/r6588Scs6DRt/AtrT5rvuIOVZ50Ln5W/KVNC9aj+3N20a2dk12iMsEjll7qgMIAUvAB9DNOFA/StH12Mbxz0JU5iIEozufZgAAIABJREFUJtQvSJI/66us/hwf9+f8lQT0QFApr9A/51xonhnsFUGWur0PgBRtQWWAc6K12EbMDSoDKh+65HI5Oyww+dBc3o4ItfhLpVYV8rHBYD3+EoGeZMrXd4YzRz8e4i7ucFiQpBTKHJ0os619urwfrNuKuEZvc81HW/PTinTJWiVuiTiBZFhiJn64fSQ2Su7Jutfj9TJzUli6JwyHsNK4MV2LPzd7mSXIYbNSwMvuCbXFR+7BsjtbzkbbMncXonCRGieqwi/zC1OA0EqwLPB7eCTD+c+zAYDSGWYSB1GZj+HyQ0+cP3v2zHuDSsipZ9Cq0Of71+F62zZGlbmXwT0jrDrvd/3tG6Pq7MtgTZWx6ci5m5sINOdV8pWyWyPUnPfw1m11fUMx5z+4bRsc2aCw35QI5+hla29hzJQgMKlCz7L15X9N1j215z14EbAEfPDe2wm7MrZ3AMCMQiX8gP7SuUISPNhXKV+ujnP++whhbsHYP1zvvQTYWcuHVgQp3KAyoPKhSzkvIKV2LQeKYF3/nEaCLOV6300gn1molN+dEnCz2Kbkcjk7nBTofOjUDgJ+Tayj1Kos5qnHXyLgK035ul7qPFvFJHK60x726fIeavv2TNw+vDFmZfiEAT3GiXhWNkMe0rmrPl3+/Kh8zOpa2P61Wy9zGyeGYRLHg+VNk7Xsri1nWzdGJ8y4DC6TusLvoXwUzmLC00u4w42VfiXXf3hLZtuRF9+fNgyVXH9zZrS6SHcvc4PRdozaDjH5z1y4YAhXj8WhxJHHLVu7elCPtcr2avKs98ZrhvT5mgi06Pr3bEE6qabIV/qG6imNino5Wj3VHJdc/28EyWkmH7q1D3syx4I998GHgCXgg++eTvgVFXMe2zieZQgxbSQCt6ADCJggAen4QlRO7R+u/zYCekFjPnQrQRLASwpRyETJS8ivaSTIYs5/FQC8vlAJ+d/csPRyAfhWo25V5eyEHH+p8qFb7SCsVkUQFwTRgI6/7OkRUrw/qIQ96UzMfzERlADhEl72BXJioiTetD7ZwDOlCQew4YR70afbBtr/q4hV+Wm1KOwA9DITgEujmaBv+JaKHgsbNsvtT7pk6DZedueHtYcSx3lsfQbpNy3hlnL+v8DBU0zDUL/r37s9EUvqinp/cBtWj79wcM1aff7BRMjn1gnX/wOK5I15raDnwgUp4Q3L1oV/0K9vIVDvJ1VMzmxQ5P8CBRRM/GXR9X9GSOfV9Q7eHQnBRUZA2CoInMyxY8998CFgCfjgu6cTfkUrc/4rEeANhhDTRiLwCzqAgAkSAd9WiEJWpYImyHc35kM3+iVTgsT31tSui3p6hKgTpM53/n9BFL4gJeDeEwTIjwdR+QR1/rScvRTofOgVud5nOyg/bcQ6rF4VxHuN4bP49SsW+U9zBHzDlL2zKlog/G+g4y/3BbCaqApFtlrr0+W9Xl7CrvfpCkyXrfm9Wvt0U7V1KgpTe8CJiNtIxlCdEZuign35jLv63VYvswkHQdFgv9oDL7NA6JOIL6sXIHh/GZXwyvOHyvekBOj9w0F40TmD5b/p438nVfDMEi7nP0sBhQZL2a+klGfXFfXe76qAbzsvCn+rf/93EsVba++X81eDwI8EgwNl/XBXJqSP9A2uXq1ffwcRXmgKFko5/zsJUKmhgOFGBPkZk85VdP3vA+DnTeFCyfX/TxJ8pa8SfledP+d/WRCU8zqda7Lukz3vwYmAJeCD875O6FWxvcNB/IghxFLXkheRcPKFKHyhIUgE+kQhCv+7TpBJv8mHHpsg5ZeMGGcnBPndIAqfzOe7qtt7Qobwh0EUPkERKpezO8jxl0fz8ZW5niPbUPzUiHVYvepI8Uuz16jjL38XVMIu9Xp3cWcbZP4cRKEixMY/vM/YPpdFVZILCtLavFqfrioj0EvWaTewJBpN94BZiNQsruL9U1MByHuoVWqPTXrXhN6ghpPt0stMaR502mlM2UYvs/ICT4CXueh6ZQFweb5uIbstkfj+ZUMDP0kJ0P+5BDy/Lxq4Qx3n/DtJinML61b9Uv/8hwjiuny06saU4LwfEeE1dUW9P5CQ/MSyyupV6et3KFy4noC+W4jK16cE7H8LgL5njplAgeSXjUWtlPM/JQEGaoTaEn9ZdD3WOfzcKOxLrvdZIvh1oVK+Tn++K4FEpTA0oNK57B+LwJ4gYAl4T9Capq/V9o7vGUJUjUQCP12IwuMYkk92e0+oEt5UiMLHNxBkaPKhd0KQdxr16cezi7tmZDI1gvxo10nZOWIGEyTva6bimzkz/xVE4Xw+Xt5x/LyOGXPXBjof+lL3uNnz4bBhI9Y5F06dcbRbz4c28Zcbo3Am73fyrK/DvWNbQ/wlEwMnVLXvrE8XKG374dlqFZLhDDj7LfpxpLMjOzIjzYLmgI3xepnNQwFHWI7lZd5TUdV4hn/J9a9nwgui8rdSgvW+Kwm+0TdU/k5KmN4PeEYZGAV9zr8pQfnpZdHqlHBd74sIyA9TX0wJzv8yCXmrUdQrRT7RTX2VMhct8H1rKlwouf41AHhPEA1cowmYlfR/LUThJ/X7txQu9H4IQQ7mNaGWXP8TCDhcS+dy/cuB4KG6wt77KAFuKVRMmlfvhQjUGUThBePBx77GItCIgCVgOx52i8BHu70Fcwj/agiRAwiqKG4rROERinDZ7pEk/ypUwsP4+IrOEw6Z2T4rMvnQrQSp1Khu7tEgKrcrQlX50M6WjVG5iSCNelV/0dbiMPXx1kRs7miIv3wkM1rNabEOf3E/SFurR5l856Lrb8ggPeGcwfIG/cW8Dqr09ML68jp9vsooyeeZrtndgrKXL1h+1OKZ80bas4KqikxVVKVSI3PsY/OytVZazzFWn1rr0hR7mdOCiGoW250sSnE0SvxdsG7VHzXBfZIA/1IjvJx/nST4Xa3woNWS5npfkoA/7YvCL/Dv93P+M0Ccj0JW0ivLGSCuM/nRJdfvlwT/6tP5z1zAIAHvrR27/qUEhIWovFwTOivpHXNcSgn10VrBguufiwSH5muE6l8ARIsKlfL5+gFiGQB0mzjM/pxfkIiPLUQDSkDIfdgC6AVBVH7rXg4J+2vTGAFLwNP45o/30lM7h7d9Y5QoO4cuXNhg1Kt1u0ek7B97Q5BcoOAgPXEXBNkUh1l0/fuB4MRa/GXO/5eQwjtXx19yHjQKfJER83D8pQDn5edGq/6iv9j/iDJ5bbBujSYO/+4qJm82aV/jxYaxGKXNWQInW6UkJVUnDdZgUuXZUT3Kcsc+XZVaRQ2qZZ1WJVHGI8722KiBx/t59uJ1yssskxnZ0RYvM1cYYhq5qRXWek+70ctMwBajzzcQ2nIiyBjFPBcgSKTRWuFBq2fb9T9BgMOFaOAK/WB0ARLkTMNQ0e29EIAWGEV9alHDGaZgQSnwgWYXKmUuXmDB3tlI8DQjGFzZ5Z8lEJ4WVML3pPe9pXDB9V4LgP9tChY4/hKlWFKohG9JCbj3TQBcuJDGYXKal0TkfGglIGztw94L/O2vTGMELAFP45u/J5deyvkVSuiZDTPGR7eNbM2ZAIKS60eJkM8xatQ9J0j/zwLEK5oJ0nltw8zqd4jyLTV1qypnT951fi3+sveXSMm5eR1/yepVBHl+EK3+mX4guA2JLjFl78Wcf2tC9KHzhsq36p+HCdDHTNpX8XDv6RzcjxLmmVlqGqTBM9amCkBUoipuXNLFCqmoSmgrkEz/e3R/iarG8jJjFkRzBGfNepWS6+ZG61JaEpF6mTkkJG1gkvFYXmZViCDE3GAw9WgXXe89SPgMU4DQ73p52VCAoD3bjzGNQ5wHLYgW5fWMs7+7960kqZb/zDNMBDrJKOr7c96ZBPhf5vxcuECAzy5Uwnep+9jtvxokvDqohKcrQu7yThcoXhNUBs7QD17NhQvdvR6QfEctf7rLfzEinV2olF+kZ8AvBMDAxGFymhchXWAEhP3d/vNIQtEIAvfk75R9rUXAErAdA+NCYEc7h9esXnX9uyXiW4wateh6dyHJd5l86GLOv1OQPGcXBPlTJHpfI0Ei0YcCTZBF1w8F0MeMuIfL2SXByno+tH+TILg2r+Mv+13/+1WAL9TTurzvIuHX8lq9Wsp53yYhbigMDqj4y5LrfVOC+EE97cu7kQAPr8VX8kwVZQxJqlROKBM/Kkdi0/g0LhD34kWc1hQt3NiJmGSr6GQdEJ1MpgS4EHVBRE1trWarNB8AH04JtXl23ai0zqCMcQK8zK0WtGJX7xmA9FqjmO93e18nGwoQlGdbwNIgCt+oCLK7562OFEvyesbZ3+W/GBDPzlcGFAGucHtOc0Cw5ewl6QzUfyUhvdEULJRyPa8gFG8uROEr1H3s8pYA4vKgEi5Wv9/Ve7KDdJk55rxpQDqvVrBwuPd0lLgiiEI/fX3PcwWKawqV8DkpAS85DlBcZxT2nOYlgb5UiMrPUJ+H+7Az4pYgClU6l/1jEdgTBCwB7wla0/i1rG6lhD7St07bOXL+nVUJ+fPWhb8wM0gCuqIQlQfSmZD/YyQqmnzoYq6ZINnegQBfMGKcYs77LgF+zahRmSBB4HeCwfDbhiARxA/yJg6Ty9lB3FKoDKT50K73RUL6ST3+svdzpHJ903xojr8koN8Y9SqLdQjoTyb+kvcWCegftbQv7p4FeMDEX07Urec4w7H7dI1lSVcYqvYipbg+1PTpmi5gABwGZFEYz7Qx3t9eZt7DN1sNrRa0lADh0qBSPlkRlOv5sqEAQXm2hSgEUXiKIuCWwoXioiXHo3CuDirhc/nnVy3yn5cRWAoqA8enBOydRIgfNQULV7u9J3BOeUEXMJQWLX0qCvpWvjLwVH79lV3esW0Cbwii8Cnq/VoLFzpPyYn25MdBFCpCvXrR0sdKJ7k1iMqqYKGY849AhNuMwp7TvCRl7ixEoas+D2d7zxi9P6/1DxM1Tux5pgcCloCnx33e56vcwc7Rol7lGSQA3hhE4TfSLy7vqwhiVT0f2vuSRLGmb3BA5UOzvQOJfhHoOMuxCBKA7gmislKz7o4gWb1KAOsbxDqXU5N61f9/CLDNiG1Krn+pBIC+KLxUnb/b+wBJbK+lfanuWZxn0r12BiCnO0H31ixQJlslqesKTe0fC6tS25Karab9wJy+tYFVyWk7UWphQs5SliKWJIfZDyxBxu0wEm8Y6tnAKVL7fAN3cYL+juPnbcvMyToosljzMpsl67qXud4cRQ+YggP2aDda0JgAQcjrg0pKeP3dS54hGwoQ2JImkK4zCnqecToCrzUzTG0xqynoP76w5+gZjmDL2eMUQbpLnyRB/l8QhapggRX4Calx90Q+ZkV9eyZzd6GSxl9qRf2fgijkfmZoLVxQ+c7u/PsCTaif7zzhkEfbZ3HOOCeKqXxoR85hvYOKw9RpXo8EUagEhHpsNvVhT+a9suc+uBCwBHxw3c9Ju5p+179aNts5mtSrRde/Gon+EVTKnBvNM84VAMRWoVo+dCNBFl3/ciJ62MRZslgHALY3EiSfJ9AE2a/jMPMmDrOFIPtdn20g2XwUck4021+W8RKySevi+EtAPNqIbUqudzYBHluIQo6khFKu590EWIu/LOV63kGIz6une/X8N4I4h5hAdcAGEnZKBNWnm3bqakKdpD7d8d5clZE8ty0LUvcBay9z7XPr2TV3AvODARGN8oOAUlnvxssMKDoEim8awuOCBJL0I2NBKy70FkEGf2/yn9MCBLorqISqAKHVktaaB/35zpce8mjblsGgEs7j17cq6rWHmxX5qnDh2iNOnD9SnfGvQlROLWpaUZ+LOmZxVWRqObt92+1Rx6wb4IaktXBBE+j6IM2rNgULW2bCrM4zoxu36J83Kew5zWtL27aj6nGZzX3Y471P9nUWAUvAdgyMC4F+t/eDEmSjnaNJvdrveh8EwjZDkMWcfxEiHBrofGhVvg6w0PglV+a8ZQLw8Lra1csDiKONvYMJEgCPDTRB7ii+6X0HoawRJIt3JMmTjViH1asEcqlJ6yq5/usb4y9ZrEOSTi9Uyq9mAFrjL7l7lgDebtK9rna91ySE7wPE95s+3ZFqEpuQ/nGBuBcvYoX5Nd1exzZKsoIcNcNGbV0CRaQcrKGXrdWDgZppa1EVi6dYRGUeDPSydYOoqqN9JH7bvWu2jfejseXMkck/jSebyR5nZe41FrS6pUwr5lsahLSCPjYzTJ0HzcdqhqkJb2tmtJo1lrKS69csZ4pQu+/YtnEwLVjgYDHOh54ZbZpjcrlZUT+SiGMvWLdqvSFYlG1PyQ/drOIwiznv4W0NhQuc79yW2Xb8e+r50/c5JF9wTmX1ffphsklh3+/6fxdIL66neXEftnhnUFml+rDtH4vAeBGwBDxepKb56/q7/bNI1u0c3EhEBAvrfkkuUIBnFioDqkBhZa7nHQKd5wXRgMqHZoJMSC7u037JlbneNwmQSwMdZ6nFOqcZe0eqZqXTA02QLL6RjXGYLQTJ4h0ScJYR65Ry3gsJsWDSulrjL3mvkhA/WKiES9Iv5Z4XIIpa/CV3zxKIK+vpXrw3KWrpXns7HFhUdd+ihxY4OJpFYFEVdbJtiRO3CHQnsFJa8zFkEaGDAB5JG4rSIBBQamttXUJFsjGhiAmT+KG1Q7HZn93bz7ir3+MHglLOH5lV2TS7gfBGNkZNFrRhqtJTGhTzrQUIj27bCt0NDUNNedCsoCeZeUHf0I/vVffG9e+vkjzJeLRLOX8oU60+82xdsFB0/cgZwWefOzwQacL9cyKT05cN3fonNfZyvX8Ekq/O6zjMYs7/p2woXCi53h0E8u2mYKHker9OSLx7WWXg1ykBe79EoiaFvQN4wbkmzcv1byGCFUYQOBm423MenAhYAj447+uEX1V/l3c6IbwmqJSVnUMVLhAsNn7J1hnkCtd/WQbg7XmdD707gmSxDgFeaOwdrQSpxTf1OMwWguzv6nkuIYt3UrEOq1cJxWcKUVmldaX50PX4S96rJJF8y3TV6nzoWvxl69Jq696kAZhnfAuz0Ll9p326eg+1HmF5GAA+mBYrMImaDl2zH8xkSjFVRVyV1XhzDMOTXRCxWy8zwbHtUrz0LDOjzPlDctR5lilcYAKUTRY07y9SylcZAtyxQcj7t0jIz69f/U89lu5NqlSr9Ot3/bukpHcXhsq/0gR8lyQ8s06I/h+EhNefqwsWiq5/t8DkzQ0WtduExPfndfxlv7KcwWV9Q+Ga9GHL/wUJ6qsXLPj/RwRXNuRD3yxJ9vcNrb5Zf74fooRPGYW9EhDyWKqs/p7++deQ6Oa8Tuea8L989oQHLQKWgA/aWzuxF9bf1XsyNdg5mFBlg19ydzPIsQnS+YwR47BYh0h82eRDtxKkFt/U4jBbCVKpV4UsG7EOq1cB4fZ6WpfKh67FX7buVeq9xb+YtK/WpdXWvcj+Y06dQVtG2e6DqagKhtUeMKuSdZ+uEllx2xK3FoGMAdrjrqG5G3lvcmLvTvPZ+LO2iZlZgU4WMkkW1R6wKVcYn5eZl64Rhe40hktB0gvNDLKU8/9ADr2hsLb8e02Qd1ODBa3k+rdhAwGqGeb/Z+9KwOSoqvU5t3omG1tCJpmqiSyKqOADF1RWTaaqwyYoKjxxQ0VBgXT3JOzIKopsme5hFxRZFAVEFGXJdCdhk1UWQUBkJ1OdpMMEMMlMZrrued+5dW91dc0kk0Cij6Tn+/hiW9U1Xff29N/nnH+JBSAoSZqETMYw6BN+0CwxC6QsGABMPi7Y3lwpxNkdPXNUwEJSosb2lwT461y5+Htdwd5IRDflFs5VkrO8490GgFfWAhbcK4Ho9po/tHsdEXbndMACM+wFirszdQRCeDhbLv1cfbmz3bwA8XK23K34D42fxgqs6Qo0AHhNV2ojP6+r1d2BEG+K2K2t7Z+WQlyS80O95EgV5EgAqcg6zfSI8YdOAuTFbe6WQcwOMwmQl7RM3aTalCob+0vNXu01bl2h/aWzzLBXh9pfmjD3cHYZVjaJrFnHWxGI5VvG7C+X9Y2GthNfKr61Pt8eSVKV1ElLyr6SgVXPgkNLSzUDrobVdfiFgFvUhm39TrTMBce7J5B4ahSoYLtzQYgocajgeN0EdJ6RoBUc9xaiGgB2Od4fAoLrIomZ4/2ZkC7P9ZT+HAKk9xcSdFns8fUAeFfEoGfJWQwQ2W86EbjwGwF4W02i5l2BQI/F/J2TkrNfEtD9NYla+qcA8hUDqHnb6wSBC3I9YcBC3vHOE3F7TMc7B2N2lp22d4oQOM6YkazP90Lj2hvWCjQAeMPaz/V2N12te7WQGBXJORhQyZLzMn5R6SW7WvdtITEYBSisLUBqOcjyeoBMragFKKwJQLorlsKbE8/w/xaxV/sH+hzj1sX+0H0r+rc96a0o7H3JIFQ/fKw/f4kGgoUU0M6x2WV91qzjvUoEe8XtL4OAPBOltyaLzzPUzil7jxdyoAU0qYrTltTMF2lSDES1/SOzlKGP2ckMAspcI5oFx6trWaH1FBCRt73fE9ENJlCBJWkIdKsJXOCABATgtColQWNJWRwAuxzv55Lob0aD3eW4V0Osoiw46V8B0N0mgKHL9jolwGtGg82MeiLqyS0sKUAMNdzwrPGbzjvpApJ8yTDw87b7ExTQn+0pMbOez2epGWX94pnqvep450mCXhOwENpTwtjITlMx7GHznF86UQOwYtgbO8yQQAhbGTcv5caF8GnDmF+T90HjnMYK8Ao0ALjxPlijFTgYDrb2dJauuM8fP5blHLriXGTYrEwuKjtL+xIBCit7/fGbngk3aX/oJEC6b/cP9LfF7CyXrlje//7VAeTKavVjx2vyTcHxhgDkIMnPxsg6L8UBkv2hA6T9Z0VZtN6zkuBLHeXis+qD1nafRllvfxnPmg3dvawjDNu1YKcfIokZE6XX2epNtQTagaQtLJ2ny1IfVaWSZi8jsnyGk5cqZIhUpCRAYdqSygWmSgC4pIrVypieMZUM3LFyjTbpHZ7E2ta+tr6WFKVaUMUwiq0FwqMZnbmbt93LifBJE6igJGcAz2f9IicNQQiA8JJpwSYBsMt2fyIB+0yCEGu2AYDfOxdogKz3g7bTJyPKzbN+6YQQ0OsBkQG1LnDB9n6EAKNr/tBuFhG3y/jFGbqTwVKzj2T90jH69x0LRLYJWMjb7jcQYJcaoLZ/D1DslvWLh6vz29zDFN/BL30nfJ+kv4FI+2b94tfD16fcuL5tGPPvcBsaT9sIV6ABwBvhpr/TWy443mKUK3fMLLxXyTkKjrtiILBaTMZtl+MtkvUJQwsCIT9j/KELjvdqAiBfDAJKR2Hsjvd8FenzqwJInj0GEr42U5NvCo5bH8Y+DHuVpBUBJPtDEwTHdfjzwixax7uHSP4oV557T/jB6s2L218mW6tJd69CspXqePcSgIUET0YuVdoXmgZlhWSqMnbJkiWGPfxO92Gk5ymtazBOpy1pLTBX2apVbWRMoTGIJBUQobTMYdqSmmG3AcCNUcVoez8mQQOmosw76dOAqMmYluQTANhpezmBtJ0BvDBBiLbN+SWVIMSabSJqNQCYZNSH9pawW84vflcDXB0gar/pj9YCFtwjMe4PHUrODsz5xa+GAOodAgRfzvrF/1WPW93DANE1AQtsT4kI34oA1fG+AECHZ/3SgeH56f1I8R2K++v3yd6IOCvrd0/Xj/dEpHOzfmmPkfamcbyxAvEVaABw4/2wxitQsL1/INHBERnH8V4dCMTU43QCEcs9SGIsQMF7XCJ+x/hDD5V3eA+SFNlaGLt7vwR5/KoAUpFvpDw7ssNMzh5tbwh7NT5rZPYqAV3d4Zdu1R+cTNL5jSHr5G33RozZXyZbq0l3ryHZtcrdSzyYLXdziPs6++FugxTNLYTVlkClLUmVDaydtUL3LS1d0s5bViRT0pIlHWm4OHTfYsmSrNBAqjKuGlSOXFo/w1aACbCVMTHJO24GAbczJiYaADlh6IchQKZ/AEAfjwIYbPfrgHhARgPgkAShROCC0nBLihKI2N5SAHw3AsAEIObb0gejClwIAxY6be9LIuYPrSVnzKhX/s7aHvPUbLnUbgAVkGaYgAW2pxQozo0Y+E777gDiwqxf3E29Tzj/GpH9oZU9pj6fM40/ro470z6EYP3JmJOss41vXGiDX4EGAG/wW7zubrBge/OR8HQj71CAKumomTqBiI8D0ZkmQKHgpOcQyPMjcs4IAFlwvFvZ6H5VADkc+SYxe7wWALsNeWc4gATCh3Ll4pUhALuXI4gnsuXuy8MPUvcSBIjsL/OOq1urobtX3vZmY8zdi8k5CLQk65c4w5bJOucg0dvZcumc1a16XZ6ujgCMWtTGTAMNa5k4eEGCdtcK3apCUpVqWyNWZFUuYZa1JFEZlP0V09J/pzvPgEkA+xiNdqeTPhRjgQqhJA2/ahKHkgEJOjHoeAOAQxKEEgz6MICBjs7oBCK2t7SAzs/4xd0VYCYAkVv9QvlN68AF293LivlDs+TMIvhVxu/+mHp+aI95Q7Zc/B8DqCjgMmN/eaEz/X0pCG6LGPhT0h9ESbdn/OIHFeC2Tt0G0ZqXK5e25cfh+fJBQxjU5iT/Mu5c73TdG8/b+FagAcAb356/4zsu2O5NSPC7zMLSzWHlwxUnXNyhE4j4OLDxfRSg4P0aAP4SI+dcSwTFuLwDAe8x5JuCw3IQ8ZCpIJMAWXDcurD3JPmmYLtM0ukx9pcjAWTe9n6MsdZqp+OdIWL2l8nWKrt7AdIWcXJO3N1Lk3neZ9y9OHjAEuIICTTOZAKrbF2Vp1vT/UYhCzJsAXPaEqFVkRBUluFbFUMqe8cbN8IT58HU1JOTrC0N+YwBE5BmZvziPvzU2Y7riVigQihJk2dFgQuJgARODOJOgwG0IY+VZltcbAIXkn7Q2t+ZSV3bq/fZlPQHQdIdJnHo4ta9dwxEwC1y5TetK9DVsE1vAAAgAElEQVQ/Gn9oDkwgSjFATlHHJ7mT0cIns+Viawio+2wjRJVJX1vz46u3mTr67YEUu3tx6x0u3Wr/8QODK1827l7s1tVkyUU5v7gJHz99m6mjJwxYb2f9kvGDxoKT7u/1ezZdnyYo62v/G9f9761AA4D/e2v/nvvNBdu7FAU8lekpXqYB+Fop5Nwogcj2LgWkf0QBCm1uHmRNH1mw0xcSSb/GZk2fCyDfMBVkwVZykH+bCjIJkAXHO52ARM4vna4r0jryzZoAJISt1Y7wg3uY1irgjsb+Mm/Xzxbzjns4ApNzQncvjtITZE3N+t3fDl+PIvPsXXP38niG+T0gPEMBLlYrMGZMJfPC+iVVseRq8ymtLcgsaxMQYVrUdVnGpsrmzGPwDSBd6HgftwCuMhptlY0c4PW5cnEnvk8lSeNWvV/cgR8nAxJ0hfiAAUANiA8ZgEtK0s6fPH3bZkvON79fV5QvZP3iBLXO7G09JvVqtlzcPALUFD5lAhaS5zOgvjWQeivnF0cz+9lIzjJ+aRQCELf0B5usxTm/FLe/5MAF5S/NTPUux2MC4SY1AqG3fCksbTFfhtjOkvqCrTrenM+mKkwUKwcDtMvMN+b2vOf+sBsv+L+2Ag0A/q8t/XvvF+cd90wBIsj43WfpD50LCXGhSSDi4wjIco8wYcj2TgGAMYadmgTIguMdCwCTjT80V5BxgCw43gwC2D6n2awjkW9CgMTdDXt1eIDEfbJlnUXrtB8qAA80YeycZYsoDzb2l0Nni+kDBdDhxt1LR+kdlY2RcwRCR33liCfm9Czyne54jVQVqBkwqv9oIiBMqhls6LQlYvtKGmsctsKKWmuC1TyYWdahNlhiUBlAqzLags2tKs7NGklZGLn3V2Ni0smRfU3Vx7LlkgpU0JKzZ7J+kefQnEjEGm1mRSsACyvE1Jtag03JBCGVONQ0JgpcCP2gg0pWA+LpEErO0G/e1DDAWZONY5s35S8vIaCmmJGvAhZqgBn5Q/N7763AsradueCuXvVedLwlFtKHjukpvaEfL+8drE42ec4Ftqfsq34yAtQEw77L8V4ZIPk5w7BnO0u0cJ/sgu5/6S+DfyeB3zJ8h3e6143nbVwr0ADgjWu/39Xd5h3vGAHwISPvCAEVJhh9JB9HJfcwCUPuEQS4S65cPEJXnHUAqdioQkyrryDrARJBfMGwWTVAHmLsMIcDSAT5PUPeGQ4gEWGmyaLl1qoFeKKZVSoZEcLpGe0PPXvIbNHdzSK80MwmQ3evWiuVyTkWiiszflHZX6ooPhLXmvB2s/gMOCkcUF7QDKZKByyU9/Mk1aLmKpXZyUbChNgUgqhOXdLzYAlUEZplrZy2hFWRywYrBkTWdLNPb5m6yYQma7EBwBthh+ay47ydDStISGq0lSTNXrrSLo8fxa5eGgAHev3qGGNiwhVic9PKraOAA9t7S/ZVt44B3IqBQEQM+oLjLU8NVidHAQy2W+4XwadO6Jm/QAPmAsTqrpna4wrKlTtEjHzbLcvB1CeMPWbBcV+wEPaLBSY8OwjioGP9Oc+pvXG8V1YGYpohELLfM1jiGwZQkwz7vOM9Igl/GNlhOt4DAHJW1p/7V/3eLgmAczJ+qbim6944r7ECDQBuvAfWeAXyjvu/AHiQAcQux/uuBNor0kfycYIvm4Shgp0+iFB+K+eXDgo/pNIHxgGS5R1MvolXkCMB5OrJN+5ugnC2Ya+q2WICIAWKq7J+8RP8ei5sm7ZziqxrTRj77NZpOwoUvzP+0Bc4Uz/cBBYbTqjs2Uum7L1dIIM7DDlHh7fPzfohOUdnzd5vKkd29wqa6VET3s7HqyA5YKDPhCqEaUXavhJDLTB7QUPVqkgK1gmpak02uOB49YBoe2/1D/ZNiWu0m1L9748lBi0eCMRHY4lDC1ODtYAEriirgvatScrcF0CIfWsA570qZfVzHQvnq8AFBsRqzA86b3t1FWXB8R7H0Fv8cQ3Iz6Ckr8QCFv4OAX0jtzi0xyw43gMS8NiOWmDCPQHRKTPLpXt1xfqIJHl0RCB0vD8DyJ8aQB0iQbPd24noopo/tPsnAGQm9B/D93a9OcmarHnjnMYKNAC48R5Y4xXonNzejhaekvNLbvih2X4AgTjSJBCp40KcWksY8vZEhHOyfnEvPr+zrR4gWd6BiJcYMo6Wd6wWIC20bjR2mEmAnN0ydTuryboz65e2498XzhaDOoCsQvDXrF96Hx8/d2LaGd1Mj5ow9ssmT5+00pJPmSzbn7a5W46LtVaHc/cabEpxC16RczSZZ6mxv0xWjjWzkj1GnwlnyjVe+LU8kVu041pgYooDIkC2oMXaXzExNATRbWvE/yGC6ZGrl1MPiAXHeyGo0nSj0e5yvH9KCA6sJQZ5/whkcEgUuJDUaNveg4BypgG0LqXBlsfWAM59lCT8MApcsL1HQAbH5BbNe2i4ipIZ9UhwQabcPScEWPdulOI0w8jPO24JUfw029Nd0sfrAZLdvAB+beww8wpQ8RJDINSM+VsNoBac9A0AdJshEOZt7xogKBkCYcHxfgGED0SEQcdjU5J/Gneutdyyxukb6Qo0AHgj3fh3ctuzJ3v/IwSwyX1IxmnzdiWJBZNAFB6nG0wFmWSnJgEyDGO35pkKUstBVgmQ50+ePqnZkk8b8g0D5FjC53N69sjynjGj4TVD1tFuXQuzGiC1PzQDZLK1Ooq5N0mAHG62mHe8lcJv2iw2m1wxGsZG4e3cehUrl03J9D7EQQ1ciS1dkep/fy283atrna7JPjCQD0yc0EKjqi1AQs+BpXLXCtnVxLGFJguYH28GhDz71NaVtIStLHn2i0CLQYoKCvqJJPnVjvLcxzRg1QEiV5AUiJzRaOcd7z4gODGWGDRfEpxhEoaSAQnKpATw5ybwoEtpsOGXEcAlJGkMiCDgUuMH3eV4vyUQt2b9Ob/V6/hrJLrdJA6xPaYgusEw8pMVaMHx6vyemVEPAI8bO8yC7dURCJkxDwT/MhK1Lse7iIheiNlbXgAEZUMgzDvuz4Dg7Vy59NPwy2j6NCJIZcvdp63JnjbOaawAr0ADgBvvgzVeAS3neCJbLoZknEntHyBLdJsEoktaprYONqWeNBVkUh+ZBEgdxs6WhDF5hyLvxAByi+VZv1QHkKsj3wwFSG/5aBjTcqR/m/KHDgGyeUqm9w4DkL1Nqf4PmNZq3vEqK+TKHU42bl+2V05Vqx832bMFx0vOIpPh7S+uDOT042tRe0PcvQYlfflYnU2rTCcQNieJE5ShBoa+0Aly1ThtpKHdqrSEiVvVkklVYdoS/xtgtfJvf37vmQCrrbALiQxblpQB4UXZhd23mwoyALpypj/3trAi9f6AJK+tJQalbyKCG3MLu1XC0FCNtnu1ALw34xd/GR5PXwUEkUkJA2Bcs530gy446YsR6LmMX7xYPd928wj4SqZczKv3np2+PCCK7DELjtdFQC/k/FKXfr3nCcA3Mn73ueG+e+wLvTKyw2RGPlKMQOgdF7p7hYCad9zTkLA5IhA66RMA5PhIgtbqzgLEKYZRz3nZUtLOuXJJ5WE3fhorsCYr0ADgNVmlxjlqBZJyjq4J+24mRw/6pgVrWq4mQGGVFeTYps2MFIfJNwOBmGTsLIcDyEBY2xk2a95xK0IOxMg39QCZd7wFIkbW4dmiIPm5Y8pzXw0/yL0XMZDTY1m0/7SQDoiRdZ4ZlPQVA5A8i7QkfN1kz/Issgrw3VnRLDIZ3u49WJWQm2Wi9hx29xLH12aR7j2BFLVkIcd7UvlCEzyl5sJmBgyiIlFWBqyVlZNeu4+lLrQu34YFx7ueiO7MlUvX63W5FohK2YWlazSg/kIC3N+hATTveD9HokdNYhBL0gjp6ZxfulQD9sUIGAFmUoNdcLxzIGZSogIWAF6PAheUPzQxE1qZmrDkDAgtU1Eyox6BxmbKJWbWh4CKNJjzSyEjv809lSQ2R/aYbelZICkCSJacAYgP5PxuZYeZV4BKW0YBC23t30YpdjaAOsTdy/G+SwB7GIZ9vtX7FgqYnvVDRj2bk0jEQ3Pl4pfX5T41rrVhr0ADgDfs/V3nd8dyjuVIHzq5JufoXwpLJ0T6SMd7owrVD9UShpidOvCJjiX3lnVlMgQgA1mdasg4LO8QCYCk2Owx73jPiAT5Rkr4uvGHzjve42xjGAUJON4jFuEPZ5S7H9VA8yBKyEVZtEmAtN27AxKnmei9LsctBWj9xGTP8iwyoOCCmeW54SxyqLvXbYR0RRStN4y7VzxZKFk5rosNYxnPps7UCRaHK6ikJZYt4RQOWJihSUkqcq8ucci9EBA5zlEFJHCLVYBYaipIDlQAEMsz5W5TIdZJ0rgFCyCtjNZos9+zJLCNnWXBdmcS4PsiDbbtnYhI46PABcc9nggm5collqbxeOOHIHHnTLlbVZScOISIu2T8kFGflKgxYBLIj5kKVAEk0vRsuaQAUrt5HZDzi18LH3vfxRiBUDHmBRxqADVvewykXzOAGvId8PuRPabt7gOIHYZRr8xJBP046xc/uy72sHGNjWMFGgC8cezzOrvLguM9OwjVg4715ys5R8FxXx8k2jPSRzruc0R4UC1hyKtjpw4BSCbfEB0VI+M8KGIAmZw95m33bkE18k3BdudKYcXC2d05guiCjAbILjt9e0BBjL3q3YYgf57RrdWk/WXB9m4mgBuiMPdE9mzB8X4tiW7vKJfY5YsBuM7di2ePAHBv3N2LCB9elf1l0t1ruI3i2bQ/qXciotUCGLSAhS2SqEVo20qKTDbCbGAEGA8A3GIPZ8CcDYywlSC4M1MunhpWkO7JCGKTbLn7ZA1w9RF8qoKUdgSIoT/01jUTE5ac0YdN4EJSo11wvO8QUXuuXPpmeP30NwEkm5QoQNSaba4ow8AFdT5MzZWLh6njre0HA4qvGgDkxCFE8a2MX1SM+oLjfpUAvxhJ1BKAeVFr+74kRDauybYA2R86zc+f7bQfYMUIhKEbl2AA3Ttcn/bPIoqzDaB2TfZ2JQs6DcO+YE//JKC80jDqk+Yk6+wPrnGhDXoFGgC8QW/vur85Fc4ek3MUHO+xgPAIo4/MO969QPKUKGEowU7NOwyQImKzMvkGSV6cXThPzR7zjnebiAEkh7lT3ezRuxmJfhvZYY4AkF22d42sZ6/+UgLcZ1qrbH8ZB8iC7V0GwLaFoT90EiALbW5eSnylQ88i2f6ShPBNeHvBcXnmWOfuRSCXmdliwU6fBUIOxrJq69292tIHA9HhnE8b6oDVf5sRwFL2gxbaRIM9oKPABf7fAVWArApRUFm6OHjD6HHNO0C3VHc2AQqcOIRIn876pe8PB4hcQQKCawBRByrsl9MRfCxJQ8AvmYShUKNdC0jIt7mfR4ksMdtXA3xdxRhK0uj7Wb94gKp4E/7Qyu9Z4JlZv/tzISAyo76WOFRoS7tE8mTDyE8CpmLYx/2eleRMXBPZYzKgCipky6XP8PVDSZn8fQJQ+fFH1OtjvkNK3GXsMPO2txUi3W8Y9UmC4Lr/y2tccUNcgQYAb4i7uh7vSYWzx+QcTOaRUuZj+shbiJCZ0pw0NEQfyRVkgs2alHfUASSHuVP97PEySfB3k007BCBtNy9h9QBJIHpzmpzD9pf1AOmeBQIigOxy3NMkgGXsL9fE3Yuj9kzluNbuXsrMBA8kwrPZE7qPVi5ZubD9jXcrW+KWKgIcagIUwsQh/HbWL34x3Kd6QGQfa0SckdMBCewPLVEem/NLKoKvs216u5DyR9lyUSUMJQMS8pOnfwaEvDhXLn4qBOBpnwS0oooxKUljUxMpxCU5Pzyf/Z6rIrgpp+0umVEPYN2W0/7QyuREWtcZRn6n7X1EINxiAJP9ni1RnZ/R7l5acvZIFKDAkrVU6q5sufgB/n0hY77p2azfrSRqGlDZ7YuNUYD5DjRq8HXDsFfuZHLcmzm/yARBMAx62x8/hs1J1uOfYOPSG9AKNAB4A9rM/8StDJVzuNcT4ZwoYMH2fo6Aj9UShurD25nNGgfILtu9QApRjleQSYAEoOXZcvEnupI6CxGqGU2+4dmjBFkHkAQ0NqfJOl1O+oQA5IQOE+7ueMciUWvGzBoTrdXkbDFkt8JOuSh6b2R3L0Jsj1qp7A+NuI+ZLQ5pnba2H4yIkbtX0rzkne7pOZvvOX7cqOYJhmymKkTAH5sABU4cEiDPMxm2ChAldmbLxV35d86207sIpMsMIGp/6F/mdAQfS84sAb8xCUNsYmIJKwpImD3Jfb+VgpKRmCUrRg5YiCcO6Qo08oNWjPuE37OQ1Rdzfonb6zB7y/Y2qxmZFKYY+WyHWY1J0pIStKQmW/lLj029lvWL7IOtfvK296YJYKhJ0mL2lo7Xj2ObNo8RCP/d1wdTTtRxjkwQhCp81IRavNO9azxv41mBBgBvPHu9Tu40KedQZB6BCwyAMlmHBPSbFitXkKE+sqT0kUPYrE76BAQ5wZBxOjVAxmePBLRNtlzKqec73gwE2N7YYTJAkgTOpj1KA3Sd/WXo1gV7RuHure5hcYBU0XuI+64KIMPoPfG/JnuWZ5GEuFp3L0J5jKkcddh7ZH+ZbJ0OqRxtb09A+FnOL+5pNozZ5y1t1uZEVgtRoGRKEsIZMCFMIjbYAJ790kSTugRA/QDYbzTTukLklqoKULiwzd0+RRglDimNdqwivMBu37oZxd2mguRABUmpB3M6Yei8lqmto1IplqSphCGuGJus4B85v6T8oc+duMemo5vHcMDDpgowp+w2xpLjIg22BsCXs35RAWoImDU7TOP3HKsoseB4K0f7S8cdCX8bvBEObi47S5dlwwqUlH90m9ff21MHmMv7B/pajZtX3nGX0opg25gdZv9mzdUtvvPK/H793nq1rw92qgGqtwiqtJMBVOY7IAa7RXaYtvdSUK1On1mZ/4ICcMd7BgNxSHbRnKfXyR9b4yIb/Ao0AHiD3+J1e4OhnAM+kPNLSs5RsN068k7BdrOA+AET3t7Z6v1QIOxUC2+vZ7OGbNQRAXK/rJ49JivI4QFSfCunyTpD2Kut6f3iAKmzamcZ8k0SIMPoPTrTZM/yLDIOkMO5ewHipab1mnT3SiYLqcox5u6VDHe/2G7/hETxKAHUjDWYVKXtKzllifW/FntBo6zgylSleUlv5a2WTbeMA+QFztSJTZB61gQonLPVnuPHVke/ZABQabTH0OtZv6QqwhAwx/IsWyUGsT+07zj/Ni1XDZB9Gb/YzAlDqmK0l668rzx+FAckaEDrHwjElkZiVnDct7E/0mAzoPb1Nle3OFMDYN5xVzQNBpMiP2jHqzQHYscfLpqzWL/Xyv2D4pMnLOn29fV74xK1gu0tXFmtfuz4yvyFfHyIvaXjPY8C94/5Pb+eAmv3o/05r4fXcx8NBoOvGkDtst2nSVpfNYDKfAcE4DCO0A7Tdh+SAnIdPaUHwgravRsJzjB52Ov2L69xtQ1xBRoAvCHu6nq8p6Sco2CnvwdIuxl9ZMHxvgZAB5iEoc5W9ysiFt4eVpD1AClBHJHTZJxC67T9CEVUQSZnj2sLkMqti2rsVSbnxAEyzKoF9vRV/tD5Se5OYA2J3rspkT37p6xf/JACKmV/mbrTkHO0u9f8rF/aRlWaYdh7vbtXk/ybaZ0O5+41jpDD3VUUX9K8ZE231lSQRpN9OpwuJjj398dnlAXHGzAVpa7gVi5trm5uALHgeMsGAjE5AlDbewtXNr0vZmLyxnKk7WOStArKph0yC+9ggphiyEsZ7GUkZkkNNmu2AxjYbZZ/jwJABkwMxLQZi+a8rAH2mUAGBxu7S9ZkByL45qyeeayd5m7IP+MStULCDjM/1N7yfgQ6Lub3/Jgk+b3IDYwlZYLOMoDaZXvziOgsA6jMd0AO44jsML3bCPBK4/aVt72bgfB3xpxkTfeqcd7GuwINAN549/4d3blOEIrkHAXH+wIAHW70kXnHTQPgCSaCjytIifKsXLkUsVnjFSTLO6SAfE7PHocDSAkQzR7XFiCT7FUGSEukInJOmFVrPWDYrKuI3vvHqrJnV+HutTjrF8fxAsei+ercvUw2bThr7O27z5+w6mi9xOxxTTcu73hvpJC2NxF8eae+pZp3PN8awF1m1CrKBVUQu83SFWHedl8mCqZFAOq4LwSDwT61lqv7XBWCL9YkaV5dQAJXjCTpSCMxK9jegyggl+kpPqgB/3EiebgBQE4cElIenVk492ENsPdICadFdpeOVwyAfjZTJw4Ntcd05wphnT2jZ85cBeh2+nYguiSzsPgXDfB/CICu6fBLt+rr30UEs3Pl4l1hRetdS4g3G0At2OmbQNBN2Z7ijfr49Qh0h7HDTNpdMoMeCf6eWRjmZTd+Gisw0go0AHikFWocr1uBMEGoJucoOO27A4gLjT6ysy39MSR5jYngY32kFPyhFs4eky1WBkhpiTk5zUYdDiDjs8fOiXvZoqk5mU27SoBMsle1/WUEkF3b7TuKVgy+lbS/NACpovec3j7bn6DYrcbdK145FhyvP95KTbp7cTZtonKsb5063mKUTTtGlaOK1quZlxSc9OuIg7HZo9LUjpEAW4ZaYGqhUP/7P1SlfU0iUN5xn7PA+uIMHcGXt92nUQZfzS6ar2aUecd7UmDwrUytonxcxgHR9h4GoqMjAOWEIaSZpkIsON69SHRyRicMFVQLNqbRHsKQT2qw6wMWhvhB297vIeb3XHDcGySIP3X43TdoAL0VSF4T2WM63u8A6A9ZvxT6R7PdZczdixn1kuARo8lmRj4R3WHcwPK2NxuQeI79C/38yyTS0x1+6RK1XrbXKQBeNXaYLDkjwqW5cvFn4flpTRAM87IbP40VGGkFGgA80go1jtetAEfsyWaK5BzMZqWALQ1DOYcm6zxsIvi6WvdqkaL5GUPO0f7QL5gWq7KzHDWwIFcOZ4/DAaRcMfh2Yva4IuMXR/HsMQmQ7G9ecNyVo/03FVlHf1CPCJB9/bCVId8UHG8IQNZF7w3Jnk2/XoWVu5tWasHxXpExdy9OFsKq3DtufzmSu1ciWq9+9uh4LyHAUwTwjFTa4NALGhDPBZA/rGXUeveKGEDmbW9eQHTWrIWleXpdigj0M5Nhyy5fRHRhrCL8CxBeEveHJhBXRRWi496ChNdnysVbNGDdTCR/l1s4V/lD55XkDO/Mlruv07/vlwhwn/GHzjvebxCAiWC/0QB3DSIwE/pqfb0rAPDxmia73u859JeWD0f2mI57MQD+M+sXOZmIAXg2CeyJEwQlwPKa33O6AESvGDvMTts9CQEpDqgSSXb4xTPC1+eeLADGGTvMguMdSwRO5PbleDMI6MM5v3R042OjsQJrsgINAF6TVWqcE63AcHIOHGO9ZgBUt1w5zL2ZnxQC5NK+ejbriAA5ZPaYAMg3AmF90PhDFxwvmU3rywHrk7Fw9terYO1uWqs8a4zbX6rovcFq1FodMlt06qP3eBYZB8iR3L04WQgROmKt17pkoaS7VzJabyTzErM5ecf7I9YlDrm3IMQB0r2RhLgp12MCFIZUlL+GOsB0fyWR5nf0zP2VBtBfENBfYxXiFQT0mEkYyrOJCdJTkT+07eYJ8NWa37N7LoLoNfaWHKCAQC9kdIBCIekHbXtng6CVkWlJ0u/ZcX+GhP82ErUwkUhGjHuWoMmY33NXUnJme6cA4DjjBtZpt38PQexgADWvNNkxty/b+z4gfCpn7DAVox68yO2L3bkIvmTysBsfG40VGGkFGgA80go1jg9ZAY7YkyuqMTmHO9DbHGwWsVlt782+Ff3bnvTWfUv1B/cQgOwfwF1qbFa3DiALjvuylPHZ49oBZMHxniRB38wtiMLZ68g2ipwTs79U4e2x1upI0XtrBpDi4njliEBXGvvLZLIQk3dEzN0rGa3HlaSIRfGxuxcRzTXBCWaDCo57FRA9mC3PvcpUkAj0WKZcukLvwyUEqsWqAxQSFaXSaMNrHeXSbH3++QSwOOcXz9ePz5FEb3eUS+fo658NAH0GAMOABBzM+WELliVnhLSpSRDiirFOg93m/YgkjDaJQwXHPZ5lVFm/eFxYQbsZAfhBIzlL+j0zoAZA23RoiZqWpEWM+1CCRnvl/NJ3+HpKcgawb2SHmXADYz4DEX3FAGrS7YvNSxDwMMOwV4RBYWVyfnEfdb9taRcknWLMSRofHY0VGGkFGgA80go1jg8HwM9DnZzD66mC2DUi7zjev1DgfpHcw/b+EVAsvH0EgCzY3sO0mtnjSABZcLwiIJ5TC2f36sg2of1lEiCtKzP+HB295/4BiWLRe+5NRHRjrLX6WwS61cwakwDJ4e0YA0gOb0eA+03rNenuxZWjiJF3VBYtwPOmldppu3mrLorPvYAQ30cAjwqiB6MZrOPVAWSXjuDLlIsMlMwaPoMzCk1LtavN+xFIGGX8oUOXLxqXLZdCf2gOSACYEI/gEwi2MTFhyRkhvD+SpKkWLGyf84szQgB2jwDEz0QM+Vb3MERsz2i/52ECFur8oLuc9KES6Aur8ntO2mOGkjT8qnH70u5eR2T94udDAE5PJ6RIcpZ0A2M+A4E4zQDqELcvZ9oeCNa5RqN9kZ3eJeDgDb/4SfWFYZK7E1r4a2NO0vjoaKzASCvQAOCRVqhxfBgAdu+HOjmH+4Qk+m6MzfpXBHlsJPewvbrw9mQFOUw27Wpnj3mHAVJcmy13/yH8oOds2mCVAJmM3hsJIPPKzas+eg8FPJXpCdmteafe3SsJkHnbvQARF5pkoU7HPdeKtV6VWQngiqhydNwzBUBQc/eqNy9Jzh65siPCfQHpFST6kwHgTtudKQCnZMvFmaaCRMDtjCa74LhHE+AOOb+oZpRdtnukBPHxXCxxiFusxh9aBSQAfdZUkGHCEHjZcvFbGtC/RgCfNwlDSY02u3oh0rczfvEL6vzWafsBWjNq/tD1kuPxKooAACAASURBVDT2jwYJR0X2l47rSYCTVuX3nJSohYlE8qysHzLuk+5eScnZRU56DxlzA1N8Bkm/XRWgavOS24wE7WK7fesqintzfnEr9fsm7m2LpuAxk5fd+OhorMBIK9AA4JFWqHF8uAqYZRxXZ/3iH/UHcTcRXGDIO12O90eqn0XeRCSi8PZki7Vge9cTxLJpnfSvQMp58Wza+OxxbQEyGb2XBMhk9F7edn+CQwBSBBndWg3D2mvuXslkobzTfgICRu5e+bb0LJTSyZZLs9QHte3lRMzdi2eNAuBDptWaNC/h4ASB8CkTxbeqt6ROHOIIPpVAFFaQ8sCcXzpU7VObdwhJ1WI9RAF0IkGIAROQDov8oTlQgfAHpoJkf2iBImMAlCVnCHi8SRgKW7DylGy5pPyhZ9vuXgKRK8bd1e9LBCQkTU3yk6d9BoQV+Uczo14QXZP1izvrdavze2aTkiqKXxh7TJ1IFAUoMKCCpDuMRjspOdOMfAbU7dX1t5i6BY5N/d0AqiIcNhEDqnL7YnvPseNGv2gIhFc4B4zth743sn5xDB8P+RFbLO/1S6PPBOBmQ+OnsQKrXYEGADfeIGu9ApwgBCQeypa7w1ljQs7BLVcgfCA6nghvT1aQawKQQMg+vVru4dXPHlUFWQNIDmcHKZpMmPtwAAkgojD2NQHIOBlnOICMJwuxu5cA2NNE7SUrR21/Gbl78awRAA8yrdakeQm3Si3Aw0wU36oB2N0HEXMmgq9LVZB4otFkF1rdaYR4Wq5cnBYCcH3kngbE8yLAnDztMyhEl0kMCiP4giuyfmmXsMJkgJS/MglDyRbsBc7UDzdBik1LFMBxxRiguCfrF7fmxxc50z8sQd6a9YsfVo8nT9+WLDkvbn9JlHrIBChoN6/nTEAC+0sDwl+NPSYz7kmMYrcvFaBw6VZ7jq8Ojn45Uy5uob6QJCRn7B8dEDIjX9lhqjVxPGbcK0b+6bBD84Q2Z1mmJ2Tc6/d6nXkJm5X09v/bObP3IY5/5L+FXgvpg0Z7vdZ/XI0nbFQr0ADgjWq7183NFmyXQ9n/nTVknDY3T7Ke7QoEb0bHHY9lHJT1i2eqD6kRADKcPeLEnF88Xn0otrqzEIWTLXerCrJgp7OEMpo9JtmqI0XvJcPYkwDZabtfF4h1ABmP3hsOIOPJQjprlmePKmqPK0cLrRmZcvd+CgjULJJb9GGy0EVt09sDCk4xrdakeUnYKqULiOB/EdgLWqj/JMgWgdhS84IGdt+aaACLE4MortmePP2jJILf5sqlj6rXlUgQ0olDf875xQ/ycRWoYGExWy6+PwRsjuBTWcchgCYkaaFGe9TjpmLUABe5enHF2AcrluS0vWUSUHWAwiJjYnL1NlNHvz2QMhrt0O+ZNdd+6PccXq9vaU2iNsTtC/OO11/n7hXTZJvrJTTdPf0DfR82/tEFx6tz+2LzEqpn2L+MVfLiEjMB4gtGe71u/uIaV9lQV6ABwBvqzq7H++KIPQR4n5k1huSdmpyjYLszITaL5NkjAHzEhLcn2azJbNq1nT0OyaYdIXovGcaebK3OttunW4gRQHa2tbcLiT+KWqut6c9ZKM8yyULJWeKFk71dUwLyq0oW0rPIX2Z1stBFk73/CQRwhONOCqAT5iXa7OQeAmAPZJUDjETKD1oC64CpAhhqgamKy4wRRxIgOWEIUsgt1sn8e5IAyBptEQQvmUSg4QMVav7QYct1wrKs360i+fhxnz2eZ9vKH9oEJIzuCQMUdIW4rHew2npmZf4ytscc79zfN8ZfukntuLuidzCYxMc16L/Z3NS/7VGvhYz6pJsXm5zEJWrDuH0tCGLuXklN9lA3MPeJlVX68vGL576oX+9zg1CNuX25T1RRHmbsMPO297CQkMksity97hNEJ5m5/Hr8M2xcegNYgQYAbwCb+J++hTxH7AHsbWaNIds1Rt6xlVNTNIvk2SMQfDkKb0/MHodk04azxyPjFeTqZo9JgAxbq/jjiIyTiN4bDiAtlJeb1ipH76XCGfbHVSWYiN7Ts8abTbLQxW3u9lVCrhxVqzXp7sWtV7maZCFdOUbknaR5CV+TwWxt54pJzXboD22tMDPKsAJ0+3v9QFWUGvAGx5SXjo0BZt9mzdXxJjEo73jLBmP+0BzhR33VbWIJQ0MCEsQgfqJmd+m+PBBY7ccZv+chpibeqyIQU40fdN7x/hUg7T+rp/R8+PrYzasuIKFOwz3M8Tp3L6XJDqDDACZL1rDeDay7GsCpszSgsttXQHTyTOP25XjdAdC5kR2m7f1FoLzcSMwKjnerJLi2Q5uT/Kf/Nhu/7721Ag0Afm/t1/+LVzskQchuPwhQROSdgl0/i+TZIyCeavSRGiDPzvqlz6pWaAIgOcwdhSzEK8g4QCZnj0mAHCl6T/lDW