Let me give you a brief background about this post. Mifos X is open source CBS (CORE Banking Solution) for financial inclusion. To know more about it, you have to visit http://mifos.org/
During one the pre-sales demo, I have to explain how easily an financial institute can roll out new products to their present customers and to attract new customers.
To define new products, Mifos X has option to define loan products with many configurations and two of them are "Decimal places" and "Currency in multiples of", I explained about these indicators as below
Decimal places : Precision level of the EMI amount after the decimal places (in case of EMI computed by the system )
Currency in multiples of: Precision level of the EMI amount before the decimal places (in case of EMI computed by the system )
and then conversation went like this,
Nayan: both of these configuration are mutually exclusive, meaning if you set one parameter then should NOT set other,
Client: I do not agree to this point and I should be able to configure both together, why it is not possible.
Nayan: It does not make sense.
Client: Why it does not make sense??!!
Nayan: Let me put it in this way and then we will take the question why it does not make sense :)
I said, don't think "Decimal places" (DP) and "Currency in multiples of" (CIMO) as two different parameters, instead think it as one parameter to indicate the precision of EMI computed by the system
CASE 1: Precision is set to 0 (is same as DP = 0 and CIMO = 0)
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HChPnz57e3t/d9KOAeI4DCr8q9H7O0atWq0GPngpMDg00o5m4IobVUKwLo/RCpCbvvqXxxEUAymez9RMYJA0cAwScTvKzwhMLeH2PfjS1mVyaTyfb29t6Pxer7jIbeCjdr6P3jVeFdod06UI0xPFIAGtJQ5/8T+uvumpubFy9eXLiuvnf0WXiyXe9HmTY3Ny9fvrzwPNQJRYxW0UYAhafMFtZVuFp+GBFAPp/v6ekJ+u2mpqbCUwkGeURLMOym0+nC0/4KD8Tte1vZ3g8FDI43iv9sg6cPFg5pmpubCycgDLJdUCLzfxqJCKCGlCkF6H1vtpC+s7vetm7d2veZRsOIAApnE/TV+/eEIiOACS/9rBESGvt7P0u5mOsDQ2upVgTQ79blcrlifskJztLsu3MHigD63nWp9y39+t3YYnZlv/dzHvzILNTy3u8K/QzV72dLKaQANJhhzP8nDPpwr61bt/ZNMAfqtfK7n7g0+GgVbQTQ7yaUchZA3yOHUJ4eWlS/t4zteypE34ONQKG33+NnO9DjaTwjkPIx/6fBiABqS5lSgNBdgnt6egoBfG+F+7dt3bo1eEHwI0bvy/aCA5R+J9X5QU+5732X4K1bt6bT6d6/JE8YSgQQNDW0OX3fGBy+FPmzQKjxkUcAwcQ4dAFkcBwT+tCC31uCxhdudBy8PfTzS99Pu3DKQOHXmwn97bJCC0N7PDTfDja270Wbg+/K4AeZwikkuVyumHs1B3d1Khxx5nK5fi8WDV4w+KIYKikADWN48/8JvX6xL+h3nOpt+vTpob6u35FokNGqbx/b7zgYtC10StSEl/rD3n1773UFT2MJVhGKAAa/OK4wzE2fPr0Q6Yau8B9oUfPnzy+MDsG5h8FgGho0e78s+LEhdH3ZHj/bxYsXh5bg6YCUj/k/jUcEUHPK/aTA+Oh31s0Ev6XThxSABjDs+T+9FZN0Q3yY/9OQRAC1SApQusIV5nt8GkIMBZ9MtVtBbZECUNfM/6MiAoAC838alQigRkkBShScOenmQP0KaqzaraDmSAGoU+b/ERIBQMD8nwYmAqhdUoBSBNdDugqgX0GBVbsV1CIpAHXH/D9aIgCYYP5PoxMB1DQpwPAEVwGE7m9PQX5Pt4MizqQA1BHz/8gNdCNYiA/zfxqeCKDWSQGACpMCUBfM/4HImf8TByKAOiAFACpMCkCNM/8HImf+T0yIAOqDFACoMCkANcv8H4ic+T/xIQKoG1IAoMKkANQg838gcub/xIoIoJ5IAYAKkwJQU8z/gciZ/xM3IoA6IwUAKkwKQI0w/wciZ/5PDIkA6o8UAKgwKQBVZ/4PRM78n3gSAdQlKQBQYVIAqsj8H4ic+T+xJQKoV1IAoMKkAFSF+T8QOfN/4kwEUMciSQGampoeBCjOQw89lEqlqt35ESOpVOqhhx6qduEDtaKpqcn8H0okAqhvpacA8+bNq/ZGAADAns2bN8/8H0okAqh7JaYAIgAAgLq2aG22fP+r9sbtpsQIwPwf8iKAxlBKCiACAACoa+eNX1i+/1V743ZTSgRg/g8BEUCDGHYKIAIAAKhrIgDzfyieCKBxDC8FEAEAANQ1EYD5PxRPBNBQhpECiAAAAOqaCMD8H4onAmg0Q00BRAAAAHVNBGD+D8UTATSgIaUAIgAAgLomAjD/h+KJABpT8SmACAAAoK6JAMz/oXgigIZVZAogAgAAqGsiAPN/KJ4IoJEVkwKIAAAA6poIwPwfiicCaHB7TAFEAAAAde2K25aUaf5/xW1Lqr1xu9ljBGD+D3skAmh8g6cAIgAAgLp28xPryhQB3PzEumpv3G4GjwDM/6EYIoBYGCQFEAEAANS1+auzZYoA5q/OVnvjdjNIBGD+D0USAcTFQCmACAAAoK5t2bbjgpufj3z+f8HNz2/ZtqPaG7ebgSIA838ongggRvpNAUQAAAD17pcProo8Avjlg6uqvVlh/UYA5v8wJCKAeOmbAogAAADq3aOLk5FHAI8uTlZ7s8L6RgDm/zBUIoDYCaUAIgAAgHrX2bU18ggg3b2t2psVFooAzP9hGEQAcdQ7BRABAAA0gB9MWhbh/P8Hk5ZVe4P60TsCMP+H4REBxFQhBRABAAA0gIlz2iOMACbOaa/2BvWjEAGY/8OwiQDiK0gBRAAAAA1gxcbuCCOAFRu7q71B/QgiAPN/KIUIINZmz54tAgAAaAxfuXVJJPP/r9y6pNqb0r958+aZ/0OJRABxl0qlqt0EAAAicNP0tZFEADdNX1vtTemfA1conQgAAAAawdxVmUgigLmrMtXeFKBcRAAAANAItmzb8cWbFpU4///iTYu2bNtR7U0BykUEAAAADeK6aStLjACum7ay2hsBlJEIAAAAGsTDLckSI4CHW5LV3gigjEQAAADQIDZlt5QYAWzKbqn2RgBlJAIAAIDG8b2Jy4Y9///exGXVbj5QXiIAAABoHHfN3jDsCOCu2Ruq3XygvEQAAADQOJau7xp2BLCsvavazQfKSwQAAAAN5bI/LR7G/P+yPy2udsOBshMBAABAQxn/2JphRADjH1tT7YYDZScCAACAhjJrRXoYEcCsFelqNxwoOxEAAAA0lO4t279406Ihzf+/eNOi7i3bq91woOxEAAAA0GiumdI6pAjgmimt1W4yUAkiAAAAaDQPLuoYUgTw4KKOajcZqAQRAAAANJoN6S1DigA2pLdUu8lAJYgAAACgAX3rzheKnP9/684Xqt1YoEJEAAAA0IDumLW+yAjgjlnrq91YoEJEAAAA0IBa1uWKjABa1uWq3VigQkQAAADQmC75Y8se5/+X/LGl2s0EKkcEAAAAjen6R9fsMQK4/tE11W4mUDkiAAAAaExPvpDaYwTw1LJUtZsJVI4IAAAAGlP3lu1fuHHRIPP/L9y4qHvL9mo3E6gcEQAAADSsn0xeMUgE8JPJK6rdQKCiRAAAANCwpszfNEgEMGX+pmo3EKgoEQAAADSsttTmQSKAttTmajcQqCgRAAAANLJv3vFCv/P/b97xQrWbBlSaCAAAABrZbU+v7zcCuO3p9dVuGlBpIgAAAGhki9Zm+40AFq3NVrtpQKWJAAAAoJFt277jwltaQvP/C29p2bZ9R7WbBlSaCAAAABrcbx5eHYoAfvPw6mo3CqgCEQAAADS46Us7QxHA9KWd1W4UUAUiAAAAaHC5zdu+cOOiwvz/Czcuym3eVu1GAVUgAgAAgMb3n/etKEQA/3nfimo3B6gOEQAAADS+e55rL0QA983bWO3mANUhAgAAgMa3JtlTiADWJHuq3RygOkQAAAAQC1//y9Lzxi/8+l+WVrshQNWIAAAAIBb+OGPdeeMX/nHGumo3BKgaEQAAAMTC/NXZ88YvnL86W+2GAFUjAgAAgFjYtn3HZX9avG37jmo3BKgaEUA0EgAAQGNZvnx5tecZELFEQgQQhWr3TgAAQMREADSeREIEEIVq904AAEDERAA0nkRCBBCFavdOAABAxEQANJ5EQgQQhWr3TgAAQMREADSeREIEEIVq904AAEDERAA0nkRCBAC9hPr9ajeH6lMSlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUCI0ZEQJUGJlBAlUkJERS0BeREAhBgdCVESlEgJUSIlRFTUEpAXAUDI0burdnOoPiVBiZQQJVJCREUtAXkRAAAAAMSECAAAAABiQQQAAAAAsSACAAAAgFgQAQAAAEAsiAAAAAAgFkQAAAAAEAsiAAAAAIgFEQAAAADEgggAAAAAYkEEAAAAALEgAgAAAIBYEAEAAABALIgAAAAAIBZEAAAAABALIgAAAACIBREAAAAAxIIIAAAAAGJBBAAAAACxIAKAXWbOnDlu3LgRI0ZMmzatHMsfP3782LFjR4wYkUgkEonEiBEjxo4dO378+HpcS+NpjL1PjbC7qSPl7v2Is0p2hioZiiQCgJ1jxsiRIxMviXzwmDlz5qhRoxIDGDlyZCRrrMxaGkzD7H1qhN1NvahA70ecVawzVMkwVImECIC4amlpufbaa3uPGWUaPGbOnFnIv88///zCwgtxdfBPJYbilVlLw2iwvU+NsLupfRXr/YizCnSGKhmGTQRA7ARjRiiZHjVq1LXXXnv77bdHPngURsERI0bMnDlzGC+onbU0gIbc+9QIu5taVuHejzgra2eokqF0IgBi59RTTy2MGSNHjhw3blxLS0vwT9OmTYt28GhrawtGqcEHucJYOGrUqJpdS2NovL1PjbC7qXGV7M3tvScAACAASURBVP2Is3J3hioZSicCIHbGjRuX2P20tILIB49gXYlE4vbbbx/8lddee23wymGcFFeZtTSGxtv71Ai7mxpXyd6POCt3Z6iSoXQiANgl2sGjpaUlWNqpp55azOuDYHvkyJE1uJY4qMe9T42wu6lrJk5EpbqdoUqGIokAYJdoB48rr7xySEsbP378MOLwyqwlDupx71Mj7G7qmokTUaluZ6iSoUgiANgl2sEjuEvtkLLt4Lq4IrPzSq4lDupx71Mj7G7qmokTUaluZ6iSoUgiANglwsFj5syZwaLGjRtX/LvOP//84F1tbW21s5aYqLu9T42wu6l3Jk5EouqdoUqGIokAYJcIB4/CTW6GtKjCGXF7vIlOJdcSE3W396kRdjf1zsSJSFS9M1TJUCQRAOwS4eBRuCPu8Bpw5ZVX1s5aYqLu9j41wu6m3pk4EYmqd4YqGYokAoBdIhw8hn2T26ABY8eOrZ21xETd7X1qhN1NvTNxIhJV7wxVMhRJBAC7RD4JHMbtbYIGDOlpOuVeS0zU3d6nRtjd1DsTJyJR9c5QJUORRACwSy1MAof0xsqsJSbqbu9TI+xu6p2JE5GoemeokqFIIgDYJcLBI3guTrkHwsqsJSbqbu9TI+xu6p2JE5GoemeokqFIIgDYJcLBY9hntQ1pIKzMWmKi7vY+NcLupt6ZOBGJqneGKhmKJAKAXepuElj14baR1N3ep0bY3dQ7EyciUfXOUCVDkUQAsEvdTQKrPtw2krrb+9QIu5t6Z+JEJKreGapkKJIIAHapu0lg1YfbRlJ3e58aYXdT70yciETVO0OVDEUSAcAudTcJrPpw20jqbu9TI+xu6p2JE5GoemeokqFIIgDYpe7uCV/1u+82krrb+9QIu5t6Z+JEJKreGapkKJIIAHapuyfDV/0ZvI2k7vY+NcLupt6ZOBGJqneGKhmKJAKAXSKfBI4cOXKobxzSeXSVWUtM1N3ep0bY3dQ7EyciUfXOUCVDkUQAsEvkk8BhfL+Cd40dO7Z21hITdbf3qRF2N/XOxIlIVL0zVMlQJBEA7BLh4DFu3LhgUTNnzhxGA6688sraWUtM1N3ep0bY3dQ7EyciUfXOUCVDkUQAsEuEg8f48eODRY0fP774d1177bXBu26//fbaWUtM1N3ep0bY3dQ7EyciUfXOUCVDkUQAsEuEg0dLS0uwqPPPP7/4d40dOzZ4V0tLS+2sJSbqbu9TI+xu6p2JE5GoemeokqFIIgDYJdrBY9SoUYlEYsSIEcW/ZcSIEYlEYtSoUbW2ljiox71PjbC7qWsmTkSlup2hSoYiiQBgl2gHj6GeEVd4/bXXXltra4mDetz71Ai7m3K48sorgwetJxKJkSNHlu+2ESZOsRV5jVW3M1TJUCQRAOwS+eARjKxDesLfiBEj2traanAtDa9O9z41wu4mWueff36ij3HjxpVjXSZO8VSmGqtiZ6iSoUgiANgl8sGjEG/vcYGl3BG3MmtpeHW696kRdjcRmjlzZt+5WaAcN48wcYqh8tVYFTtDlQxFEgHALuUYPILr4kaNGjVIwt3W1hak5sO+Fq4ya2ls9bv3qRF2N1Ep3CO9r3LMbUycYqisNVatzlAlQ5FEALBLOQaPmTNnFm510+9Y2NbWVrh9zrCj98qspbHV796nRtjdREUEQLmVtcaq1RmqZCiSCIDY6ffit+IN6VE3gcJJcSNHjrz22mtnzpwZ/L2lpWX8+PHBMDlixIjC34enMmupd42696kRdjeRKMdJ2pXv/ahl5b7YpHydoUqG0iUSIgBiZty4caUMHsO7U860adMKN93ta9SoUZFMCSqzlrrWwHufGmF3E4l+O6tSbtVWld6PWhZ5jYWUqTNUyVC6REIEAJUyfvz4sWPHBuF3IpEYMWLE2LFji3xwTq2thaGyX2LF7qZ0V155ZaGEyvpQQGKrAjWmM4QaJAIAAACAWBABAAAAQCyIAAAAACAWRAAAAAAQCyIAAAAAiAURAAAAAMSCCAAAAABiQQQAAAAAsSACAAAAgFgQAQAAAEAsiAAAAAAgFkQAAAAAEAsiAAAAAIgFEQAAAADEgggAAAAAYkEEAAAAALEgAgAAAIBYEAEAAABALIgAAAAAIBZEAAAAABALIgAAAACIBREAAAAAxIIIAAAAAGJBBAAAAACxIAIAAACAWBABAAAAQCyIAAAAACAWRAAAAAAQCyIAAAAAiAURAAAAAMSCCAAAAABiQQQAAAAAsSACAAAAgFgQAQAAAEAsiAAAAAAgFkQAAAAAEAsiAAAAAIgFEQAAAADEgggAAAAAYkEEAAAAALEgAgAAAIBYEAEAAABALIgAAAAAIBZEAAAAABALIgAAAACIBREAAAAAxIIIAAAAAGJBBAAAAACxIAIAAACAWBABAAAAQCyIAAAAACAWRAAAAAAQCyIAAAAAiAURAAAAAMSCCAAAAABiQQQAAAAAsSACAAAAgFgQAQAAAEAsiAAAAAAgFkQAAAAAEAsiAAAAAIgFEQAAAADEgggAAAAAYkEEAAAAALEgAgAAAIBYEAEAAABALIgAAAAAIBZEAAAAABALIgAAAACIBREAAAAAxIIIAAAAAGJBBFBGO3bsWLJkydq1a6vdEOKivb199erV6XR6+/bt1W4L1L0VK1YsX7682q2AWrdjx46VK1e2tbVt3ry52m2BUq1fv76lpcVxFI1NBFBGIgAqTAQAERIBQDFEADQSEQBxIAIoIxEAFSYCgAiJAKAYIgAaiQiAOBABlJEIgAoTAUCERABQDBEAjUQEQByIAMpIBECFiQAgQiIAKIYIgEYiAiAORABlJAKgwkQAECERABRDBEAjEQEQByKAMhIBUGEiAIiQCACKIQKgkYgAiAMRQBmJAKgwEQBESAQAxRAB0EhEAMSBCKCMRABUmAgAIiQCgGKIAGgkIgDiQARQRiIAKkwEABESAUAxRAA0EhEAcSACKCMRABUmAoAIiQCgGCIAGokIgDgQAZSRCIAKEwFAhEQAUAwRAI1EBEAciADKSARAhYkAIEIiACiGCIBGIgIgDkQAZSQCoMJEABAhEQAUQwRAIxEBEAcigDISAVBhIgCIkAgAiiECoJGIAIgDEUAZiQCoMBEAREgEAMUQAdBIRADEgQigjEQAVJgIACIkAoBiiABoJCIA4kAEUEYiACpMBAAREgFAMUQANBIRAHEgAigjEQAVJgKACIkAoBgiABqJCIA4EAGUkQiAChMBQIREAFAMEQCNRARAHIgAykgEQIWJACBCIgAohgiARiICIA5EAGUkAqDCRAAQIREAFEMEQCMRARAHIoAyEgFQYSIAiJAIAIohAqCRiACIAxFAGYkAqDARAERIBADFEAHQSEQAxIEIoIxEAFSYCAAiJAKAYogAaCQiAOJABFBGIgAqTAQAERIBQDFEADQSEQBxIAIoIxEAFSYCgAiJAKAYIgAaiQiAOBABlJEIgAoTAUCERABQDBEAjUQEQByIAMpIBECFiQAgQiIAKIYIgEYiAiAORABlJAKgwgoRwI4dO6rdFqh7K1asWLZsWbVbAbVux44dra2tIgAaw/r1659//nnHUTQ2EUA0dvSRz+e3b9++dOnSdevWVbt1xIWzACBCzgKAYmzfvt1ZADSM4CyAbdu25V86vK92iyB6IoBodPenq6tr2bJl69ev37FjxzYop+3bt2/fvn3jxo1r165Np9Nbt27dvn17tRsF9Wr79u07duxYtWrVypUrd+zY4dsEA9m+ffvWrVtXr169fv367u7u4C/VbhQMUz6fb29vX7p0aS6X6+npCY7nqz3JgOiJAKKxso/W1tbW1tYNGzakUqkcVERnZ2cymUyn09lsttptgbrX0dHR0dFR7VZArctms8lksrOzM5PJVLstUKpUKrVhw4bgSD44pK/2JAOiJwKIxoYBpNPpTCaTgooI6i2dTle7IdAIMpmMDhyKEXxZjD40gKCS29vbCwfz1Z5kQPREAOUVpIlpAACgtqVSqWw2W+0JBJSXCKC8RAAAAFAXRADEgQigvEQAAABQF4IIwIMAaGwigPISAQAAQF0QARAHIoDyEgEAAEBdEAEQByKA8hIBAABAXRABEAcigPISAQAAQF0QARAHIoDyEgEAAEBdEAEQByKA8hIBAABAXRABEAcigPISAQAAQF0QARAHIoDyEgEAFZDJdXV19/R0d3XnsplMtVsDAPVJBEAciADKSwQAlFkmnUp1bFi1dtXy5a2rWtdt7OhMCQEAYBhEAMSBCKC8RABAWWWyXankphUzb7vvT7/83xv/fEPzohfXbsplhQAA7JnRIkQEQByIAMqrMhFAJpvL5roGlctlM3V4enAmk8nuYdNyuVzWmc/VlUlnsrncwPspF0X5ZTKZYB3B0qJp+XCbkg22NteVq/7XKte9Ndm+5omfnPjZ9yb2/psTDr/0jr8uWL25O1dsw/b4FevqymUzIoXKyrz0lcp16d6qLpMZvIfbOcbaU4RkCoPFnuSyu/ex4TcOvRPOZHbr2fsbNzOZTG7n0qXGvYkAiAMRQHlVIAJIdXa0r1qydOGzs2bN7t+cOc/Onbdk5YYN6S3d3V31dECZ3Ni+ZtmylrnPzpnT/8bNmvXsvIUty9e0dXZnu7q7w4Mo5ZfJpDs3dax5Ycmiuc/N6XcfPfPs/EXPr2zflMrlcrnhTZkzmXTnprY1L8xf+NysWfOen7dsXXtHZ6oav11kMulUamPbsoUtc5+Z/dz8OUvXtm1MVrfocj3bkhtWP/K9t5z1+kTigKMT5/1p2txVW4qJADKZdCqVXLf0heefG7D3mD179qxnFi1vW5fa0tPdXQuRRxx0Jje1LZ/fMv+ZWXMXzl3WtmFTZx11240lk06nUxvXrl3R0jL/2YG/I7PmLVq6bM2mjkxPDWSU1IZMNr1pfXvrovlzB66cl8xdsqp1fXK3N65YOG/unFmzZ8+eNWvOnDnzl69fuzFd9BFOriu1fuPqJXPmzAn68DnPzVuwon19R6rQg2eyuWT72jVLZs+dM+vpBUufX9nujNUCEQBxIAIor/JGAJlMOp1Krl+55MEbbrzm6xdefOlll1166SW7ufjiiy+59NKvfOM7P//j1Afmrlu5avWGjnRnuvYD30w6k0mtXdry2O1//uW3//Vrl198ySXhbbvkkosuuvBr//79n95w5/3PvNjS2rZhY0cync1kop0ZBmci5HaebVDrn1ulZXLdqfUrVk7/w/ifffffrrj80kvDe+miL18w7ts//M8//vXR2Utb127clEoP/fuQyfV0tC176q+//cGPv3HJxVf+7Ht/fGJB6/qOVLriR9qZbFdnclPLkzf/+H++eeGl37hq3PUPP7V4bSpTzcIIIoDHfvDuj78pkTjs7Xt/8dbmeUVFAJlsV6qzY/2M3//h59+86OJLL+/TewQdyEUXXvjD8fdOmrWmdUXruo3pznQu51tQPplMOp3euG7FnDuv/tX3v3zRt39y5V/mLGjduKU7G90qsjt7tFhkpplMYXuH8TN9JptOpTpemPHExP/3P1f/67jLL7vkkkv6fE0uvviiC7/5o//57V2PPrGgdfma9o3JVCojBoi7TNfm5PJZ8yb+11Xf+tpll13aX/96ySWXXHLxRRdefPFF/3791HuebQsGx2zX5tTKuc/fc833v33FpZdeeuklF1027qvfuaF56nNrO4o7usl0ZXIvTH/mL9d97SuXX3LpZZdc9OWvfuv7/9W0aP7KZNdL3XeuZ9v6JU9Ov/Gy71xx4Rd++Pv/nrqkM5VStQERAHEgAiivMkcA2Uyqc1Prghm/+NS5x+6XGNheBxzyro/8ywU/uuWmCX958NnWF9bX/DF8JpPO5DpfmPHoDV+95P2H7fOyATdtn0OOeMupn/r8d371yz9MemDG/OfXpDs6o40