2KOCWPn6L2m2GxypOi9ECBHPZPziyp679Kt9h8/WF0ZkXOS7l6arFMxrVWeRY7s7lVnXrLW+85gO64FJo5qsp5fsXzl1jFN9pJBqH74WH/+ElXhJROEbK9cteQuMxfM7dEV52tAsGeuXHxNn/+SpGq78YdmgKyTnDnePweh+gXjD82AGAj59ShAwfYeDkgeM1P7PQ9jalLnB93leH8NAI/r8Lvv118Q5mF9QEK9htv2ksfrCIIFx/1TXJPNkrW4Gxi7c0mQN8z05ypJWpfj/YEII8Y9HyeQt3X4c5UdZt5xrxaA9xqJWciPgEeMO9dab1zjCRvVCjQAeKPa7nVzs0MShMKIvoi8w2QdQvlzI+dYBUDekvWLH+FXNCSbNpw9dq8KIGdPaW+zpGByzhR+PmfTNqdST+Q0W3Wk6L3QH3pgQVbbXyZnk12w7yjpDLW/XE2yUF1WrQIqxxtSOS7VrVcNZG+N7oetjtRh7slZY9Ldi6vZgYkTWmiUaAGq6jmwbAHiGTBMMn7Q/G+YDQybAkEvIAisyt1iM8pnJcGXOsrFZ/XreCqQ8LWZi4pPaYD7Own8VkdP9xMaYP6GZB2RLc/5W3h++qGAghkGQAtOvSSNNdqS6CRTMbL9pUT6iakYC7b3F0lwaYcOSBhiamK7twvCKECBARMAOa1KMe7ztnsjCrw5CkhwkolE7o2A8PucX/pduA/uDUjw51iAQlKT/dsA8I/GXzrvpAsE9GSHX/ylfn4doPJxAPliTrt35R3vPAH4RuTupfgRuNxIzNbNX1zjKhvqCjQAeEPd2fV4X8PJOQCsiLyT1Ecmw9uTs0ct74iyadXssWl0jwHIM5xPjh0PWywx2bQzYN9R2zmDbHepZo/vJHqPATIQyyfMXPBAn670ljUNVltNFi23Vsf0w9YGIJPJQgyQzYH4aJRV63h+3N2ry/FeGwSxhzEnYXevutarShZK7TOzcpcKcy843nMEwRdy/rx/6sc87+Vc200AgCttTleqAM97ASsEtAQBK0iwOJwDozqGaFUQg0qlp7R0uJZ1wfHuIZI/ypXn3qMBeK6U8uyORXNVghADIqcg5vxSt16XO5Eony2X7tSv689SwmUGQLnlGpeksUabCK8zLdiCrQDxliggwRlib/k7AXTLDA2YSqMd94N2vF8KEPfP8OeEAQmOezEBPpfzixeHFap7tQS4z9hj5h2PgxOeNccV456ZzuXugr6/nwGIpTm/+9za9eB5A6hdtvcjdvOK2WWeAwTLYm5fPwKAUbly8VS9PscJosnGnIT5EYC4Tc7vVnnZjZ/GCqxuBRoA3Hh/rPUKJOUcSfKODlRYYvSRQ2ePI2fTrglAxmePaxu9xwApY63VvOO+PBibTXY53r+qg9a+BiCTyUKFYdy9qhh8K5ZVm8yarWu9Ju0vedZIBCflysX7FLCoHGVavFLgwoFlKyumhbzWm5V4Qp4ThgB+kysX+V9VUcYrxlCjDSwd0gEJ7nUI3K4PAxW45UpId9f8od0rJdFDHdr+kjXaAPQ34w9dcLxLKAaI7PecsLe8BACfyfrdOnGITUxgcdYvnRcCrHeeJOiNJGiOdzoBiZxfOl1/ITgfAZcYwOx0vDMQCKPjbe6pQuKoGeUiA6di1AOCnSuXjg2vnz5NEjUZQGVzEgD4oAHUpGY7NC+Bj+fKpR/w8zvb2r8tpGg35iTMjwDE/Yw5ybvdr8bzN+wVaADwhr2/6+3uEhF7mLe9gaVlf9yZ8MyA/mD8d/9AnxOTcyyxkD60qmzaguP1iAH8lCHr5B2vbvbI2bSWtNrj5Jz47JEBsgrWF49dZfSe+6RAGY/eewwo+H62PE+3Vutnk2r2iDQrHr1XR8ZJuHvxLDGeVTucu1e89cqt1WSyEJC4zrh7vduNY4bxps7dEyxKtSBI1bJGwBZCOpwTjGIV4SUIogaAqmKkF7LlkqoYC3b6QgDJ3QjlD80tV67EI3/ohCRtOBMTfl4NMOslZoUEoIYmJoKlVKEftJKgYVvM3esoJPxotlw8Sh1vS88SUkb2mHnHrT9uu0cKxE8aExOWnAGCm4vsMNM/IJAfM4DK5iQC4EBjl5mUpHXZ3pckwNdz5eKXFQC3evsLhGMicxLb2xsRjjXmJO92HxvP37BXoAHAG/b+rre7GxKxZ7vlwKKIvFOwvZeCgLyZi0svaUB+VoA4qD6bNs5mdZ9AlIeZbNq84/0NKTjCAKSSe5A8xoS15x2v3u4ywVYdLnovCZBA1Bm1VhOzSXbzkoC/iEfvScLrY63VOnevMKuW/mTIOQXbvZ4A7jRZswUn/SuJwWqThbhyXBV5h7sI4ydZWyJaLYBBC1jYAhTOe1WLmkgBrOQZcJgNzOYSb6m2tZYsKfkSwBJEvHOGJjVxxSgAIGsi95z0aUjUHAUk2O5JIMSm2Z7uYf2h2f4SAaeYBCGVOIS0rfGHZo02EOyYKxd/qN8HdfaWoSSNdo4fB8DPZf3ub4cAzPaXlDaM+3xr+mBEeUi2XDrYHBcIrgHM8Dgcki13q+OdtvclRPimCVBgyRkizjB2l0k3MEUQBHGSAdSkZrvLdvcixJ9k/aIiEM5ubf+0JfDSyJzEbv+EQMEza8Wgb/w0VmB1K9AA4Mb74x2tALdQqwF0GLkGs1nj5J2C7T5E0srkFs15SH/w3oNEpxh9JANknM2ad7yiiGXT5h2vbvaYZ7kHwaUZTd4ZYnfpuLckAPLGQODNM3uKN4a/PxG9Z7vXSxB3dURZtUmATF9FIB9YVfReIeHuxdF6BPRCRM6xvU4AeK0WxVffemX7yyHuXggfI4LHIyIVqtmv/o824/B3MwNW/yLPghlUaTFIwXPhiqDqEiKr4iyesOQQuCkYaXOHVIxhBblztlzkVixwRJ9Aa9es3/099bgt/W1B9NnI5YtbrgB7mwQhHZCwv2nBKo02ia8YQOxq9fYnAT809pYaAA/NlYtfCSta9/Mo8YfZcnF/fnxRa/u+gRDZKCCh1ZsqEM7IlotT1b62pvdDhGOMyUln4jgDpkQ8xwQozLbTuwiky3J+8VPq99nTP4sozzaAGjLo6bo4oGLM7lK7d/3BEAg7W/fZRojq3cac5EJn+vss9b4JCYKNn8YKNAC48R5Y5yvALdQA6Eoj1+AWLAGda8g7zHYlQZflekp/Dj/ovN8LgF/XwtvdGyHGZs077g0E4k+GjVqw3eskiDk1gHR/hSjmZ3q6dTZt+ipJwYNm9liwvbps2nD2uOroPba/JKDXVxW9lwRIThaSACtzq0gWYncvkthsZokFrhxBbGqyZodz9wLENlM5hpUaMZi8asBUGWuAqARYrfzbn9+7tjrgNdn0oRVl+8Eo8NCsX/qS/uL0BQT4rglUGAZA9waEDgOQoYmJOM60YHWi0GkGMLta2z9NaF2ULXd/hq+fdP1K+kGzfzQIuDznl1Ti0OzWaTtaaN2YLRd3VO8rdRwvNYDKx4Wwbsr5xR34+CW295EqAgOmsrtkyVlzXJPd6u5AAiP/aE0Q/JsB1KTdpXb3+qexu9R8B5aYjeXr6zzsN7N+cfSarH/jnI17BRoV8Ma9/+/47tnvWQLcH5Nr3ACAbGyvyDvccgUgrgyuDgHYvVwAPB7PppVAz3T4JUW+SVaQBdubLYEWrE02LQH0rwogOXpPyhp7VQEk4mZZv3hS+PsTs0nbnUmx1moYvSfeb9ityWShpLtXwU5/D1B+ZnXJQoCUNpXjO96IVT8Rz9lqzy2ag1Etgti6UrYgcbtay5Rq1fW2ACANQIWJQsQV4V7hurTvDiAuzPrF3UIAbP+0hXiR8YfutNs/gYhXGoAMTUzoauMPzS5fUsBvDWCy37MUsmTsLRWgCuvGrB8CKttfplI41/hBq/MtOd8A4vmTp09qtuTTWb84ic9P+kfz8SYr4MxjpdHuat23hcRg5A8dMurHR5rsyyZPnzRgyWcMoGp7Sra/3JSfP9TuMjQvsf0JY0yHoeB4y1OD1ck1Br37NvUFWxlzkvWwt41LbiAr0ADgDWQj/9O3oSrEOjmH1wWELxpyT5fNmbU1NiuHtQuAlfFsWn7NZvbI8g8Zk3d02u5JIgaQecc7DgEmGXLOELvLEQAyyV5lgCSUu+b8kmqtJu0vOVmIQE43AFlwvProvZGShRyPI/i+s7pkIUSRzZXDMPeRfhgYWtrc8URWCxH7QdfAlFDrgPX/h4AcRsAAtDwuXVJtawpb1TU5k6wgiCXGaEO7fLFGW1WMl0zZe7uqrN6Z9Uvb8ePzJ0/ftjkGoLrler9JEAolarUABXb5wuZRTxj7S/Z7HmxKLcz5RZZXcYbuZEzhUwZQk37Q2g6Tox1ZhgU3wsFW2Vna1+vvMfpMOFP+YuIemy5rHjPkuO2PVwAZnt/bV+f2FXPzql0v9JdWr8nxFjUNVj9gADVpd8nmJRTQzrnFpUUK5B3vlWqV2g3fIW97L6KF+5g87JH2tnF8412BBgBvvHv/ru6c2acgZSTnCAMWcJQh7yQBM++4mWQ2LQDukNXZtHkl/4hn07Z/jxAjgOxqS387IDm1wy8pcs7aAmSSvVpwvC8QwHdzOqtWzR5j0Xvs5gWA2VVG742QLBRWjnh+1i/toT7UE8lCPIu0kH4RyOBrCJYiUIGQ4b+6SgWKzYCRJgAgJ+4oL2gi/jfU/gKSalVbICuAsoIrU5XmJb0VYye5NhutK0ZOHNqSn/ez8d7mY0bDa9lycXN+fHrL1E0mNKXKpkLULdelRnJ2I+zQXHacZVm/2KzOV/aXqb5evzjKtNALjrtiKbw58Qz/bysUucxJLb/fHz/2Jj2z5uMDgdVy3KI5/AWCvxwtS8U12o5bEXJgh8zCe3kt1PGBuD2m41YGA2vH4xbNWRy+V7yFqWr1Y0dX5rOumrsxLxMF02JuXougSjsZQGX3LktaBxjGPRMOg8HqPjMr80PNtu09BVIcml005+nwet4jIINjcovmhXwH23tQCuowDPq1Wf/GuRvXCjQAeOPa73V2t8PLOegTuXLxCP4lIVlHTs1qwOx00ocKkAdmV5FNOxJAJmePDJCEmDOzxyHZtAmATLJXGSAJxAXvNHqP3b2EoBtWlSyks2j/YqL4hiQLTXF3QokPAwGb/kcVKSAsVsCKVJFVuYSBtSqrleUVWGIqtHW2iYkL8TzTomCylcIXev1qs/l9Bcdbafv+podEEjN3RW9zMOHMV+b3h4Djvt0/2N8WSc5s7y3ZV9067g89CNXtI/tLx3t1kORnjy3PfdVUnEI2fTSz8A4DqK8OBGJq5BftuK+IwJoWk6A9IyR9JbOw9EwIwO7LUtYAteB4/whkcMjMhfP+YQBTSPjajJrb18NAdHRuYekRDch1/tJMEBQkTzCMewZUFJDL9ISBCwXbmwtEP84uLM3Tz78dBFxq+A6FhDvX+tqvxnXf+yvQAOD3/h7+V+5gWDkH0jdyfukgfkEKMBGOMmzWkbJpRwLIJHmnYE/7JKH4uZk9Jv2hCyNE7zFAkqTb1zR6T9tfPmyi/rT95ZO58vDJQhzuLsamXjZZs8lkof/EpvHvbBKjWwRLl1JBNAMmgkmIYmIoY4IWwEjOhBhW18GKpv5dTtIJRKzRRqx+JtMzf4GuOF9NgdjzaH/O6xqQXgwCStckZ+4LIMS+pgVbcLx/SoIvRvaXjvtoQOIHM8vdj6r3ip1+GkgeEgPURwNJRxm7yy7be6RK8uiaf7R7tyBxWmZh991RBUp0lAHUQkKj3WV78wIhftzRMyd0+7K9vyDhJdmF3beHv9+bRzF/aTYnEYTXGMZ9wfH+jCCviAUu/I7NS4wd5nDuXQhwn/GH/k/sdeN3vDdXoAHA7819+6+/aiXnALosVzZyjvbPAoqfGrmHDlS4KFsuflp9yLVN21mSuDbnl3ZWH9oJgEzKO5IAmSTvaHbqfWb2mATIkaL3GCBxTOqV1UfvjXsjYrdyOPuQ1urqk4UKjjfQ6/ubxMxJ6uwv13YTFahv0tQCUmcCk2yRgC1Ct60JtSYYgHXArA0eDNvUUAEEZV/JjxFgMUieA/M8mJnWQaVKzRXT8k2+roLjPlEF/M4sv/i4rjgfBZJHxkxMHiQZZKMWrOM9ACBnZf25f1V7r/yh5ckx+8s7JMmujoVz79AAPh8JTzeAWrC9OyTBxZHdZeJx3vZuFkS/zSws3ayffwcQXmQAtWC7NwUCb4okaHb6JkJ5s/GHHuLmZadvAkE3xfylmRj4qCEQMqEQge6JBS6wDeaz2RqB8HweBRj3roLjnksgeo3d5druc+P8jWcFGgC88ez1Or3TpJxDJxDdmvWLH1IfupPaPyBTWMz5JWbZDglvTwJkUt6xhgDZW7O7XCcAuSIQy7c0/tAFx0u6eS2VK6rbxlqrdclCQ7JqHa8nWCk/PfONoclCBIDntLkTmiloERTOgNHMfnVFqkDU/H9ALUS4goHUzIEjTTDBYgJcwmDKc2ACqyKt5RVzH+924wuO140kz8+U586JAA+oEPOHvo2Qrqi1YOsDFNgvGgmurUnQvGuJoJhbWLxWX+9mjAFql+1dAwLnRZIz270OCIrZhaVrdAV7mRDw90xP8bLwsXsdxo6zRhuQ/hEBpO1dBkhPm8dD3bzqjxcc7wwAWlEDVK/O7pLdu4AJAtq8hBn0TIqLCIKOdywQ2tly96x3u/aN52/YK9AA4A17f9fb3SXlHFo/+XzWL07gX8rkndFjoMewXYfPpk2tMGzW4bJpC4470OuXYxVkjbwTVmJrB5BJ9iq3VgMhP22i9wqO9yoR7BWP3ku4eT0PAvePtVbrkoWGZtG6T0gU3zbJQnx9BBgggk0AgUlO/64z1iBdrUYmG1QhFBXCoPLWgoUVU0mvr01lQtVmA7JFUKrFAmsiS5cYWAjh+0AKcH+uvlzZ3jUEWKz5Q3u/RIB7axWj9wsg+UBW+0NzRB8RPBr5Q9vuhSSEn+vpvlAD6OVE+GTHwghQLxCIizJ+8XwNuJ1C4IKMPr/Tds+yEKoZv3SWBvDZgOBn/eIF6nzHPRMBqebuVf+4y/GOkwAtOb94/HDns8QMALeJAyoRtRr/aGVeArijIRAygz7u3lVocw8Dia7xh15f+9W47nt/BRoA/N7fw//aHcTD2bV+cuVovy7MfcVSWKrYrhowl65I9b8/NltcbTbtcAAZJ+8MY3e5WoBMsle5tRoHyLzjJqL32M1LZmqt1fT9AMFxprWaTBZKuntx5UhA50XmJG1pNwXwBgwMLlz8HyBVsYZ1kJa3DDDLmoIWBKEtLBNsa9WuBgZaNo/QFXaYuoRsY4m4VJK8raM897EQgN0LAgDfaLRZkoYAvaZiVI8J3sqWS+eEAJn+KQBFEX1dTvoECXJ8zi+dqI+fRSirOQ2oeSd9AgLV/KBt70REGp/1SyeEgOkdAwAfyvnFGeH7iitQ2DJ+HAE+UgNI92gg3NH4RzOjXpL8XM4vfUc//2gC3CGnGfmFNu8QINzP2GEWWt3DCLHd+EfnW9sPBsSDc+XSIer1tLmfBwlHGXtLducCpBmGQf9f+wNt/OL/9yvQAOD/91v0//cFJuUcXGHKQevjHUvuKmvArWO7Fhzv+SrS52f1lJ7Xx1ebTZsEyEKCvDPU7nL1AJlkryYBMml/yeQbCujy3KLQzWtI9N4wyULxrFoObxeAt2X8bhXe/m5/aqQq2QIpUWesoXTBMVIVhS1tEUmVoupaRRkqlrWaAaOs0EBQGaimKifqbOKRXicDKJHcPFsuaX9o71jOJI4qSpU4VHP5CiP6aBvjD93leN8lgD2yfvHwGAB+2ABqp+N9VwDbXYaSM33+npH9peP+LwAelPOLX9X7wkC6lzmuAFTSV7IaIJOPhzDqE5ruQqs7DRCPNQRCBlRCeYwBWLa7RITTc+XiNAXAk6d9BoR1seFDJP2hR1rPxvGNdwUaALzx7v27vnMOSIjLObjCpIC+nltc+rv+YK1ju3J4uwRxfIcOAhgpm3ZIBanIODHyDgMk0uUx+Ud9Nm0CIAuOV89edbzfIMCfVxe9h4D3RG5ejnsVkngwW+6+Sn3w2u7lCOKJbLn7cl2ZXYJAz9RmjemCAPliRoe3Jxec59zNm4yaOEDVFtRuVaDcqkJjDQ5ViJyrANhcIwCj/1XaX6pwFB/H+xFixQoYVGUFKcU62YoxknjXG524QN5xD0eAXSOXr1b3MBAwzQBmKFGruXx12ulvCqR9sn7x6yGgth9AgN/P+qUD1fuEAZDgSwZQk37QeSd9IAB9P+cXD+Dz2d4SKTgl55fc2vXEEVl9XAPo6cb+8qK26e0k5akZDZghoz7m5jW5vR2FONUAKhMEQchfRgTC1vZPSxSX1AB22o4Cxe+MBC3p3sVmJaMsOc+4ea3r9W9cb8NZgQYAbzh7+R+/k6ScQ1WYAn+S7enmUHeuXO4MpCxEbFfHu1UC/arDLzFQKn/oeDbtSABZsOvJO8xmXRuA5DD3OHs176QLSPIlE72Xt73ZCLQgHr2HQEtqrVXvHCR627RW2d0LBQ1kNHFFBAAAIABJREFUe0o/VsCQSBZSUXsEU1HQkyGwhoBKOmABCfrDSlQbakBYnSKTqigkVRFaFQlBZRm+VTGt/PW10WyKscXEUS0oqi3YJFqAwhlwXeoSv37EbQXAgoxf3F0BaNhyPdpUjEqiFgtQUKYmCDOzfmm6el+0ebsSQaext2SADGKAmmTQK802idm5cnFXfn6owYZf58rFnUJAdncTEjuz+rgG0N9FftGT3J3A4gzk0kf5/CSjnu0yg5immyVmo5qsB7KaQKg03CmYm/VL2/DzQ7tL+VTc3avalFpk3Lq0WQm7cym3r8ZPYwVWtQINAG68N97xCnQ67q8EwrxsT8hOVQAK9IesX/qtemx71xPBnIjtqsg4+HCuXLwyBOD6CjIESPFsFM7uuAUkiACSs2mJpJ9bWArJO4533toAZJK9mre9HyHA6Mi9S80aYXPjDz3EzYtbqQBb5cpF/pfJPnXuXp2Oe7SIuXux9hkI9gkAFzDZygIRtn6xWoExYyqZF+5Y+Y4Xfw2e2AX7jupr62tJKVIVTVQuW9oPmlvGRv8bsq3Vf5sA0RukjUAiCRNQhWT4JYGNQSTISkrCG5FzFAciIHKFqCRnYeKQvMJotEPNtnVVTkf0MUOeUuKurF9U9pZ5BZB4vQHUJOBd3OZuHxDebs5XAJlKPZ4tF231PpuS/iAEdGe2XPyAvl6dveVFE9OObKLHsuViKx/XdpeRm1fnxL1tbA4iu0zt3sXuXsoPumvCvpvR6EE+P2GHWRxdc/fyVgwEInLvyjvuiqbBYNL66kKswfY3TnkPrEADgN8Dm/T/9SUWHI9ZqvzNX7FPQwBFToq5KARgN08ErxvAZDIOgVyWK5d+GgJwfQU5RN5he6cAwJg4QALSFoa8s7YAOVxYOwJ+wkTvha1VsVsteq/924KsqVE2re1+AwH2Ntm0SXev2W3eIVZs9riu9232lN3GiGBcC4LWATOpipnKqlVtZEzQwgxfZWOJMIaNNUJila6yo2zg0A+aARUwqEjRXOlYcNdSBKC1fd2drVO3QbTm5cqh5IwlaikU9xqNdjJRSAHaqMHXjb1lCJCSs5AVoCb9n2dP2XtCKgheypSLW/BxDZArMn5xFL/eczbfc/yYsaNezZVLm/Fx9nf27aX995fHj2Z7y9Ph4OYJztJlvX4cMN0VgVihJGeGoR8/nne8NwYDsVXMDnP5aBjTcqR/myIU5h23UoXgI3F3LymrnzP2lsx4j7t5re2aNs7fOFagAcAbxz6vl7tMyjl0yzUVj+QjhM0jwByhgkwCZMF2jwDAT9YDJO5uyDudbSMBZPuhAjCyv0xG73EEoED6hone41mjADrcRO91tnr7i5ibV9729hYIHRk/DFDgCpcAT8z6RU994UjYX4606Nyq3EQ0t1hY1QxlTixiUA31v2HFql2qwvSiFOf/1vS/pn0Ni+OkqmZMVQaWrVyyvtN4jJZ5E8KtCOA+UyHyFwVLjos02voxV5RRRF/B8fpxbNPm3AVggBzvLP13LjyuvgAUnFpFyQz78Y7XJ/ymzTIQdg0KjvfGcqTtT+4pvcGaXD6/t7k6PrLHdLwlKFd+xPhFM6BWofqhOGDWSc4cL6Hpdp8jGexjAJUDFwTJzx1Ts898hgi+XOfuFXPvUoTB2OOR3guN4xvnCjQAeOPc93Vy10k5BwMoEOyUK5d+oKuEwxFqgJnnChKRyTgc4g6dDgOkdWDW7z5Und+aPhhRHpItlw4OK+j0QYDym3GARJDfM+SdkQBytuN6Vgwgk2Hts213LwvxpyZ6j2eJFuGFZrYZRu+Jiw0Zh6P3LBRXZvyiyqZldy8i69qsX9TuXlM/ClbqFkT4Vjg/ZTDFFiI5KZz/KqnPRMH/hv8RqoQi41ZlZsEhsBK3q6uyIklUBmV/xXgtr5PNG+YiXDkubF02AWBAv3apZUvYQqDvgXiGjRNV2zqmZSaA6lK//AmjVWaJ2sqBPtu8Zn4s+pucTO8dHCjB3ZLXEYPdYvaWSwJhbT9zwV29GmBfTVSUCxCru9bOd58bhOCLx/rznwu/DHmvDYLYY5axx3S8Z1HSl2v2lt5zkuCgOGDWuXk5Xj0j3/HuJUkzI3vLBAM/b7t3A9Cp9e5eq3bvWl971rjue3sFGgD83t6//+qrHxLOrvSR4qu5cvHL/MIuctIHyhhgcgWJioxT3JuPvxOAFISz67NpVw2QF7ZN2zkVA8hkmHtofxncmvVLKnpvdsve24mm4A7jD81knUAEc01rlaP3mkDen/GLW6n749ZpM7FlocOPL7bbtw5A/B0QnjFVqgRagigWQ8Dt3pBU1QxBpQnHVUw7c31tIrdqx7XAxJRItWDK5AGHRLAwG1izrKNsYNoCAN9ULetY2pL6IqBb2Pz6U1VZEbJaWZ2WmSVqMgA35g/9MlbJyyyey+ETXME+Jkl+z2iLC477HIH8Qs6f908N0HUV5FA7TO/egOjkmeXSvau43t1S4ukdC4vzwy+D3n2C6KSMOd/27oB6N697ieQpEaA67i0gxVWRX3SCUMh2mABwQ65cZCIh8x2ulULO7eiZ+yvzGIhKxr1rfe1x47rv7RVoAPB7e//+q69+iJyj1ZsqBJyV9YufDT8U23dHEBeYipIrSIHiqqxf/AQfHwkgL3CmfrgJrBhATt3OarLqs2mtgNmpavaYzKY9d2LaGR0DSGavjrLkUxk/DFDQ9pfs3qWi964Y723eNxpeNf7Qyezaq7eZOvrtgVQUvRdz9xplWqfrc0NOhx2aN5/S2oJsXUnaTMO0qGOhCqTtKxFgUyLoDefAylBD/YsgwpZ1QJVAyZiCSkBNla0Xbf6GCZl/t/ehJGoymBGL6Hu4KiEza5FOFHK8u4iAmc13aQC9lwhOypWL92kAq/eDdrwiAZ0bmZo47i2S8PqOcvGW8PnpOUR0YXQ927uZSP4ut3DuTfr6Q+wwAbA75ub1ByBgIpgB1CtA0F8jgmGCUJi3vcsQ8EkjQSuwuxci5xwr9y5+jEL4xr3r3a5n4/kb5go0AHjD3Nf/yF0l5RyqwhTWzVm/+BENcNtLwr9k/OIHDUCmIPhr1i+9jx8PB5DNlnzahLP/tM3dchxhBJDJbFrNZo3kHiMBZDLMXbt39ff6dWHsK+OzRmazjoGxEyPyje2+LVY2T6m1Ur2lTan+9x+lk4PWZuH59a4YaG5ROmDVro7mvaEOWLetMdQA8/Fx9ZIlTa5SxCqusEMZk8SgMhqtytE9JQbftSZVrc098J40p6wWbK7XMiPSkQB4itFYF2zvLyToskizbbvXEcBduXLpev59XY73BwS6ZoaWqCUryi7H+y0B/Cl2vSsI6DFjb8mmJ0B0u7lewfYuI6Sncn7p0hCA3auI4JG4HSYA9BjJWZfj/ZwIH6sBqnc2ILwZEQyZUCjE68Y+k+0whYBBI0EL3b1oy8iMxPZOBIQJ5vHarGnj3I1nBRoAvPHs9Tq/06ScgyvMZks+k/WLDBjA7FURBC+ZilKHt/OHmiLjJCvIJEAyyafL8VYOAcixTZsZCU/B8ZYPBGKSYavmhwJkb1Oq/wMGIJm9Whfmngxrd7wFK7G66wmx6L267Frbe3EgkNOPr7VSn7eQPn9MT+l5ztNN4UALsvWjYSiLmpmGAlFmJ6v5L7UgYhOTqoRmKlMdQ1lLlkBWQFgVuWyw8p8gVXVO2Xu8kAMtoAIitA44alXzLLj2xYDvY1VaZiB4WxDcamawQyL7bG82AbyeKxc7NUDWSdTY7lIiLooqSmbYE/zLaLYLtnc2AfTnysWzdYXbRQQvR9ez02cBUpD1i2fycbbHBMJl5vx8QnLWZbs/IQH9BlALtpsldvMyftH/196VQMlRlev/v9UzWYEkTCfTNQjuPn3uoiigL6RrgogL+twX3EVApjoBVNwAUVGBpHtAFJ778lxw3xCmO6Dggoo8ERQXXDCpTqYmCQGyzXTd/53/Lt3VnY0sPemZvnOOR/pMd6XquzX91b33WxShNhT4K/3gLAHwqDAqD5kHiDdJoGfbeEtW1APA8fb1Af/jcwecFgg4Ap4Ww3jwLqLkN+wcikBzG7dtqNZmcZm7IdBtG6L5h1wI14ybpcVNuL3nIakZ5IZEeI+04pudEGQ1U6s95cz4xrX6izRYLZrEOEGTWKeYC+4WiVya2mv8s4f0AiZI8/nmMvdc8Id0WXvJD26rAbwpXb2X7q7lcvaahIJdSi36wV8FwFwCUBYYNRNVoqrGvikijFpRVVLDMSQanQxR1flwvjjE/+kCjzKGTIVWVgvJzUoLrdqavcGIPMumPgB8gPeAtdra7gXr2bWeZVOcQX44qMWwZlZsVcl7ugOLufyljEO9YSiXPw9AHBJWR3Sc5cDgR0g2LGqtM8phP/8BIOwZqpbfr+8jJkh4uI23LA0E7wWJc+rH84OzAOgxYVTh3GgW9Jn3j4SGkDnN61lhVHmLed3k6S75wasJaDBNqGlB4eV+/hUSxClWQKjTvcRpYVR+vj7e4AsR6K02nWtP+LjfdycCjoC7c9wP2FXv0CDkB6NUoyfYkIaSH6xOhDzGNg7tjCAJkhda8U3RD5oIspgLbvckvOasdeU/GAK9TQC8aSjVTUsSTk+VsbcS5M0E+C4bf8nqVUniA8tNmXspl18lhPehs0xZu9pLBHlJfa9xx/jLHyQgr14erfqBOp8j8k+U4/BAgt66XfXpHiiwWVQ1f6F3OKKXBUyMQjk1I9UKZb2UjewLhvkAsEkTad2ypAVVSljF+8IipgkZk8zEs8fGxk6DWycO1Pmmj9NasFDKDb4FUB5j4yw51AQIH2ZDTnbIg87lT6OUZ1sTJDy/EJVfbQi26XglP/9KzosOo/IrzAy56f0m3vLNhaj8Ij2DHXwVgWxY1vz8IAKGllBbBYWt6V3Di4JnSgHDNoykNZ2rHZi6Y059BBwBT/0xPKhXwH7HFjvHnZCIV4Trrr9Df/G1NA7lgl8JAYWhNVqMw+pUIHi3Fd8wQQoSH7Dl7EU/X/HQ+7AlyKKfv16QuHSoOlLvphUkh8+y5e5+0ESQXKCQjr8s5YJvSqKvLbNl7n7wdQL6ti1rL/nBVwDgR6m9xubuWj/4rAS4eVlU/uz+As9L8Pf2LchmZuj9U+4DTqdVqXCNukJZ7QEfSoAbG2SqhVU8W0WgUSbTJJFjGUpiIi/2RxeMHShR1a6ulbchpOjNTuzBy4yIDyWgn1tLWckPmPjeGEblUyxBAsDzrEVthb/kBR6Jt9t4y2Iu+G8Eek1YrbxEE6byYL8rjMqD/PpyP3+KBHxD/XgDg3mS9D6b7zycG1xKSOfa9zNBIuFlBROnWdSEy8dTnu6VA4NPFlJeFVYrx+jzW3osgLysHp+p4isbcZit/desqPcyyXU2nWt/7xX3+emJgCPg6Tmuk3ZVpVY7Ry64EYguDNdWbtBflMGITFXyFf38DwTQ1UNmBqkahkh+Iayu+o6eyTQTJItvJNB30gQpiX68rFpholT2j6Zy9xaC1F20jfhLFudIgttt9yyndxHgXYWozDnRKr0LQPwjrI6UzOum7tqSn/8YAW0oRKs+1gry8CNPmgFbt2aBMiby0fTpAi0EBCbXPk6paop+BBhrrQBUs1MpdGsRW5dAxAnW4vujGzfY6MN2DbAWVdWy2MtKa520JUD0pb3MNsJS7WMDSjWT3q2X2YuTTLLRm4BNjZWRJccC4CVhVDmOr+UKPz+YAJ5jLWqtedDD/YP/RYIusgp77cEWXwijypPVg1wuOB6RPmaP15rvfEVuyVMTFJ8JTRzmiuziR4qeTN1yNuwHT5EAny8YT/eKI5YMeIm4KayWH67ObyDfJCj8RHZxfy3j3WbTu4YXHHOonHlIZPuvWwWD7Rovd9ypjYAj4Kk9fgf97JkA03aOUi5/DQi8JlxT/oaeOQx+FYB+UG8c8oPPCoCbh8wMkgkyIfjNclP23kqQw35wuQT4c5ogJeA/l1XLxQdDkKVc/iMEUI+/LOXyHySEevesSu8CEoWocr4h9Kb4y9bu2mIu/x4EeBEg3pFWKpvoxxmNvV+9hyqJxhAae8BcAdiDMhbe9viMe25mz207Vcp45ZHHz5PJjOyEIVPt/9XL1i2za1O8ANsB9bkT0Jjau2brUsrLnEEvxv30Mqv8Zkm80vBo86D2FAJgglQWNZMHXakXIrQo7I0H+zdhVB7QM2D2dEtWSavjMUFO9GR+bwsTOA4TEX4RRuUj+PdMkDNTljNjYbulYDzdJr5yvc2D3kFQCIszC3xvSxhV6hY0TvfaCLMWXGDiKkssIOytHWbTuQ76H6s7gY5DwBFwxw3J1Doh9jum7RylXHAlIfzREiYTKBH+rT6jVDNIsaEQjagZJBMkANbL2lsJksU3EsBLEyQCzR6qVpgoee/uXQRygS1jL/nBOUTUX6hWzlG/zwUFCXCU3Vss+cFZBPBo2z2r07vwCYVq+XRzPm8jwKML1fLbDDG0dNeqZp4lgFTd1z7dfR1htk0d4i/eqajKlixY65IpV2A1+mY9w061LpGdXZvELZCxxEx8X+943G6ysF7mTIIPJ0SugjxMEaa/9CG1JovacYfM7J3FFjNVgFBcmOeChTutwj6loO/l31/qL+7rgcxfw6jM+94qL3q+n9m6MSrP4FWDq/wXzN4GWzkesx6HWfSD7RuNQNBY2O4Lo7I6nrl37q15m3OcF20sa1ubBIV+sD4R3qMaAsLgngzJZ9u4StY/1EA8y6Zz7eu4u89NXwQcAU/fsZ2UK2u1cxT9vLJ91AlzIP9+kDijXqgwMHi2kDI3lCJIAnpoWK0UFAG2EORwf3C6RI63TBEk4tGFqEGQUtk9ym9Sn+/Pv54QlxSq5dfrL9H8awjxJLu3yOIcAjyl3j2r07teUaiWX6oJeMmLCfHUQlR5sSbgpS8gSOrdtQcSVFUasHBDnxSyT1uXjEIZcKFapq6HbNgZK80HQI5y1DNUlVZliFX1AzOxctqWjHu3Z+LesQ1xu0RVFgdbEEHA17BrL7O1YCHS7HqqFkGm3qmr86Nb86K3jieij8VtuoDB25KLFsyy+9olP9got9QexvYsVnwv8H++bWa0cY695h3yn3PBpq3b4Mh3byyzME0p6mVKIMjH27J528PP23TzRn0v5v82QZQ/x+Q/twoKS35wF0FST+8q+sGtHuFpZ1VHfmvu5dskyTfbtK8Dee+4Y00PBBwBT49xPGhXYcrZU3aO4B1I8LiwWj5Dfcnl8qc1NQ71B6cKhPxQiiAl4vMKpqy9lSCH+/MvlYgcb5kiSHFqISobglzyAgnibbasnbtpCeU7CtXK8zQBK/HN2XZvscTiHJLvsWXunA+NSBcWqpX/0ucbHA8IHy1E5eP5tVKzpuIvdwc0z8q29PX17alPlxXKnAWNAIcRwEZhFMp6zxfHQNmWTHJVwvurXkyUxBtHk/Vs72rnYB9MLzMTIG7rOcpa1Ip+cA/J2nNsIULRD9ZBjZ6YUtj/BQSeHK4e+ashvGjbOB79rrGRSBNs/i4iTOU/B39LJmrPXR7f+DdDwLcR4huXrRn5P/P5v9SQnn+2sayV/OCXCeFZy+uE2iwoLHFedCq9q+gHP0GZDIdrb/ixOd4IEVxq07naOW7u2FMTAUfAU3PcOuasWxuEin7+FUjwUluo0No4dHn/kpMSxLPSBClRnlMwZe2tBMniG4nyg7siSC53lxKKtqy9qLtpryxUy0/XM9igaW9xh+5