AUqnOZLKjo6Mjmezs7BST7y7bsy21cu7Cm77w6TFHHLBX//voZYe+fuRHLhv33d9MuG/m7GXr13emh/gDfm7zjrZls2657oMj37lvInHosa857/r7n2ttS6YqPoPJdW3euKntwfGfeefJ+yYS+742cdZ/3/zY4vZMNY/3hx8BdG1OdbSv/MPn/vnkgwfpPRKJxOtPO+8fvnPDb68ff89TKxavjcG0sXoymWw6nWpbNnfi19/8tyMTiVcec8RXJj4wf11+a1dEa0ilUp2dyY6dXVrj36tm1/Ymk51D3d5MNpdOdbY//aebv/XR09+8zyDfkYNGjjrxM+O+/uPrf9/0yBMLWlvbMw3/yTK43Jb8hlm3Tfzq0a87ZPD+NZFIJI4497r/uK81OMDIbcknF0x++KpjRx66a0x9xZhxV4x/csH6bDI1+OiZSadTuc2rV0z8r5+NfeuuFYw46l1XPvzAgl1hYve2/Monb7npHxKH75VIvOVzJ//kiY7OtBNYAiIA4iCREAGUU0UigIUzf/l3nz3hoERiv30Pf+s7jjvp1PefcfpOZ5x+2qmnjH7fqL855LCD99v34Ff9zbvHnHvVH296ZPnSdelspviTyiouiABenPnY7664/ENH7L//QXuPeMPR7z7h5MKWnX766aefftroUaPecuSRh+2/34EHv/49p3/iqz/71eTn57V2dKQyUYQcmUy6M71pVevCZ2Y+9OC0yQ9Pn7PkhbWbNtXwx1Z52e5tqZXzFv3+i39/8pGvOPAVLx9x9NveN+bEU087feeeOuNvR7/rPW969QEHjdh//zcdf/a/f/fmGbNWbdyQSg/ld/Pc5vyqF2be8KMxR701kUgcOOqIT//yztnLVlchAujq3tK2cd09v/zw249PJBJ7HZE49T9/+9dFazLVPA2g1AjgT+d/6dQRicTLE684+m3HnnjqmWfs+pKdceZpp5x04lsOOXzEgYm9D3jlEa/7wFd+8z+TFy9Yncpm0g4Vy+GlCGBe07+9/UNvTCSOOO71X5vUvCCqCCCVTm5oX7nguel/feCeaQ8+Onvhyvb1qUbt0DLpdCqTbFvzwtw50//6wH3Nj8yYv3DF+g2pIZxP8VIEcOst3z77/e84OLHvYYce9Y53H3/SqYVvyRlnnH7aqSe/981vef0rD3nF/geOOPydHzzv4mvvuGPmyhVtnam00SK+urflV06/8fdfOOD1IxKJlx960Oveddypp516ethpp55y2mmnfvL7t944fU1wsJjbkk8unPLID0a/8VX7JvY6aO+DDnnVgYlE4qgTv/SL3zzbubFj0G9sJpdJJ7enp/7xirNP3meflx346sMO2vuARGKvw48+5nuPNC/cPQKY8YebP5d4zX6JxDvOO/2aJ0UABSIA4kAEUF4ViwD+ccyIxH5vOOK0r33n//58z8PNUyZPnjx58pQpU6fcf++kW8f/7zfOGXvS37zy4P0O3nfv17z7jLO++otf3r9gxYZMOpON7uzSSPWOAD78uv0Oe/PrT/mXC374uzumTZ08dcqUyZOnTJk6efLk+279za+++4XPfeBtrz/8gFfsv/8Rbxt9xpeuvu7uZ+Ys2xhBCJDJZdPt6TUz//r7q7/1j39/zgc+/9Vr7pj07MqVqW5HdQU7I4Cbv3TuyUfsf9ibDjv+X77xy1smTLpvyrSpU6ZMmTx12sO3/c+vv/GZ097x6n1etldi/2NP+OQPf/XIooVtHZ1DmDRnu7duWDm/6fdf/tAnjn3T0Sef+/5v3f7oolUbOqtxFkDPpo4NT95xxSfOO+4Nbz72b9958S0Tn1m2qV4jgJ5UR/vKP33+glMPTiQOS7z9gm/8758mPvTA1KD7mDx5yrQH75905+0/PPfvP/DOV4/Y/xWJxCte/87jzvv+92+b9UJbNpWq1d6jnhUigEnffMeH35xIHHn8UVdMejCaCCCTSXemNrzw4uPjfzHuvE+cdM65X/rpjdNfbOnc3NWQHVomm0klc+0LZt/7659dfv4nT/vMBf/+25sffn5JR3e66LOQdkYAz9z6h29/7P3vflXiiBNP/qfvXn39bfc8MHXy5MlTJk+eMnXa5Pvuabrh6qsu+tj73/u6ww/c6xWHvPLokz/9D9+76bbHly5b15l2J8246t6WX/HY+N+dt89RhyQSB495z2d+8JumeydNnjxlyks97E73T548+cFZixet6gjemNucTy6c8uh/jHnTq/ZJHP6+I0ed/onjDjgokThszIX/8rsFyzYmB7kELpPrSne2pR//4b+ddfR+Lzt4v2M/9cFjXv2ugxN7Hf6m9171aJ8I4I+3/FPitQckEu/8/BnXigB2EQEQByKA8qpUBPCZz44+NHHwu9/wdzf8ZV7b5nw+v2PHjh07duTzO7Zv29y5btXM2/78f9+97PyPfODofQ9+eeLgN5/ykSt+85en21dtynbldi1ut0sm+x0HirkuftdreskO8SrMXRHA1y7/yOv3PeJ9b/+7n1x7/5KOfH57sHX5/I4dO7alVrU+O3nSTVd/88sf/8DbDz3ygL1ecdQxH7zsv387ddHitq7+7n6b7du0XP/3q89kcj3d2fbcqgfuvPqzHz3qNQcl3nzal355w+PLl2W29XTluoJN6meb+l3LQC+ue7sigJNetc+rjnntR39y89Mr1nRvzefzO3bkd+Tz+Uzr6uk3/+abnzj+za9MJPY98HUf+tT/TG1+fm17aueh8a6SymQyhXtv7/rgMpl0JtuVal+9cM4942/59U9/+tsJv31g/vK1G1OpXT9E71aXO/+Qy/bdBXvYmtDKC+/b9YJsLt3Z0bpg6s1/+X8/vubXN1x377MLWzfsFgC81JRdq+uvHgY/k7Ofb1Aulxvgps0RRACnHJh42WsTJ157y5w1mULvsWNHPp/fvjmXmX/3pFuv+/fLz/3Uuw48OJFIHPLGY/7p6t8+sn7FhkxXru925wa+c3Xh4x1kX+x8ukTfDW/Eb08/iokAiqz2PovO5bLp7PpFLfdeeelJRx+SOOjId/3zVfe1zE3nt3YP+KZ0ut8CHuQZH5ne34BMJlTN/XaE/XbMg39h++tmd+tlM+lsVzaT2tL+9GO/+9qXx7xpROLwd5/1ravvenZ+57ZcLtc92Cb03vRCBHDWme85MvGGcz511Z33Lmzvzue379ixcyTatmXz2nlzH5nwu5997aJPjn7vEXsddMDBrznunC9e03T/nDVrOnK7orLeA+hAW7fnYXjAD6wxx5i61b0t3/r47248f9+jDkkkDh97+teb5uY2d+08eAnbvqW756XuNFuIAA7fK/Has9919iXXXPTWNx2eSBx8ypjP39y8ctP6zEDpdzbXne7cMH/GD88e+8b9Eke8822XXXfF2W/9wKsSLz/8jSKA4okAiAMRQHnlKnYhwOhDEwe9c+Qnf33LzGWbtvfs9utcJpPtymZTy1seu/F/LzhhzKF7H5DY9zXv+9g//WrWE8uSuZ7CULLzkslkcuArRFOdL72ks7NzgA1LpVKdyWRw+fxOyeAizKFs2u4RwKuPeesnr/7PO59dlcvudr+aTDbXnUt3tr4445bffvWsjx194KGJvQ9/z9h//M+Jdz27sSMbujFgcFFo74YN0rpUKp1NJ9cmX5x6+w/P+8Rbjz5i/3d/4KJf3vDIksWbsqnkIJ9S37UkOwb5uOpcrwjg1fsc/p4jP3z19Y8uWtqezOReqsHcli2dL7TP/MXlH3z3G/ZOvOyVbzrqS+P/9NgL6zbtvCllUFM7P8+dVfjSx7fbh5zJZDKZbKbfX9yD2i0sZOcdHHbbCcXsglQ6/LaO/m4AMVhL0jvbX2jJzr+ECm7QlvRp/EtN6fd9UUQAr0i87MjECT+6fvqStvB95zLpbNeWHdm2lnvvvPL9Zx5x