Zvbf4jTAq/6f+Uj7hMQge7yU+hl+zWCfTk1lVI/kWNUOt1/5hdsc+XZoLBDvt00USo5LkmO3T7YXxeP3aJesvhAtlOweTq/8gsz07gSKLHsdXstpaGpFYYz9YoC6IMOfSPLtWe8B6HzsBOUaJiBOS8cza5nhowy2qXOFA/ChPdU0+t+Hhzv+2xWJ2p0fJy9+x9oY7NcHlfw7AyuZVvzCE9/saJqeeveaG3xuCvUlKfF/Dchb8SgpatmxN5ZeGoFlJX7ecDfvBLxJIzl0W3fBzc/zvS0mfXNZQ2O8QhwlEX7ICwmIu/yUkKNv859Z0rgOBkTvG9ELAEfD0Gs9Jv5pWO8fKRUuWCCE+EFbLi9WXXG7JcxDFh23j0OW5waMTpE8WogZBSoDP2rL2VoIc7s8/jljUtQuCVPYPT1xfMGXs3E0rRObGMCo/VBHwwOIjiLxf2vjLlX3Pzome3t9Z9apJ76rHX7LYxpPJ38KovIA/r/KiJdwBCH9QS6dt6NPdm0Hj7tvZh8zqA2k6gZWoSrL/dyHbmHQ3sK4zBMA+Iprg81Z50EZcVV+2ljzjNsvWkMQ16o0PppeZAE73pHjDWWuvv1YRICvsCS+3hQgl5eFuFCwoBT3A58Ko/D39sJWv1AAuXh5VyvreC75FRF9NWc5+SIBXF6KR7xuC/gqmLWd+/vt8Ly6zcZh+8BmS8NPC2vIXzcPcDnGYAMQ9xlebf28FIkQ2vrLo50uC8B9DRjC4N+Ps3tsdCDgC7o5xbttVtto5ViwKnuB58DVLmJ/IBY+tIX3HNg5xY5BE8dOhFEFKyvyqYNSprQQ53H9SlsQEi284uUnFW6YJUqtZ6d+2jJ2XUHs9OWrFO2wNoi0Tm6z4prXMXcdfbthq9xZ1eld++4Yomd3u5V4W9mQH8vOJvCxRkk2aZtemtahBpoZYYTPtzLpEZtlaqZa1qGpB73j8xn/euK1tg2/iRJu9zOkZ9k7V1ocC4QarsNZL7ay4Ro7kfABr8jv1GXBLwxATKhB+rbB2xBQs5P8HSNwSVkc+bWbAX5eA310WjXxVE2L+U0T4+4blbPDzBPKmQlT5jCHMlQj4z4ZAMPgsEfyyUC3/j5khf5S91Tb/mS1rrXGYALA1rJY/zO9fmcufJxDmWUFgMRe8DwFn23Sudo6DO/bURMAR8NQct44561Y7h1Gr/sESpiHQu2zj0M4IUm6ZuK8QldnOodSrC/zMlqGoPIOLBF4GL/OOTxGkLl/Pb58Z3VsX27D9Y0NvbV6qjL0pH7rUIr4p+UFT/GXJD0bHE/H4c9ddP6pnXvmqnBh/6rKxm6p7AzST+b8WbTrcwwmTBy2zIDiRKpUHbbKg1SwVYQEB3K86gU3UY91Pa/aAeV+YOK0Kk3jT6rWx7dvdm/Pam/dyXveh4zLbA719Wlltvcy4ENBmQ2tiNT7gOfxAoBuXmkVhILUwbF+9zDs2DAVXEdLv6wULucGPAMj7w2rlYkPAnyCgPxeiyrAh2IsAaaIQVT6oZrC5/KVMqENGgV/MDb4HQM4pGEV90Q8+DkT3FqqVj6jP9+fPBgHZQlR5tyHkDyBhrxUUchwmADzMCgi1HgKPC40gUOkfEI62aV97Mw7uvd2BgCPg7hjntl5l2s6hCDSX2Xpzdf7Ma+CapFGw0GgcKvnBAxsmav0Xxjdy7jAvNTapU0st9o4dCNIPIjnuPW3Z2HWKILncvQbesY0y9vw/pUwWW/FOyW8W35T84M/p+MuSH9yZyOTly83eIsdfQkKv3Tia/HFhFvqkyGQhI7IJ8bKvIdN0lrKOfeQs5R36dNVMD0ntn6osZVYr10Q8Yw99ugdqwNh+cz9tzgpWWVOiSyI8zIKtM0yXK/DDAcIOXua02lp3A4tYooxntdnLvJOGoYsQoVYvWMgFyxDgIWG1vFwRrD/4AUnUUzB50RxvKQAfNRSVz1IE2qLAL+aCtwLA063lrJgLlgHAkdayVuwPTkUB/xVGZS5W2EFQyHGYAHByaASErfnPWv8Ap9p0rgM1pu440wcBR8DTZywP2pXsxM4xhrLnsUNrr+VZERPs2u212pPfaQoVSn7+H+OJt+Tcddf/w8xcmtSprfaOUi64M6EGQZb84Pck6HWF1ZXbzeebyt2LueA3QHRGPR/aD34pkZY3xDfN8ZelXHCjJLjAlrcP+4N3ENFRTEa769OViRZVtaNPd1eD+bG+4w7pETOzgmejGZFNB2uohwNlXYIsoVn+BeC/8bGmtCobrGGStnhWCBMy3jIhxqxFp1030869zHqlIO1lNirxhwDBtWG1/Bo9Aw3egUD/YQsWirn8axHgxLBaeZ2+zwbfTiCfXKhW3s6vV/qDr/KAXjQUlV+pft9iUVvp509BgNdby1kxN/haBPncsFp5rfp8/5KTUOAZhajyAjOj/m8AeHWhWub/Z5U1x2CeawWErfnPK3L5Z3sIH7XpXO3C1B136iLgCHjqjl3HnHnRD1rtHH9CSf9tq+hKueAPiYRXLzeFCqVc8GsiOnNfCbLkB2VAvDhcM1IxBNxU7l7M5X+MJK6oi3f8/PcJxKcb4pv8d5Doiw31avBNSJW3c2pSRtDmeE1lY7ujH6+aHxy2eQ7PTpv7dAFAdwIrUZWKfDSdwJCA9f+qHOhGyQL7fyHRoqqEMvFsOR6faVYZ2nWz8ArH+kWbDt9aX3ZPe5lJ1S+mzp2V4wv2xstM8zLrG9WT+Vci4CmWUIu54EREWG4tZsay9ipLkCv8fOARvCesVpaoGXJ/cLJEOtMq8Ff6g8ch0Mes5ayUyz8XEJfZ463IDR4tgK6wCvvWOEzOi0aiz1kBIeshvEzmehtfeam/9D96Uulc7RoDd9ypi4Aj4Kk7dh1z5iU/uI6ALq03CPnBz6SED9RnlLnghkTIi5atWbXKzIh/BISfeLAEyfGWRPSNwtpVSnxT9IOvIdB3w6jyNUPAXyain9gydtU9S7TK2kFKfvAZBPi5jb8s5oKrEei3KfXqJ4WA24fWlD+5P6CygGtPfbp2CdtYfpigtrIIqd4JXN8L1ku9vH8K4Glhlbc55lSm/TnHPX32gHiZkZfbzX4w//cB8jJzAYMEOM96uFstZuzpFgI+aPOiLxs44UkZ6X05rJafoO6bRUuPASGZUJVFjfOdE0KOSVWWM1boS6SrbRzmpbklR2VArLIKe6PI/1YYlR/L7+e8aCFpyNVgAAAgAElEQVQFx1fW4y1nzYLVNr5SKegJOZ1LKerdj0OgFQFHwO6e2G8ESn7wZUl0rS1I0GpV+TVLmIpAEb7ZKFQY/DygvCFcU/mCIdDPENAvUurUJoLU8ZZ0hxXfFP3gcgT4SxiVL1dfrLmAS93vsWXsunsWOcbwUk3Y+Y8KEBut+IbL3NPqVU7v4lIBu7doAeF0pcP7Vx0+Dr1cSFAvqEeRLqXnWR7vAfNsFQ5v7tPVJQU2C5pLFnjGmgCO1bAWz9qLPt19HaRhOGkGDGzNTnAncH3f15wvL1k3lqqtfWmnXmbkfWwp4oPpZSbPOxaQ3l/Pj26xmF3Rf+J/JiL5piXIlX0n5kRPcltYLferGfDCJY+gjKhYi9qVRx4/f6I2825LkGxh80TmZ0NR+Uh+P++fb6Uta63C/pOLli4c9+QfbRwmx2rO9/37rYDQPBxul2LzPBtfOd8Pts+KNs5udyLZvt4f7nMHFwFHwAcX/2nxrzMBEsC/bEEC2z8A4faGWjX4JCHcWS9U8INLAGBdmiCB8N5CtfxRM0PeLUGWVLyl6AmrIx/QBMwFCWJuo4w9/04AOLxuBxkYPBul9MNq5Wx9/MEQhHxYuEbHXxb94FwkOBWA7tLLpZqYCGA+mT5dbOrTNSlVLX26945tj9ttXbLRjzr20XiB2QeMsNCqre2Sr9Siqlk2urKutu4AL3Pv3BlZQayqFllBoq/hZVbn3ORlBuNlVteBtD2MdGpZq8VsF3nRWzaYPGjVUDQL1oRRea75w1OKems542rFWk8mDqMyY6Z+lGCwt9bHCnsbh5m2qBVzwb3btsFR6XhLIDi2UC3fY+7ltXLCe4oVDE6LP3h3EQcMAUfABwzK7j0QEyAANOwcuaBJrVrygwsICOv50H7+nQTYV4jKTJTK7oEo/LA6siuCbBLftIptWM2KSM+wdo+SH7wRAJ5dt4OwmhUhCKvlU82XapN6dbh/yTOk5z0bErhH2X4giRPqiY9ad9j6TunT1Q8Fipi8+vKurQA0jUWqxpBFYShjGs/E47UkngxR1c68zAIwK+v71/VgEC0QI9jSCAVJWZeUlxljCXLMUzWM3h6X3VlBj9t7HsLxlbvIi97gIT3qHWsq683Yb54Js7KnNRqLIjm+/WnWclbM5e/bPrFt4F1jP79fvz//jxp4z6kr7HPBWkroSTYOk9O75ETtJBtvWfKD3wGJt4bV6281BPwH8ug1VjDYvd8S7sp3hoAjYHdf7DcCO9g5/PwQAjy6rlb182cg4eNtPjQTJAE9pxBVmChB2T12Q5Aq3hLwJWFUfoWe8QZNalRWs4pUGbsqcwfxtjAqK/Uqq1kFiqGwWj5Jz3i5fF2cG0YjS/f74lsOsLM+3foStbIw8Qyv4aMF7tM1M1KdVqVFVWrZGjGWNTnG+8CSRDyDktHJEFXtlZdZwAIguL+5bal5D7idXma2mGFNnmjDO3aSF/1nAeJFZ0XX32UI+F8eyeekGot+TzV6XWHUKOpzwd1JQoPLRyt/NwT6awny7bZQYTg3eAdJfGW47vo7zOrJLzhr3CrsWQ8BRCvDauUn5vOrQOCHrWDwQN9v7nhTGwFHwFN7/Dri7FvtHCv9Ja8SIE6pE2b/4MsQ5cttPnRxIP98JHx7GJWf/2AIUsdb4vusmlXHW+JFdimS1awC5Met3eOyRcEzMwKKYbX8TD4+q1k9lJ8Ko8rR6t8bGHyyIOIIw6fsAUC88siT58lkW5ZIZGsg67YfAliITQpl6w9u9OlaUlJKZckzPZ1SRejFEpL4AdwUXxDduqWdg8izwnl9SRZFb9br8frAJG4JoCwRLtRisCa1NdcDck9xrNXWDf9y47+9OFOTsZhEL/MEbc4SeNlaystMJLk16k2CxGuGqiOc68yWtztB1l4RrrvREuTNwOUb1VU/M4R5qyQ8rVGw0KKozw3eQhKHCuuuv8Uc70cEMGwLFdiyBkQXhmsrN5jjfQ8AP2MV9qyHIAnX2/jKkh98HUAlwSnBoPtxCKQRcATs7of9RmAHO8fAYB4kvTeslpX9o9SfPwEQz6/nQy9aegyKZDisVo55MASp4i0F/K9Vs67MBY8VCKxGfRx//rKB/KMzpLplVRn7xxcuecQMT7Ad5BH8mtWsPSh+Fkblo9S/d8SSAU+K24jgdFsBuPM+XeL9YA4LickkPSm1ctMeqtCzVqzFMGtWbC0z+w3qLg7ARfGHHbE+i8TWJS5XsN7f5tm16QPmGfchnetl9rKQSXbpZbYrBZx+xqsDEiAWatldidnGEMWoRFkDidc09lzzP60RXHB2nSDz3wHCLxeq5W+pe9EPrpNSFhsFC3mOrfxeXVGfC35Egj5ZWFP5oSLYXPAFAiwvq458yRDyN0HAN8I15W9oAs5zDOYv0/GWQLS6sLbCPdm8hH0FAP7ZCgbbdV+4405NBBwBT81x66izNgRYt3MUj8g/ERP8iiXMyxcFT5ACvhZWdePQioX5h3selut+yZ0T5C2hsXd8PLu4f0Ym839WzWrK1/8URmXV3mPUrH+3ZezDC445VM6Yu9qqV5WaFbaMFaLKbH7/Z/qOO+SB3lm3EnHBAsUIYlQv/bJCGcZ4D7W2PRPPm8Q+XawLqkRWgswKM7smu2yt+oEhiwh8DfUeYP1gYEsimJi0N1iiF8/EJJ4ML/PKeYvnibk9WS6ISFhUBWRiLJu9zLpJSu1j1x6sl/kBOR7bxLQHc9OzAl8K+PpyQ5ClXHAVAN4WVkc+ZQj4KyThutQMlWMr2SqkFPXDTLgIXObxOU3A+UsJIFpWrazQrwc/RSj/sCyqfEITcHAxEGyyAkKlh0A41MZXlvzgfCDywmpFCQbdj0MgjYAjYHc/7DcCFx95/PzZaTtHi/1D2UF6k9/bfGhOc5rZO4tbYw7hf/wC/wWz58OWsdAQJM/yFvgb7w9b8qE3ROWZHIzBaUoL/GBbLppvy9mx5Afb02XsJT/Yemhvbb4tIyj6wQM9E7X+du+hnp9dPHeu6M32YKIL6j1d/cdL1iZQw6RV1UVVGSbRug+YFImOIXB8pZldsxdYeLF8YCLm8vn9HrDdHGC3Xma2X6l8aJttrdXKZLzM/GDA18EPATp5K+1lfnCiqv29tuHc4KeSFEEqy5mg7eGaykWaMAdLIOU99Rlqi6K+lBu8DFCuC6PKx83738URo4WofJ6eAec/KBHlsqh8Ab9emcsvFyAGrIBQCwLhmfX4Sq1/eEJYLZ++v9fmPj/9EHAEPP3G9GBcUZOdg8Mctvnz6/YP83rzhui4mbb/lgkyEZsX2GAJJsjt41tzVn3K9g7aWnuoJZyiH6zPID3aqllbxTZFP4i8cTz6rHoZe3BPD4jjzoyu/7eZyfzDk96Ss0z85YMFyfbpQo9Q+clsm5GAxkKDWWn2TwUT0R76dCXgmNoDrvfpzoht+fyDPZ+9fZ/1MgP0qnNPTLnCrr3MeDgAi6rUsns9wrLVy9woiDg8vhCuGd/b89qb91svM1AmW9upl1k/CJjZ9REEdHl9BsqFCYiPCKPykCHQ8wjhsMbvB98OQE+yBFnyg3MAYFEYlc9VBOsHbxJAx4ZR5S3q837+TAB4rBUYrswNvk4ADaYU9i8CoDeHUeWF6r4bGHwZSnpFWC2/dG+u2b23OxBwBNwd49z2qyztUJAQNNk/in4+3iLHH/eetTepfOiiH9wDBMfbvbtiLt9EkGzvQIHPC1eP/FW/P3+XB94pVs1azOXvQOnV1aicD42YnDpkytiH/eDWhORbrXqV4y+RvHds7t38196EPajso9WiKgTqU326df9pwzZDROOd1qc7Jwt9GZHJekh9uljBBIOQWfKtq60VMc0joE12mRrV7DSVUtXkZR6P7x3z2u5lvsB/2ux5NF+vEOzCy5wqvWCP88y98TIfsfrQTdY+xoUJBPDCgsmDvtzPv1mCeFYYjShCZUU9ArzKEuTKgSVvEOQtDqORN/DvWVGfAfGWoaj8InMfNinyVXwlYGgV9iV/ybEA4rIwKj+L339Zf/6EDMIFYVV7l92PQyCNgCNgdz8cEARUQULazuEHf5YEpyyrlv+kZw7BHyckvfSctZU/mi+yW5Hk28LqDdYv+Wsk+Y6htat+bQj6FwnIc86OVv3CvL5JEL1nqFq5yXxx3oBEH7RqVM6HRqCPDpky9mE/+IkkWFlXr/qDvwUgVj3fp7/MG2IeTU4Hr093vG9BlmbUskA8Q31wfbqWkLSfVluXtNqas6APjpeZsKbOn5fdUT3g6AcZLRQzy9aT7GU2hQnvtvGVJT94ESun64TKinrAiyxBcl40IZwRVssn8302vCh4JniwYigqH6vu41aBYe6EpwGKq6zCvnTE4KNA0rVhVH6kev+ixY8nL/ONghEMHpA/NneQaYOAI+BpM5QH90JaCxKKPjcONewfJT/4WSLx/cvXjvzUEOpPkKiY8kv+CAmuHFpb/pH64vOD78m0vSOX/7YE/PKyavnb6ostl/9GIvCbdbGNn/+qBPF9W8ZeyuW/RADX2Xxo7iVev/ZfmyanT7c3K7hcQc3wbCsR7/k29+kapbLq07UkatOqEGGU+3TtgwKiF2+H8bH7oxs3tLsgYm+8zHx9tBsvM18bcRa08TJPyG2x3WZo1x3b1MuM+CyB4p1WIX+5P3hcAnRJwRBqq6Ke86JRyMvDavkZ6j5cuOQRkBE/GYrKj1KvB054EqXzpXPBkYhwk1XYsyANZ3n3WAEgp3NBBu8oGMFgu67ZHXdqIuAIeGqOW8eddclvtnMU/Vb7R/7bUsL/Lltb+aaewea/hMBWIWPv8POfRxQ3Dq0Z+byeMQ9+mkDW7R2sZiWg3xWqlavMjPoTEuiPVo1a8oNhAvqbLWMv5YIVBPBvmw+9r4CxgnrXHtR6N7Ddg+zbmz7dcW97fN49N7Ooivb1/B7E53DFESfO76VaX9rLzD7gJOVl1gpljuFUDUbbG0lV6dn1zrzMc+ILTKrUgziXfXoLe5m5l3m7yGQxY73YpiUqLQprRFju0MscVkdeph/8TngMgPfDgiHUVkW9zovGchhVHqYId8FJh9KMiX+H1TL7o2HF4UsGvF5xq1XkczSoJ+esD6OyUtjrezM/vqE3OZTjK/lhIMpt3OZX589sd6raPoHrPnRQEXAEfFDhnz7/OBNg2s6hG4fwd9b+MZwLrqbUayZICbTa2jtKfnAJAYwWojLnRPOS9cWUsncM54KLJMD2QrXMOdH8e6VCDY0alfOhUWLvkCljL+Xy5xHioVa9apFu9OnuvQeVVb1CL/WOEYpR0dKnC7XJEFWBOMRfvMDjcgUlqOIla10BuHMvM3CNofIyA9CYnVGzDQgBR/XMe7K9zI/rPeyI/gfhZa6XXhwCBBwlqVcKVNtSyj6mZti6OWo7eWO7ixDlhqKaxLsL1fI8vidaFfVcD7mtOS+a77VtGPUcNgTXbmdBGPnj9w9FlRloHpxKfnB/ZqKWswr7kh+sqYF4Zj2+0g/GxhPxuHPXXT86ff7i3ZUcCAQcAR8IFN0xYCcFCR9GAdus/aPVDrIylz9PIB4aGnvHsB+cy1Ydqz4t5fLLCfCIQrW8XM1E/PyQBPGIQjQSmlnGmQT4uEJUZlWqKmOXQE9ZVi2fpt6fCwqAcKYEuLuxDLxrD6qOfiTVp5tAMsZ9unvrQd2X20DNkBZu6EP0soBJlkVVkijLWcra4mNJSKdVIcD8xj42xGS7gXkf27QtKS/wJHuZZ8hD+sZblt0BW0RhdS8zza4/CKgHml15mZN4HL34vDWVDZbs9gXj9GcM4W7dEEWH2O0IVtRPJOIJliBLftCSF53/N2LyrKE1N642D39jm5Ee8x6bL50L/i6kyFuFfcnP/58kelNdAOgHf0pk8tLla2+4c3/P331+eiHgCHh6jedBuxomwLSdY2UuKAiEh9ftH35wFgA8yr5emVvyFoH4TGvvGB4YfAORXBxGFaU+LeUGX0cglxaqlddpAh58lQR6QSEqc5EClAaCl5OklxaqlZfz6x3yoVXcpDwOiAl4cjyofB71Pt2ZNS1EUtYlLUIikAvVUq/JggZQs9PDCGBjanZtZngHvk/3wd4clyxaOieD41kEz+xjyywI6/01iVvctKSsV5RFxJ50UhjtLClsEr3MfJ2stJ5Lh2UFX4ONr+TldcF2JQwJkicXohv+rO+d/B2S5CssQZb8oDUv+ncI8OahqHybIeC7JqB2yjnRjTpfOhf8imQSFtbdoOMr/cHrieiyhgCwuR/7wY6De9/0R8AR8PQf40m5wlY7B9s/AOgFYVR5FZ/ASn/wVQLkC+1rVqMSwJsK1t6xKP98EHh6wahP2d5BiIVCVH6umQEHBPiuMCoPqi+5/vwJhPiBQrV8gv4S5Xxo8SFbxn6gLpor72Dr1ix7UPUSr8wmgFnP+H+l9v5aDyqLrnbbp6uUyiDiGiVj4zAeb1+7ZL31Rh+oc249jvUyT6DIIiuUm5TWDWIVmPYyU0wm9rEhBNNtRcQrBTUvHqfa2Oba5vjCDbewsrytP1wVKEVvlpXWvOxuVwp2rbQmz9jHxrTIDcY44ASIqiBoQmLmc8tXX7fBPLzdQAQXLltbvlG99vO3ShLpvOjrkPAymzc97Ac314jOW24U+SU/+AEldFVhnY6vLPnBV4joWisAbO3HbitQ7uBTCgFHwFNquDr3ZBUBpuwcunFIEWaQItB329fslyQQl1o1anHRCceA8C4vGPVpKXfC0wjF1YWo8jT1+YETn0RU+0IYVZ6svuQWLX08ieRrhWrl8YrgdT70t20Z+66Q2sPMqK5a1mIk3GsP6rLV1208UMulu7qGdPSjIiPzYKC8zPViBfVQ0MfhIJTq00VlW0pVACqlNVuXeJUgiWvUG5+77vrN7b7T9lZpDYAJkN7DRhVowv/NsaFQFdwaBXJMAI7Vxr0xnNg+tjeJYcVc/htA4prC2pFr9L0a/CSRstTIiw6+jETXDlUrXzEE+10g/EJYHfmOef1ZAKWEVvGVpVy+SID/sgLA1n7sdmPrjj91EHAEPHXGqqPPtNXOYRqHvhBG5ScpgtQNRPXX7JckST+2atTWfOhiLjgSEG4uROUj+fNKfTpD/DqMygNqlqLtHbcXovIifs1q1l7K/A0EFngPFU30IylyMn5UZJXvjn26ZoZk8qAPXp/uhFoqVcEgetl6F326AMAEWff/6thH7f9teIJlLDET39c7HrMat803D1555PHzZDJDtUbxKsEEwUIlDtNL1KkHG7NiQLBNKa0JxgCBozdVBCfPUIk4ilOnhnnkjW1JNo+107pU9POc63xnIapcaQi1qdGomAtWCoB/DVXLRf37wU8DyV+H1crV+nX+YwCw3sZXlnLBewlhrhUAFnPBRQJxYiga+WCbx8Edfooh4Ah4ig1Yp55uq53DNA79JozKvp7BLj6CKMMEql5rv2Tmn1aN2poPbewdG8KoPIvffz48rneB7z8QRuVe/XpxZoGf4bhLlQ/NS8W0eeImQPrjrvp0J92DqvZQ9f6pJSO9H1xX92YBYQGp6EfTA9zoBq4/EPAedoJijLYl8ab1a+O2e5lh/5TWmjw1qSaEaz0uh1D51skYgRfPwlljp7XZuvRgl915Px4BFxHBh8Jq+cP1GawQ/y6sGVGNRsXc4HsQ5NywWnmPeu3nP4qE99ff3xJfWcrl30YIzyiY+Mqinx8SgI8aisqsg3A/DoE6Ao6A3c1wQBDQ6tL8tly0QBUkMGHOz/mbC1VFmPS5hy6eed+4d18YVWZY3ysXKGyI5h9is4RLfrBlI2zssx25bO/YNr7Vt7Ofkh9s3LJ528PP23TzRjNTGZuA2n+cE93Iy5Ft+bEeVCky2VpGKEFPKiZxodn/Zf+vnWm3eFCNj1a1LZn0rYRneyKuyVq8OYaxC+HGWltO3hx0V0rrejvRHpTWbF/iWSnbriTCOp5pe4DqocCDibH1PTDW5lm2mmFvbYkQbVK3N/A3orddeJlRxJDw+csY0IsRkrgH58TpB4JiLng3IBcwVN5tCPltgPD0MKq8Vb8eDAHkw8JqpaBeD+RfDwQnNASES15MKN5g9Q2sf/CAXjRk4jDbOdbu2FMLAUfAU2u8OvpsS7lgLSX0pMJoZZ2eOQT3Ss97uBW7lPxgQ09m2yPOuKdOoKsTIY9ZvnrVGkOo/5og+Zxzqqv+pb/ogr8nCQXLRyt/N7//Cwg82eZDl/zgT5LgJTbu8sGAww8G++JBVSpf1D7gpizllAcVoDe+ae3cDdfANcmDOZd9fc/ulNY6mQoWppTW/GBwKADci6R9v2qpV/Xp4iiBHFW+2oS4a3eslnhjs8fGxk6DWyf29fz29DkuiDjE/+leeJl37GW2dYZsueIZ9oH0Mhf9/JsR8FjbaFTKLXkxoHh9GJVP4WsbzuVfQ4jPC6Pya9R92T/4PEA608ZXtqZtDfv5QAKcZ+Mw94SP+333IOAIuHvGuu1XWsoFfwBZe1W47sY7FAH7wV8Bkudbu0fJD/5SQ3r+2WsqfzGEeptEfOOyNSP/p1/nf5uQePvy6shvzczjFpJyqGHvyP8cgM4NTT40x1siyQ9JEHdxn67OUTYlCzvZd9R9ujvzoFJsyUk3FvFM78B7UHc1AOm2n7TSurEX3Kq0hrlAtF7V/iEHUjCh6tm1lDrT2jPBFD3kja1dN76hnbNsXiWwBRG85I5cEGH3f20GtPE1I7IwjOYTQL0gQp87B4M0QjYARUwTMiY5OQURvCUi53gLBcmsoMzJBPSshsI+OB6RPhZGlePMg+WJiHR2GFWWqtf9+acD4iesgPCKgfyja4Q/svoGjq+U0vtSoVp+Ytv/CN0/MKUQcAQ8pYars0+2lAtW1YguOntt5QZDwL8AgncWquWb7WsCPHdZNPJzQ8AjBPTxQlQZMTPeayXJ4ZT69IeE9KnCmrq947sA8LkwKn/PfJ6LGZ7OCVr1thyzhyqBZ6v8ha4TkiarT5fPa2+V1oA0qzWYAnkPFWGUpO4FVsu+KMYmIw96b1YJSInGQCVV2VUCvhbdb6wfEHh2bZOqeJWgf+3cDe2MZWztNFYrAnVhm83mbjReKZFeqtPYpIP9KYxG3qXv2xMeg+D9wOZJl3JLn0YoP12IylzuASv7Fz8UhXdDwcRXXnnk8fPHJ2b+w+obLu8b9GUPcXxlrrP/gt3ZTTYCjoAnG/Fp/O+V/ODrCcK3bEFC0Q++hyQ/H1ZXGbtG/vsS4LPLogoTKc+Q/xcBfhhG5f81BPxFIigX1pa/qH+f/xwC/qxu7/Dz/wMkbgmrI5/m33NgxGRYZvbegwqZ1mAKXvZF0GSqSMk8FPTcv3XsjE3tzYNmQZtI5pjVAd7D1qsEWmWtVdfWz8yrBIDAwrfGrFS1RTX2sPUyNl9HEkvRG7fbesX6gl3FbxKh2oe3tjFDtGy/2qwKLYy4bVdKcU/IUZg1Kx7627Xbd/WnueKIExd4Mrk7jMqcQgZX5JYcVUPx80JUPsLehz2eXFeIynPNMZD1DRj1HMLxlaoPOzd/y1C13Ntui9o0/nqZlpfmCHhaDuvBuaiSn79CAvzJFiQU/fynkaBu1xj2g89Igl8VquX/MQRbQoK/h9VKSb3OBSuAaE1hbUWrT/3g4wg01rB3DH4EQN4fVisX788V7oMHlRAglqnYRy1I0kTEdhmRZEYlJXGm1js2tOHatgZTNPKsZRaUMCxt86GstV6xD5jFYQTk6R5gtis19rDtEraaYaOMaTyJx2uZ+N0by5v2B989fbaprUgpxXWWtVWKk+o1tvWFaoa9AJRSHExspb4OFR+ajuDkZWtM4k2rD7hSHEu5YHxmdeNs3hvnB78eT24oRGUWFKofjq/cCBuzVkBY9INIYO0ZqfjKjYnwHmH1EHvCyP2+OxBwBNwd4zwpV1nyg/MlAC4zBQlFP7gYCR5o2DUGP0YkNxWqlY+YGe97AWBWWC2/zxBwk/q06Afnsp/X5kMXc8EyADiyUC3z/9ufvfegAozr/l8WVtlgCkNQByGYYjfBGnpml9rPRrVcShN237S1tcjmWetgjZ743mTb2IXxjVzG0Lafne0BIwjbrJQiU6MUJ5gPyHvAGvud5VkL9EbVQ8G2TNxuUZgFxkZwZrCnr2bjK3k/m/eFAUOZiq8s5YJNW7fBkfZhZdgP/jlO8r+sgLDoB78XAG+w8ZWteoi2DYY78JRCwBHwlBquzj7Zop8/AwD/0xYkMGEi0FHWrsEFCRLgKEug7JcEwKeFpkChVX26cmDJGwR5i8NoROVDDw8EpxMB78v9zXTpssK3jwi2NIhIB1TwjE+q9iKzBzxJedC8XJodyM8n8rKUsizJKRSskVZZSwkLPYA+rirk5d5GnrW1Xdk8a2oSVfHsVEVWWusVrxbUJs96xfcLNxttznhZ7DW53MBEKvqIJIeE9Enb1YxwOAe08LJ1Y6mdZ9taFMZbB4Igs75avaZe4JAL7pa12onL4xv5XuTVm99IwNOtgLDoB2VB+HEbX1n0gyY9RGf/JbuzmywEHAFPFtJd8O8U+wdfBihf1ihIyL8WEU+ydo1iTr1+bhiVX6tnwIMvBpSvC6PKS9SXmD/4QgT5ljCqvJBfr+wPThYIZ1h7h+pq9WCQEO+m+nLj4bH1EbcD4lYPbeJhFo1vVu03qlICtUzKKVtZQFoAgLwErR4EmvKUU0vWk9lW1CqqYhKSTEaEvPe7CEw5hI2uZFGVLYioi8PQthZRjChGSXmZkzihnnh39X8Hakx2tg8sgPp28WAzH4AE11k2zp8JVZMpSC1q25/zL+Xyt6DAcGhN+VeagPM/JqLLrYCQ9Q2C6Ec2vrJVD3GgcHHHmdoIOAKe2uPXUWe/sj9YjAjnp+wbJyLi2WE0ouwaXLAAiMvCqHyimTUcjwgXh1H52YpwB/LPEoQrwqj8LH69on/JMzwUV4QmHx0jUkQAABZdSURBVPpAXCzP7sb7FmRpRi1bI21bUmlVqX1UrIc6KHHPoUDIof3a/6uWrNMl9frLvIdzlKUY80cXjLVT4csYnP/QxTMPHe/NCqplPfD6WFBFaskXFhGaxiXg2E1W/KoHAy6IUNeASKMy5WUmacJBQHCecjxZBRG8bD2vL8mi6M1ij8gSyb5dWZcAYR4ASSLcqAVsxraEDTLVjVciTrAW3x/duIHT0Q7E/bKrYwz7wQ8B5FVD0aofmHv5C0BQaQgIB0uC6B82vrJVD9HOc3PHnjoIOAKeOmPV8We6ov+E/xQovt4oSFjyVIHiM6Gxa6zIDR7tIV0dRuWn6hmvsnd8L4zK/6EIN3viI72e2k/CqPJIfn3JoqUP6/WSVaGxd+wMAE7Y2mDISHuArc2Es5RNFaC1oGi17Jw9ddFysANyShImcbymsrHdX+Zp25IHso/JVM3ukPrTEZakloIVoc7R5fQ7Fito5a8prDfXcOYB7NPd1U1oldYEss+Og1APAVxooR8KzPnzqsFhgDgBINerdiXzYADmYcDariZLZW2vace9eH3/sNWqsRdf92T3E8B7C1H5EjMDvhSEqDbiK4P3CaBZQ9UK6xxYUNikh+j4P2Z3gpOCgCPgSYG5O/6RSxYtXdjjyT/YgoTL/KUPyYD8lS1QYL+kEN5NYVR5iCJcbe/4axiVeQ9O7dltmwn3hNXyYWqml108d0GPN0qA5zfXztnlXvVlaLpozczI2GV4VnqwfMBazMMz6wmuLeyTaGapiP2qnEDlQSuFcp+2/VgfcIM8d2b7yQgaFd72+Ix72mtbYuwbSmsvC5nE7J1yIhUsIiDeE7aZ1nwdhwDQ9rowjNhuZURtLbYr+cBEvDdNRfv6l8Ne4IsH8gt6KckK0krr3XuBWT0O21rFbfo+whiUOE/PsnfWGlX0B98FIOfb+MpiLn8aIhxt4ytX5vLLBcCRVg+xr9flPje9EHAEPL3G86BeDe+XVv2NW21BAi+VLtD5z6pA4YuLls7Z6Mn1YVSeya/5S3JY5UHXZtukpqIfbBezew5lXybv+x3u578lAf+qgh1MZKKkZEySiCejXCFNRhlBfWSXfD3RB1LmGvu/dsmX+gCxt+E/5cYf9XBgPKnNPuDJIKTWYAoPqU+S4EQqRah2yd3sAbOHdi4CPKDEbCTMedtQE+Nh5oCTCRlDbUbcbtsVj8HL4GXes/sfWAAw3vAxK4WytWBBVomqSO3H66V35GuYnNaolX7wJgFwnI2vXJkLXiIQTrXxlaXc4OsI6bkFE195UP9Q3T/eMQg4Au6YoZgeJ1L083ENksfagoRiLn8fbU2OtLMetm/g9p6H2C/tUi5flRPjT102dlPVLNWtFlh7pvVPtgMV9gHP7pF9gCIrM9SnlbHEamqfScgqZBFVBjGTVAaU53TXPlrB+5GTREgNYViSlZjp41k2oegj5MQnvdzLjUsE2MfRj2z1IqJ7EYRqWNK1hXoflcVgkGgvc0KZ+AE5HrfbtqRWN9LxlRlpvMymvjDta7b78Xu0LglTsCBj3J6Je8c2xO3MswaeYR95/LxeUxCBJJ8HgMda/cOKXP7ZHsJHbXwl6x8IYXnBxFe24752x5x6CDgCnnpj1tFnXPSDPxLBf9uChGIuuBs9fG69QIFfJ3Lp0OiquxXh5oLbIaHXFkYrt/Prkh/chgBvsv7JB3Oxdu9OkuzzyOvjfUhVSkCYU/YZVTmnlk1VQT0fMx2swapePWNNNRfVZDxZs2zOgq4dsb0Pyct6xHvAXh/yXrBKeaJFau9UExGTKf+vh/tn07M7bZnRTT/KA4xeLCGJH8BNsQ2HeDBY7ut7lNL68P4szvSySCZUo6l2Ue/NU32PXhVEbNSlCilhW8q6hJxrTV5MlMQbR5P17c2z3r+CCAEqivMvdc/6DvGVJzyN0KvHV+4rzu5z0wsBR8DTazwP+tUUc/mfAtD7C9VVPzME+ytEubxeoJAbvKUmKTx7nbFv+PkKovhIuGakogk4fz0iXC0Abk+IZ6deX2JUyiioXy85ajESxycaUVJi23F4mbp1hicS3kfm/bskrlFv3O74ynSggwSpZtiJCtSgRfWSev0wYAiV/wyJG4rqvlkgra5uKK5lLDET39c7Hre5+k/dQ2ml9a7EbZyxbHKUeRzmqNpCm/+8C6V1hiM4YTxev3bJ+gvhwrYplXdVEKHuF5W01dTJzPfUPIIdvMwaf976MA84uiBiz+EgrfGVxVxwJCD8wsZXHvQ/VHcCHYGAI+COGIbpcxLFXPBNAPhqoVr+ll5Szv8AAT9dL1DIBT9KUH5qubVv+MHXEOi7YVT5mnr/QPAtJDiRCLjSUNlmtFJ25zM84W0dXb76l1vbiSDPsHt7ZvQlvUkfpyKxSlnNSkmLqowoSZGp+m+l8E3N7FLxj/YBoeFjPuCxiTuFwj4UoIp+NFnQIh1hqQoJbKcxp29xzKKZndoYy4OZB/2y3sOOWJ/lVYLdzbBTxDqXCLg3urllyd5L0saItsfLrPQNqfhKVol7cs5Gq39o5/3qjj11EHAEPHXGakqcaTEXfBIBfx9WRz5llpQ/A4S/tAUKxVzwBUL46bKo/Fn+/bAfXC4B/lyIyldMxgVyF+3h/asOT3CG3jtV/xN9IIj3IdlaopaqQS1ZM6GqHGIm+FQhQarpp2lmNDnVeQq3Bcccui0zJ+ux2trjJV9WXevYxHqOMmBWqCxoRaxCF0Q0q8XV3rZa9rV50Jl4vJa0PQ+6tTFK1JXivI+dCjYByEpTEMHbBvqhwM5IKT5Y1qX0PjyglwUlCEvNqvm/EU8hSJ6QquO8H7f1DEyGaG0y/pbcv7H/CDgC3n8M3RFSCJRy+Q+CgIlwTeUiMwP+KBJssgUKpVz+MkIxWohGPqYJOP8BjgEciipsNdrrHxubSF7Sx+pe66FNBCwSeqlRCakUmWpBEnfR3tdk8zEpT9q2pMvpgZKYyIsnI1iDL3o3edC6Sk/lQTcq9Aigpvpz7ew6tXeqVgz49STuY+/MtiSJ995NsYIip7o6mX21Xp1IO6AgojUYpP4gkybV9DgQzCOEe1sfzHYXX1nKBX/HRA5a/cNe3+zuA9MOAUfA025ID+4FlfzgLAB4VBiVh/SS8uDZKGkgrJaXmxnxOUTUX6hWzlHE0x+cLhCeGFbLp/NrXqojeUhfD0jO6tUKZZ6lEvULVCIeK6ZSgirTRbsx3UVbj4FsSXkCkYxORkpSax500uRBNUrfFJnuvI9218vuD+Cc+ILoB1vaOdIXH3b8/N65M7KqoB48FQySaIuP2j9F80Cg97HVzG+3+/BppfVsOR6f2eaCCJt4VpsBC9NL1kaIt9DGb9pMcQIlCtuwswczFSnKD2kJZ4zL0X2N3yzlBm9BQfX4ynaOnzv21EDAEfDUGKcpc5YlP/9KAHhRGFVepQi4PzgVkQbDauV1ioAH8q8niUsK1fLrFQFr/+QlBLDBCKpm65QnG/dolk3VLIn37TQxCZSjk9FFy+e4Y32ezIJgMkrtodb3T1Wf7uEE9ICx+ozqcvr0ErYpqOdZKtbiPfXR7u/gt+Yo1x9qBC7EJkGSXi0wDzZM8I0yBSUSw5iUp1nblrxJKrhQKyWPPGkGbN2aTaRYmE7aIsCFO0s8IwLu5mWluFliT9UwHqT4zZIf/BBT8ZX7O67u81MfAUfAU38MO+oKSgODeSA6L4zKgZ7hLjnJEyIcisrPVV+k/cHJEunMQrXyPPV6YPERJMXTwfPumIxQCv43eblxYRb6pMhkZQYX8nKjCvVXS6appV5TA4iE8/ZUn6ceDFDGte2ZeF6bPahW4TtD9PYBJkoUJjzlY2ZV8kJ7HTa6krDRp7uz+r96YxROmodWrXSIZA7jvhA5raplDzitUkZS2wezKfVgpn3ZaPblGw9mEpN4HL34vEmI39zbP7ySHwwTYLkQjXx/bz/r3j89EXAEPD3H9aBdVXFh/omYwS+FUflJakm5Nf950dJjQMgrCtXy0w/USba2/WgxUiMhqXW5EQAO5Rl3erkRldXEzLbr+8Dag9rufeD0+WsfcKP+j33AJofYeoD5/w8jgHtbl0u1SCm9jz05HloeR6uyJtAzVF6yRk/0SdLnn4qu5P3fPmpSWZvVDuIlXk2suspQxBJlPO5tj8+752ZWNLsfh8C0QsAR8LQazoN/MZ/ILu6vZbzbwmolx2dzaW7JUT2IN9v8Z1UpmMFKGFUeuquztbMjhMTEDhrbjN4DNirferl7FhHMsnVLOQF/iZvquclsy2mcv8hyKAiTkVJaI/Xr6EptXTIpWyr6US+XaiJS4irrpz0I58/j0iqqQtJlCqAItbH0jlhvXeI+XfMQ01hu5+0CXRAxuSrrg/+X4M7AIbBnBBwB7xkj9469QICXRxf43pYwqrCPlNhuMh/mb7D+R46BnDUL1hIAq59Vy0zT7EjbZjg7ujkhyZQsKKWy2gvmTOUk5n3g5auv49kR7cVp7tVbLRnZLGhO1SKOqUTMmaVSDndQ5QpmuXQGk5Hd+9X7ps3lBBKSMYkiHn9ge3zepvbP7hj33lQ5fb1L18xQrcra7MPzLFunhbXuXXMPs8JfxiLJjEpKJi2Te68Gzb3ZITAFEHAEPAUGaaqdYskP1ifCe9Ty1ddxBy1XsT0gtvX41v9Y9IOrkej+RmqSnR0l8Xgt03YPanN0pZ6dKpsSQY5n2EYp25fKgsamHGibjNQUXenFk0hGeOWRx8+TyYwskcjWQGYFmQpDoH5NpmqlwCqUeZadIJl90z3kQfP+arvTwqbaPe3O1yHQDgQcAbcD1S4/ZskP7iJIXmQDCIq5/D9EQkE7/I9py0/C+6dIfUxGBHKhQLGIG3J4xlr3AusowolGsbtVW/PeKcSQsMo6naXcfstPq21JPxBQHwkWVIHeA9bLvo1la6LxpmL63aSFTVYedJff9u7yHQJ7jYAj4L2GzH1gTwiU/OAmIjivUC3frGbAueDXQsDQ0Bqd/7y7H17C7l/Uu2ArTmQzkOFSerWHCsg9tEJ5UJujH1Uu9Gal7rUipJRlSS9Xs49TxD1s+VkzKx6Ca7fv6Tz25/fp6jzbBaz2geuEqvaB+7ityIZTEMEW9QCQWnrnKsCDmQe9Pxi4zzoEHAJ7RsAR8J4xcu/YSwRKfv7bQPSlsLrqO/xR9j8S0PWU0B0io6v/VA+tavvR6Uj1gA2E+QiwSftmUz7UVNKTh55KeRKyFo/GMNbOlhw+f34omL/QOxzRy0qUKsKSwzVEY4bKZGqLIfhh4XBQfbo7fygQCIpYJzsPei+H0b3dIeAQaDMCjoDbDHA3Hr6UC64CoFvDauVqvv7hXHA1IS0hgH/ZZVOemQpr92FBlWrJ6Y1vWjt3wzVwTdJO3Gx8ZcZL+tT+aeqhgJd8dRa0iq3McnwlAs0HwPvs7JTUg0FDqaxFSRgLAaO0bc9NOe28Nndsh4BDYOog4Ah46ozVlDnTUi74EBcYhNXyhyfjpK2PNkO8rJvpEyTVDFXPsHfqo50H7KPdzSybYwdZaV2TtXjzJMyyJwMn9284BBwCnYWAI+DOGo9pcTalXD4EgIeF1UphXy6Iu2gPn2CxVCabzoNWbUUouS3HdAHXRUkcrLGRgykQcFTvpabEVcZLy33A+5rjuy/X4T7jEHAIOAR2h4AjYHd/HHAESn7wagA4OYzKr+GDsxd4Hs1nZXKfB14fgOnURZmz1XMsSNLCJLUnPBeI1qfL3VVC0kEK1jjgALkDOgQcAg4B7bV3Pw6BA4sAFzIQ4ad4JmqCHebUYx6VXaZRsIBAOiVJRSjqYI1lq6/byMbbA3tW7mgOAYeAQ6CzEHAE3FnjMS3OhgsWpMwcgx7ePlkFC9MCOHcRDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgKOgDtlJNx5OAQcAg4Bh0BXIeAIuKuG212sQ8Ah4BBwCHQKAo6AO2Uk3Hk4BBwCDgGHQFch4Ai4q4bbXaxDwCHgEHAIdAoCjoA7ZSTceTgEHAIOAYdAVyHgCLirhttdrEPAIeAQcAh0CgL/D6kytkHx7PYWAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="107.8803926306864" y="-91.44299254644307" heading="265.2857142857149" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="47.666666666666686" y="315.3333333333335"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script><comment w="90" collapsed="false">Pinwheel with 4 branches </comment></block></script><script x="45" y="816.6666666666665"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="90" collapsed="false">Pinwheel with 3 branches </comment></block></script><comment x="711.0000000000001" y="38.66666666666666" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="12" y="77.16666666666643"><block s="clear"></block><custom-block s="Pinwheel,Branches: %s %s %s"><l>12</l><l>70</l><l>100</l><comment w="90" collapsed="false">Creates 2 pinwheels one with 12 branches and another with 5 branches</comment></custom-block><custom-block s="Pinwheel,Branches: %s %s %s"><l>5</l><l>70</l><l>100</l></custom-block></script><script x="298" y="310.3333333333336"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script><comment w="90" collapsed="false">Pinwheel with 21 branches.</comment></block></script><script x="567.6666666666667" y="320.33333333333337"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script><comment w="90" collapsed="false">Pinwheel with 5 branches.</comment></block></script><script x="46.666666666666686" y="435.33333333333326"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l><comment w="90" collapsed="false">Pinwheel with 6 branches.</comment></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="559" y="441.66666666666674"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block></script><comment w="90" collapsed="false">Pinwheel with 12 branches </comment></block></script><script x="485" y="213.16666666666654"><custom-block s="Pinwheel,Branches: %s %s %s"><l>40</l><l>50</l><l>60</l></custom-block></script><script x="548" y="60.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="61.666666666666686" y="573.333333333333"><custom-block s="Asterisks, branches: %s branch length: %s"><l>80</l><l>50</l></custom-block></script><script x="481" y="414.66666666666686"><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script><script x="87" y="653.1666666666665"><custom-block s="Polygon, sides: %s size: %s"><l>8</l><l>50</l></custom-block></script><script x="546.6666666666663" y="645.833333333333"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel,Branches: %&apos;number of branches&apos; %&apos;Size&apos; %&apos;Backup&apos;" type="command" category="motion"><comment w="90" collapsed="false">This code draws a pinwheel &#xD;The 1st input value decides how many branches the pinwheel will have.&#xD;The 2nd input value decides how long the branches will be.&#xD;The 3rd imput decided how many units the sprite goes back to form the pinwheel</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="Size"/></block><block s="forward"><block s="reportDifference"><l>0</l><block var="Backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="Asterisks, branches: %&apos;Branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><comment w="90" collapsed="false">Covert the code to create a pinwheel into an asteriks.&#xD;The 1st input decides the number or braches.&#xD;The second decides the length of the branches of the asteriks. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="Pinwheel,Branches: %s %s %s"><block var="Branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="Polygon, sides: %&apos;Sides&apos; size: %&apos;size&apos;" type="command" category="motion"><comment w="90" collapsed="false">This code converts the code to create a pinwheel into a polygon.&#xD;The 1st input is used to decide the number of sides. &#xD;The second input is used to determine the length of the sides.  </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="Pinwheel,Branches: %s %s %s"><block var="Sides"/><block var="size"/><block s="reportDifference"><l>0</l><block var="size"/></block></custom-block></script></block-definition><block-definition s="Polygon2, Sides: Length:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>