4H6JxD5Hvvvk707/65KN6e5evUeqs3PAT2zXdu26Bn3Are+z8Xv8wBpIERFAak/VnkwOUCrpzo2bVs2dP+l7485855GJI9543AU/uGf+7PbubOfOfr//3bKz2w/vkYH38s7mBd/dXt/ogdax25d+V6c86Bc2WE3vN+1+qX8qlc6kku2ZNTMeHv/1S05/92tfNvL4c77zozueeXZ9LtnR0bnnNaTTu0UAHz3zPa9JjPzYx7/1p9ufWbGxO5fufSpBJte9JZdc99ysO//j2+ccc8zBiQP3f+XRH/23qyY8/fSKznRutzF20EE2tasDGWTQ3PmB7bbxyaRb1dSW3SKAV370lK/cNmNDR3t6z5dQ7YoAXvXyxOGfHP25H0688R9Pf9uIROKQ17z9Cz+asfr5TQM8wy/T3Z1b2774L//1oaPektj7le/55AV33Puzzx3z0UNFAEMjAiAORADlVRMRwM7nw3Z2tM17bsp13znl6LfsnUi86l3v/vsfj390aWt2Sy6TzmSSHe3Llz77xKN3T7xv8gMPz1nSsqYzs/vZkpnOjRtXLnr+6YfvmTTl/mlPz35+1bpsJrX7YVBXNpXesGLFvMenTb73rrsnNjU1NTU13X3P1CmPzH5m8bpN2Vyuq7iTh4uMAHb+FtSZSrY8O+nnP/nsSccftPfLD337qL/77o/+8nTLxlwyncmmd/6u0pNa3/bi3FmPPzCpqWnizqY1NU2ceNeUh5ufeb5lTTKdyXRlg41OZTeuWtny7FMP39P0x59e9c8fPOWo1xy279HHjr386/99y80T77tn0j0TJz/62OzFS9e073oiXCabyeZ6OteuWTL7yUemTpoUrGVi06R7Jk594sl5y1s3dGa6suFcos7tOQLIdHVvbtu06t7/+9wpZxySePkhb9j3Mz+/oXnhmvZUVy6TTrevWjjzqeZJUyZPeXz+6tXJjetXLpr7wJRpkyY13XXnPVMfenjuipXrk6lMV2rjulXz//p486RJzY89MGfZmg0dqVQ6+Cwz2U1rWp6Z9eCk+++799F5rSs29qQ71q+Z98CjD0yaNGnixIkTm5qa7pwy88kFK9dnNqEbHAAAIABJREFUMun+P/9stnvzltTaDUueemDKfZOamiY2NTVNnNg0ceLkGQvnr0xmszt3XCaTTXUm1z3/2FN/nThpSvO9Ty9dsW7jrqXkOtevmD/vr/fdP6l5+nPLlnd0Z3LZdOus2Y9Peang7r7rzuZpDy1c1pnpzGXDF6tksrnuzVuTrasXTr/vnklNvd19153NTzYvWJvKZkLP9SxzBJBOZ7LZXHdX16o1i2/7nw+9/b17JxJ7veqA48f97IGWpanNwWpy3W2rnn/mybvuvufuu+9/cuHc1mT4SDKT62pfvnrBY/dMmnTH7Y9Mn/3i6q5s6K6Qma7NPemN2RXPNE+9786Xeo+miXfded9jDzy9oj3Xnetq/IcR7CkCSKU6169eMmfWAxMnT57y2Nzly9p7MskNK+c+8Pi0O++6u6mpqWnipPvuffCp6fNXb8xmCxOFTHLjptaFC2Y+cNefbxj/o/M/9d43HJY49Mi3fuwLP/rdb++afN+kSU33Tpv6+Lx5L7Z17JpaZDKZbFcm2bFq0YKnHpw48aUOremepvsfbJ7Z8vyqTZmert4dWiaT6tiwcvmCmTOmNU176NGnnl+xYkN727K5sx+YMuXOuybec+/9D02fuWhl64aXLmbO5HKZdHbTmpULZzz24P0vDRkT7540+b4HZ85cuHpdMp3rDk12MplsV7Zzw/rl8597Yur99066+6WWTX3kyVktq1Z3dKXTmVzHurZlC56dPnXyHf/7s3/9+3NGHX34y45420mf+5cf/Ob6u+5vamqaeN9DD86Yv2B526ZB701abAQQPMU9175x7Yxp111y4QlHvX7f/fc66sxPfPumW2e8uDrVlUqnc7lNG1YvXvjEXx+a1DS5efr0ecta25KdvU5lSmeyuY629uVzn378gXubHnzg4ecWrFi3PpVKZXq/pKsr05lrWzL3qUemTb737mAkm3j33fc8MPnRec+v2rgpndnTSUZUSDQRwKFnn3zhbx6becO/fuiNb0wkDnjte8+65umHl2zKdPVzJJXp2p5d92zL3Rd++k0HvjxxzNvP+dnEFTN+f/FxHx6RePkrRQBDIAIgDkQA5VUjEUA6nc5kc5nU+rbFDzd966MfffOBiZcf8upRHxt305OPr9rWk0tlsuvblj14/6++eflJp5x1zmcv/Pndd8zZ1Ot+gZl0Ot21sXXlk7f++b++/Ldnfursc3/8s1tnLurp6swEc+x0OpNKdWxoW/zM7Huvv+H7/zz2Q6cfe9zxY8aMGTNmzAmnfuRDn/v6v/78juY5C15o69jY2d/YFW5ukRFAOvhJNtvV2b5w2n3XXvBPx75q/70PePX7zjn/v26fsjjbnsx05To7O9avXday9NGJd//qO1/7wtknnXjiCSeMDto2ZvTo4876h09+7brr/vzEcy2rNyRTqa5cOtW5uXXG9Ft//O9fOvvE4971lqNe9cr999vn5QeOeM0b3/yeY48dPXrMSaced9bFl1xzZ9OsFeuzmVQmk81m0qmODSuXLH/i9r/84hsXfvask0868YTRo8eMPmHMSaeNPuuCC676ze+nPDm3dd26jnRqz8cAdWPPEUA617V106b2x/9y0d+OPSKx72F/c8Df/2L8g4vWbEx3d6fTmWVP3XLV1f90xqfOOefffvfgfTMemXzzNVd9/MMfPenEMe99z0lnf+4frpv2yII1ydy2jta5M67//LhzTzrp3Ev/7rqps19Y19GZzmaymUwq1716zu0/vubzZ378rA9d8dspd05/YebUu/70vbGfO/ukk048YfTo0SeedPLxH730wv+YMOnJxcs2dnTs/tzITDaVybavbnn+hYf+PPG/v3LOh8886cQxo0ePGTN69OgTRn/ooquvuuWxJ+evXNeRTGXS2a7NnZvWz/3jJVd9fvQpZ597xg8mPTRvZVCE6XS6e2v7kkduvP7LH/7Y6ed/68YpU5esaZkx/bEbrrji/A+NGROU3Ojjjv3UOf/wo/9rfvSp1vXrkruSkkw22ZlcvWzevCVTbrjl6i+efurJY3o7/tj3feLLn/7hHc2PLGpd35Hs9R0qewSQTqfT2dzmrkz6xed+fu5n3zMikUgkDnrj3/3i0SkvbO7JZdPpzJb8wqdu+/G3Ro95/0ljzr7ylv97fH1X6Kzk3OYdyx+edfPX3n/mGe8dddnXfz7tma09yXR657oy6Wx3ZuPqZSuenPjY+K998iNnvu/Ynb3HmBOOfd/fnn/O125oemLG/NUb2zq7c/00r3EMHgFkMp2dmxY/M+kX13z2pI+P/fhXf3nXHTNWPD31jhu/dfZ5H33v+44fM+bEE8ec8v4zP/2VC394xwOzX1zZ0ZnqymVSqWx768pHxt/wnc8ed+wxx7z9qNcecsA+iX32e8VrRr7jfe8dfeKJJ548+sxPjL38N/9v8sJ1PblUJp3JZNKZzo4Nq1bOefDhP/zoPy779JgxY04YPXrM6NGjTzxlzPs/+YlLfnrthOZnXli2cmOmM70z2M3kOtpefOKvN//ge+ee9tkvXPi98Xfd9chj9/zmu98Y+8EPH3PMCaecfuY/XPaN8Q81L9rUnctks5lU58YNy+YtbP7D7//z4vM++YGdQ8boE44/+YNnfvqSy378x7sen9OydsP65Evz7Uw6nU52bFi9Yva0ab/7wZUXfPQDp590/AmjR48ePWbMiR8+9+Jv/vLu+57bsKYj09O2YNHU3/7sX//+zFPe9/ajjzzykAP3Tex30GGvf8Pbj3nv6DFjxpx47Pv/6bPfvP7GB59f2TnYw0WLjgDS6XQm25XLZNpWPvR/v7rw/aNfd+DL9nnluz/9zR/c9vRza7s7U5nNW1e9+Mydf/z3L3/xjFPHnvf1b4xvfqylfWOy1xN6s92b2xYue+i3P/zqP37o9PM/e/Gvb3pk4ZJkZ/KlV2RzmWT7ujULpz878b+vuuyzH/vAaccHA9kJxx132sc/eP5VP7150kNzly7f0NmRyvZpHpUWTQQw4sMnXv7nGa3z7vnuaWPflEjsd+ThH7zuhsdeWN3V3Xcx3du3rps78c5L3vjOA1+WeOPnzvrxQy90zL79suM+eEjiZSKAoRABEAcigPKqnQggeHFy9aJ5d/zrZX/7hlckEgcf9Y6P/Mc9tz2X29qdzubWrF506+8u/9CYRGLvV7xu1IW//sUj7bnsS7fUC6Y365e+cN9PrznvPYnEofu/5rwLfjr1ma3dyUwml85kMqnOTWta5z849frv/cf57//w+446+OADE3vvu//+++2/37577Xfwga9+29tO+fSF3//5TVPnPtua3fNdkocQAaTT/5+9sw6IYnsb8KF2l2ZZutmlJA1EBGzBwBa7KBu7QGylUezuTlAxUewCFEEaFjboXTZmzsxsoXx/gMHVe6/e+3l/N3j+ht05MyfmPPue90UhCnGiIT83LWZtkKu5CtC06NInYteh5/x6AZTLBLyat1mpB/bOnzatT+dOtgZkCoVEIlMoFAqZTCEpA02aJr2Xz6jVsYfuPirh1mAERMSKysw7u+ZN6E2nUEjKysrKSkpKQElZRU2NRCaTVMnq2soWAwMWHTz2tKIex1AMx6CggZ37KnXX/mVBE3s7WRnrqpIpaiQyhaxGIlOAhqWFa69h4StjT2U+KW6oE/5t0zD+ML+rACCUSGQ8Pvf24Rm+ffWBhiHdKuzI6afMegEmkSIQFt/ZOGKcNdDVIPvO3rgwcuncEb266+npkykkAMhWXeznn07LZgklLU3lz26usO1hDIBxV8PwEw/eVQtEKI5hEEMIWdWjrVOCGUBDGXiHrZkblRwZMimoh6G1IUVdnUxWU1UDACib0pyCpi49fCm/qlL4ZRYBAsMam2ofp6fEJs4IHNfTSl1DU5VEJpEpZLIamQQ0rDq7Dl0UEX/5QUl1rRjFpc0ift2zLV1H0gEgG4PR+88/Z6JtRQGhrKUx73L0SldABhb9lsRuOXNm1/zZEYEe7rZUMplMJpMpJACApirZre/00OgTjzOLhEKIttaBIqSN/PqnaeujtkwKGOplS9FQJ7X+C4VCIZPVVQDQNqO4BE0P2X78YUGh6PML/l+iAFAUk6JiIf4mZs2oTjoAKANgP+/C/peIXIKjKHzfkn03acogAAAAlKEbll2rk+DtFYCkuaXk4oP1vgAAADz7zjx1/4Nc2KoAIIaiCCIszk7duW/ByNB+DG1tLaBColAoFAqZQlYGZBNN615jZ87afObFwzIM/juT17XxuwpAxH97f9+cYDOgQSZ1Hrdg/pYDUVPHjuxmYGOgoqpGJpNUlQEA6pYGHlNmrz19LY/FkUhxVIw3Vlalx2yZ0kVZRVVVVUVFWUkJKCkpq6iSyGQyiUzRJNHs6UPXrz2XWyMjEAgxKBY0lJe8uHRmY3jEsC5d6DSgRlYjkSlkEolMUdXQ17Xs5jMqPGrnydTsOhYfaw1owYimmqIbFzaMGW4MTKzoflPmzY+KDh/o4a6nowOUSFp6Om4DAzdcupDTKCMgRBqrS58+PpuQNGvIsO62xrTWh06mkNVUyVpkfRtbz8GTlm7ZnfbsJRMVICjEIAbFYgGnIjv9YmLE/KFu7lZaFHWyshqZQiaRyaraRk49Rq5YdzzrdQ2K1eTmXdy4ZLS7vo4GUFJqba+ysqoqiUQmkygUCjDw7DJ+c1xaXpUYQX79Z/MfUQAoCnEUQfCqO9eSQ8Z6GOoAYOA9OTjl7oMyVIxARUtl4b0dMf6uDgCo2/TpF3nmam4jT4gSn74clzXXZBefXz6upzkAtqadF6y9nJ0nEAkJDGv9KjG37GXa1ZQl0RN8utqZaGlpqKiRyWQKhayqRNajGLl6DQqaH3f87KOy8npU9B1bzQ5+Ku0VwBDfhRezmhAhjhPE7yTWaKcAdAZ2n5/6iieovRGxPNAIAA1AHTb3+NPnjV9nk8DlzTXv0mOWOgJtoGc+dsuaJxyhIPfKnC79OxTAD9KhADr4L9ChAH4ufyMFgEIIEbSpivVyV8zYbnYAkE0cPRaeOPCsoVkKMbyupvTi8SWBvQHQMbTziti368kXCgCFKIpKeMzK21u3hXQnqZjp24bOTc5406oAIIaK+XUVL+4dnDu3nxVDi0K18PAOnDg+ODwsNCQkZNrkMf593cystJR0zbsNmnvoUGZ1LQ6R346H/1EFgEIpVlXx9Mie2QO7kpTVjVxdZ8Qm36mq5aPvPzTWlKVfjJ44xMyabuLWeeDYycHBIaEhISGhISEzQqeNGtbL2YGmr6HCcBwaufr8s6x6MYYi0tr8t3eO7dq8MGTKsIGe9ja62uqq+ubOvr1HTJo4IyQkNHz6wtj4E/ceFtXwMQhxQlRflHtrW/yMrt1NtY2NbB19ho6cHDw9JDQsLGT61LHDfJzsqYCqZ+7kv2rz+Tc5HOH3REL8I2iXDrC9AmjTR5gENpUwnyYu6+vMUALaZi6916Sn59byRLhEgkBYci923HRXdWMdsluf3o6WFnRThnOvsaMnBs+YNnVaROTMPXefFleLJS38ihd3ol362gJg42s9/8zjwhqB+JMCYD3ZETrbg2KgoeLWp7czg25LM3PwHTtiwozgsFkhU8eP72Nna6QGgKa6fsD0o48eVPI+1SPAcLm4saDg9tLZnc0sAVDT0Gf0GjdiYnBwSFho6PTQsGH97IxoqgbaLpPWX3uXW4vi0mZxU/2LBJ/xLgDo2ypPPHz5ZeVnBfCh8V3axrVeGjRV0y6jRwWOHeCtrmHSqV+v4VNCQsNCQoJnTvXv62ahDwAAwKJX9Krj+SViVIiiEJXI3nPrqo6tcTCxUTGldeo/evqM6SGthIaEBM+aOqi/uxkVqALQ2WfVySMFtchfrAAgAVFhszDtQFhfdwCUlFU0xu+OvcNVSAkUhe9bXt9PCR0JgBoAtDExUTfqiF8qAEVL2ZVHWwaoqSoD4Dd4/rkHH2StCgDiErGgvurZ1rgJjm4UAFTMXPzHj54xMzw0JCQkJHzW1NF9XJy1AADArPf6qDMV7Nafqf9cv/3b8h0KIP/h4UWz7IC+Ftnao0tXrx42mlRnvzGBk2eHhwbPmBw00pfOMFADQJ9qPWbOoQePGgkJRLCm2rqcq6l7Vk+bHBQ0qKurGVUdqGsbOnkOGR80Iyw0NCx4zrIliZcuPqvgSXAUQlRQW5F18eymEUMYmsZaNFMnP/9JoVODQ8PCQmZMnzBumF83C3VDTU1Tt+EhCY/ulfIFUhyiKIY31RTfvhI7eZwNMDel2Ti7uLt3ppvQu/UfM3JyWGj4zBnLN284/fBBcSMBxU3c3KdnolYHubjokg3MnD36jRozIzwkJCQ0bMaU8UMDetjZagM9Y5eeE2OSrzErBGKEIAiUL2S9yNg7f1pPa3MtHRNHn76jpkwKDg8LnRESEhTo19u/95SwFSfTy0S8Bhb7xZVTKavmho4d2svN2ZSqAbQMrbt4BYwdNyM0JCRk2tw1q3deuZpVWYv8f0UBoCiKoahYhuQ+O7F6kZ+9FQAUt1HDN15Kz2sUiWFzS1Xxgz0Jw7t7qACDToOGrDuf/vYXCkDaXPu65NLqqf3tNYAzo+eyTVdfvxOIhASGYzgibqorTr8YM2FKNyMTdV0rV79ewydNCg4LCQkJC58xcXhvP3uqvhowcBwxNvLC1by6atFvtauDv4B2CoA6yCfi7PN6foNY3JbF4hNi8S/yQvxCAXjOvZDF40urUg8v9XfUACrA0n3RyX1Z9e1TAkKISfDa9PSEUd7KakCt99gNaY9EhFCUe3l2hwL4YToUQAf/BToUwM/lb6cAkOrqonP7Qvv0BEDZ0M4ieE9yBuu9DPszCkCCQUFN8dv0HWuG23U2MTK39x+9KPlgxpuccg6rksmsLH73Iu1sXFiIt4WVtrFt56mh8dce1ImbEPS3jvX+mAJAURRKZPXst5fPrBozUE+Fou9gGbR2XVphNU/c3NzUwHr24PCmFZPmzFu0bWfa87cVFRVVlUxmJbOirKro0d2DkUsD3e10tVQchvhHnjj7iiPGIIYIBbyGOnYx8/XFI5FBg+lWhhSnXtNjt13LelXOqapkVlRxuLU8nlCMoCiBNTGfnTyyfKg/w9DKootv0PJ1J+5k5leUMKvY7IrSomf3jq1ZNdbD00TfgOYTuOTQsWflVQgGv/EG+c+jvQJwMwnYcuR5BRvBZQq5TCqTyeRIfXnxvX1HVw70ZugoAVWq8+CZh149qxAIUIIgxK0KINhDi6oGSCQVTZqV54j5UcdfPM4tL6tgMqtYzOpGvlCMy1oay39HAcztokElATVVHV1jevdhwcuPvch8XV7BqmEW5uScWT1/mL21FlDVNKNPP7A/s7xO3NrHoFQiZmedPxBi564P1DWpDv2nLjv2MvN1RQWTVVVVWsXKuLhxznQXO1cr5+n7X94tQ+DvK4DNa3tQjCiqqiRdfWNbN9/BYzdePJNZwKxkMSvKqwuvXdw4dYw9VU0JAODeN3TPORbSIEYhJCTyOl71zcPTxowLXBC+5dLj4rISZiuVTGZFTfGN8xsmD7OgkIAa6LEo+NCrBrQtE8dfpABQDIUi+ftXV5YPHwKAkrIK8N+y6krJe6nkTykAiEkIhM98emqWg7chRV3DueuQiJhrOU/LuOxKJpPJZNcUPb2wZdNIO0ddoAQ8ek7fc5qL8BH03xoK8L0KgAG0VAFQ1TWydus5KmTt6ZeZ72o5leWlb19mHlwaEUg30QJkfYdus/fvelQDJRhExWJBY2NNZXn+46enloX7OBgBQyv3qStOP8ksq2FXMpmVrCpufT1fhEAUosLG8me3d0WEeeqaUxnOvtPmxJ9Ky60sqqhis5jlJa+z7h7ZPqf/IDt9Iz0794Co2Otv88UEDlGcaKopvn0lbkqQNdBRA0okdWOGR58pkQkXXj0t4LKqmBUsDruO3yRCxDxW8f0DicE9e1vrm1j5DA7fnHz58bNSDpPJrGKVFWbfurp3WcQAuiPV0NIhcOyq09fL62sxmUzArc8+d2hJ/84MC3XL3kMW7D39MP8dk8OqKmMyXz04d/BIzK59e24+Z4saxAgqaKzjMjmFt9NS5gZ7OxormXsMWhx19N7DEi6TyWRWstnV9Q1NIvFvP44fUwAQRRGJjPk2LXFzoLsLCQC7Qb1WnriUXS0So80trD+qAHAJjopqi5/snzO3n52joTndY2TIlhOnHr7NK2cxmUw2tzQ38+SxyDEj3fSNKdaOfnNXnHmRzW1qQv/yqqkdfMFHBUC20AVA29N5RFTK+UsXUlPT0lI/ceXypas37tzLr+Y2ij9NmL9UALPPveILoKzm9bHFi7upUlRVgduimfte1uJQ3NYJIQpRXM4vvxC9YaCRpipJo8ea6PMFNQpMLM691KEAfpwOBdDBf4EOBfBz+ZspABRFG+qYt08vGzyECpQM7Iyn7Yy/U/mnFACGSZDG2vyb15OmD7A1t7TxHzzvYGpeJQdrln+8CR/kguq31y5unjzaXsPc0t0zOGHHs5o6ASL9DQfwwwoAJWSCmuLbV2OnjrFW1TS0NxkVHX35HbdRJJeiIj6XXZjzIvP5i5yyikZM1u4REaL8a5c3BA11pQLTnl1Dtu+5V9qIQRTDcYlCLkUUDY/TE4LHONJN1N0D5h84mV1bI2t5r5Ar5FKpBMdxHCJivCH38dEVEf7uFvqd/cavj7v4Ip8HYfPnr4ANeU8OL13qT3egUm2HLl1+8lk2VwzhvyFQ8wsFYESm2tO85687fu3m0xdZOVlZWVlZOa8zTscmzPLt56itrqGpYt7TNzju6DNmeaMYgTj+SQG4a+qpARVNmseI+VFHHj5jogJMLlc0N8tlcimOY5CQf48CoOiRlADZ0XP04o3nMp9XIk2YXNH8oVmGQ+7bm/EjJ3ZVomhqKXePXHc+p1yIIBCiGCHnvX51ctlER01tNbJN70nz9917XI40YQqForm5WdbczK8reXw9afW6iRNj0vKesRAo+R4FQDKiAADMGT4zlh++fi23plooUSiaFQr5Bxmfn3X69PKhjoYUAIDtgPlrMvkcPoJBDMOFIkFl4YOMjDuvnhfWI+9b2r99SOof7Nw13lqPAoDZxMCNd8pRVPRXKwBE1lJ+P27iVBpQVlYGfTcuu1j0XvanFACOy6SCkqqMzdMcVMjA0bb/hoOP84pFcskXLZeJy9+mxqz0VqMBoOkZPCOVVduE/Etr2X+vApjJAJqqKsp67l4jlydefZbNgSJJy/tmuQxH+MWZV2KDgjyAmrax4cA1K0/nNcpwBEIMl0qlhEzErLq3eekAF1NgzOg+N/ZeVam0paVZoZDL5VKCwHGIiGETu+LB3pRZ/V31jKy7zlq448YzLl+g+NQh5TKEXXR3d3JwTz9TioHToLEJ166WiCQ4/FIBaKkpq5s7+05cGn/5zRsOhko/NCvkCrlMJpVKIZ9X8TRj9+zxno7WZl5+U7cefVRQJpZ+fujNYl75o1spM6d3NWSY051GRcbcLinhSeRNVaz7exKmudpYWVHcJ4emZL6plyhaWlpaFM0KVFhdwcwrKMpncpsQIYphhEwiwVuQ/KzTkQv7upkpWXuNXp94o7gcb1EoFM0KmUxKEL+34fkDCoCQ1xVn7Nk51bM7FQB7/57Ljl7I4v4pBSCRSUTV9W8v7prVq7ulg5VTUHjchRsF1XWS958WmfeSBnbWhcPz/PqYaZgwfHpHnkl9w60VfPHhHfzlfFYAegCo6GmZOrp39/Ly9vb29vbu0Ub3Lu5+g8dM3fvqeTn/0/b7KwVw9hVfKGyW85/tORHGoJGUAPD1X3TqYRPRhLSeqsQhFCngs4tLh/WnAKBq3DMq/dxbMd6MIB0K4A/RoQA6+C/QoQB+Ln8nBdC64eTVV947Hxk43KRVAexKuFP1JxSAVIThBL+y7N7u3bO7WurTTbrNnpVy711DLbeGy2W1wubW1jKLnt8/Hjm/p5qZuanp0KWLzxVzG0W/utdA/5ACkIpqSzLSk2aMt1fVMrE3HRUdfaWgulEkIzAIcVwqV3xoVsgwKGio57LYLFYVi8Vis1mcGlbW1bSEqeO8jVWNvLtOTd5xp6gGgwgGISQwpBFl37uyZdpIB1tjiuuA2bsPP61kir9wFxiBioWiwstn140McLOlmAaOjTp18UUxp7GWw2axWSwWi83mcKrrOW+uJiVPd/U0B+Tuk8YnpN8r5H2RbfEfzGcF0NNUU5tGsfDqO2bK1PCZs+fMnj179py58yb7u3vZkLR1dDQsenpP2bLl/Mt3tfwmtLVaeJsCmOFK1tekGHgFzd97/1EFKoZ4+4R96PcogDkealR1Nd3OoRF7H+XUEbCtTDYCcQkmUdSlL988xkhbSwfYzFx05FGeQCzGMEjIYcGpy9F9HXU0gHZn/2VH08pwIQI/nsyEKIrLWrBGZt7r1NTnJdwqPoJJFKLfVQBeJEMSINGHj1p77XmtFMEJycceg+DyFljBvBsf3E2PBoBe96AJhyuYdSKstYA6JKTNHz60NCskYkEtm8tmfYJTJ2Q9PHB2QSeapgowHDt0zfV8BBWiKIR/mQKAKESk79mPtk4JsQDKysqg38bll/6sAiCkHzBmRlZKfyd1AMiDfOZfzBXyqmu41Z9aXsWpE/DKcm8cGkm2JwNg6++6KZvTIFL8xuzxT+b7owC0NTQNvWfO3vW8WPweI3BJa4EFiEFBXcGVdTEjddQ0jdQ7R8zd+5QlJ8QQQohhqEhcX1RyY93Cvs4mwNi228yNN4rzvryXEEMRkag679Xx+RGD7NQ1nTuNStp56y1b1FjdNqGx2GwOh8sqzUk/HT18rAOgWHfuEnFk3+NamQTihKD1IECQDdCjmdgPmbPs8KO3NTIEEp++AmIS2MThvjpzZHGvrrZ2VIdx4zdefVxWVd1Y+3nJqKmpKn+lMbuFAAAgAElEQVT74sLmyCHGTpa6un4hsw5lveFAhZDNzNyfFNK5k42ZllPg2OhTV1+WMGt5jXyhCBKEVCaTS6VSAv9YKQQiQklD9pOjy+f1djFTsvIcER2TmvtOIEO/OwLrxxUASsgaSzP37wn16mEIgIO/z7Jjf1IBiGTNeF1B2fU18/3tjIy62PRblXg1K7eSVV3L5Xy8Y9UN9ZUlL29sHjHOTYVqaWc6aduh+6XsBrHkX19C42/MRwVAsdADACgpqbSmIGqHGgDals7d12dmFDQS+G8pAIGkWc7OeLxzfDd9EgDazsOiE3OENQIEgxDiEiiuw/O3rhrkoAtUNWgBK64VvxY0y2TiDgXwx+hQAB38F+hQAD+Xv5MCgBCiKFJfW3btWIT/AA2gZGBnMn1X4t0/pQDEOIFUF2afWxMdqKdjaKzZefjgOetTUlJ2bE/Z9pGUHTuTY9dHzR412FlV29iMOnBB+LE3nAbh/6sCgISMxy1Iv7xx4nAzVQ0De7PR0Ws+KgAURVEUgZiQxyl89yjt8qGU3du3Jm/bti0lJWX79q3rFy4Y5+3J0AOG3p7Tt+68+wMKAOISRNTEfbBrx2xPT3sdYOvrO3Hx8g2Ju3Zs/9z8lJSU7Tu3LJ0yta8F3UgVuAcN33T5Zn4d1rZv/GfzWQH4WuiqK4FvQNY2dOgyZPKohfv238wtaRB+LKOIYR+jAKZ3UjHQN7CfefjgA2a9AH5tRr5LAbip0LTUrWfs2XanolGIfj5ngeEoxOCT5JRQd10tPWAwbd6++1lNIhGGYdLm2oy4XVPNDXTIwHlO2O6HZU3ib6TRgq20tlcu4v+eAuiuZqAKaENXL75YwRO2fsDnz5I0EzWFN09MMnTRBsBpqE/Ms9LqJuyLfFAYIaxn5jw/t/Pgrm1bP/ai7Tv3Jq+aMaufsSYJAOOgwHXp7/5qBYChUCz7UHhrQ9A4TaCkrAz6b1pxqfhPKgCpoqUx+8zl2QY0dQBMfV0mRO3cvn17yufZY9u2bTt270vYuHJuL1VzEgDm/c1X3mfVC5ql/87KAN+lAA4tnGUHdPX0HaYnx97nE9jnzBsoisKmmsrb23aHOJM1jDQcw2dte1Ail4ghxL5DAUAMR8QCXumzG1uGje+mDqi2Fv4zZ0XG7d3VfkJLSUnYsGL+mK7eNgCYeziG70m5VyWXYG0KIGZikC0wYnTptejQoRd8iKJfptuDuFRcV150c3vMeCu6tYGaQ9/ewVFb4pPbzZk7dm5NjF2/YMKobrompvrkHlOn7H6cVSl8Dxtq3l4/u2FMoKuJka6ZQ8+gKcsSk49ev/WkoKxBLBC335P/bxQAIpFzC25tTx7XtYs2AHYBvsuPXfxzCgBRfBAxX7zYO2Vcdz0tCwbNZ0Lois3xSVu/XGS379ydHLdx5aRuPjZKJDM77dExu+8UVNWLpPi/05T9I2h3EIBsaezmPyY4JCS8HaEzps1eHLn+8rs8VtOnYfJNBdCESd5jrLKMlMXdtYwB0HQdNXprbkGdUIxhuBQXNxQVbR8zzFkdqDKs+u44m8+plUol0g4F8AfpUAAd/BfoUAA/l7+ZAkBQEYebdyxlso8HACqGdvSZB7ZnVv9RBXDvjUIiJjBBZdb9/fNndwfaFCWgqqGuraf/FVQ9XR1NMgkAoG6i229u8JHX7P9PBQBRFEqk3KqcM0cXDfPTUCbrO9Inbth0rbSaJ5JJJCgiEtWVl+XevXpkU/QM//4OBuYGejqfLlNPR0ddlUQiAf0ePYK3/ZACwHBcLKwtTN2waYKjmyEAqhSSpo6uHvXrO6Cnra6uDAAAwHHU0A0Xb+TV/tsUgI+Zlpa2qr6di5dfr/4DBvgPHDhwwMCBA/r0Gjlx5sZtaS+fFHC5jUIx+nlr/pUCOHLwAbNe+P+tACCOQqzl7cEDC331NHUBGD4j+cYDvkiAYbjsfUVaZNwIMlVbFfiujDieVSdA0G8qAAxrDUz4QQXA/EoBoISipaHs6fUI426GAFj3Z6y4VcRuxDCI4QSKIkjVq9fP0w4nL53nY2pnqq+nR6W29SYaVVdLm6ykBAAwGTfsf6AAcIiKmqWZpyMG+wGgpKwEhiasuVbR/McVgFyIQvkHRWXmzp2DgS4ZACWKmpYe7evBQ6NRdXW0VAEAAJj2Mlx6r0MBtCoAx+lb4zJ/qQBwYV3d4wMnFvYkq9HIBuOnbUjPVkiEGMS/SwFgiKixOv/WySU+g20BAKrK6trautSvHwpVV0eLBJSVAKB1YoTuSr77DQXQe/GhQy+aIGynADCCaOLmZ51ft7y/jrUuAMoUirbup17++fOperpaFDIAgKyn2m3ihJ0PX1bwP8igsLGi4P6x3YtHjvQwNNcnaWiZWLkEDA9bG3/sUur9F69Lq2uFkrYzVv8DBYChKCKVFGdf2Lx6gLO9MlByHNp/9ekrr+v+hAIQo+8VDYUZ6RsChjir66grAZKmtq7eVzeMRtXT01FXVgEA6NhShm/aeetdZb2wQwH8D/msAHQA0OvrGbov/V1xQXl5RflnyspKy5mVVXVNTaLPL4rfVgAQSuVyfsnDjOUObsYAkFzpw1LSyhproFQu4/Eqru0cbttJFVBsBwzbnvuGI8AIguhQAH+UDgXQwX+BDgXwc/k7KQAMomKEV15+f0vUUGcToKRp3rnP6kunXgsUEojhdTUlF/6QAkB5FU9v7Qif4Qy0KCpAk6Zvas2g0xn0X8Bg2Nk7ODrZeQ3sNWvLutTCGt6n3+e/2bQfVQCYRFRafG9n4nQfBxVVLTPPnnNT9j6pqROgchwVVpcUZBzZETV51IAu9nRrKwtzGxubz5dmZWZmoKmlQf5xBQAxAhML2bnnoqJH0DtRAVDX0TE0t7C2/ar5dLqdvb2dvZNrZ7uRSyL23X1U0vCvOwhgRKHaUrsFL0k5djL12o1bN2+kp6enp1+7eifzaV5xHSLGJQTRbi/wSwUQfuhAZkXdn4wCmL576+3yhtaNd+s/QxyFsOXd0cNLelM1dAEYMjXh+j2esFUBlF5etnmoElVLFfSNWngqh9eqAH6rvd+tAIZELbpQ3viVUyDkLY3lL28tM+5uDIBFX4vF1wrZjRiGS6BYxM5/enTZ0uCBXTs7Whgb2lhbfzGA7GwtjE11VVWU/kcKAEpQRCjnHEme7GUFgJKShvnMYzufNijaigLm3EsJGfHjCkDRgpfcSozxAbpqAKjpahha2X1j8NjSGQw7R+dOdra2/iH9kl9UN/6mQPwn82NRANOSY+/x8PYKgBDWNzw7fHpJL4oqjaQ7dsqaqy8U0u9XAGJRHTs39cCcbv1MAVBRJ1FNTS1tvvFQGAw7O3sHFw+nvmOGrz97/DlXSsCvogAOHnzOR9tHAeASjMd+/fTkqvne6uZaAJD1dI2tbGy/MWcy7Owd7O3tuvX2nLxq5Zmst6wmhRRHoaiprvJdxomj6yZPGWDnRje3NLO2ZnRy6u4bMHFO5M5L6W/qqvkQQSH86xUAxFEUkfKe3d+/MKy7tRFQpXpOnpyUnlEsECNQ8aGqKHNPwrDuHsqA9iMKAH6Q1OalX1zZd6Cdmpa6mrK2kYmFja3ttxZZe0dHOwbDJ7DHwv1nnpRyG0UdBwH+h7QvChjotyQ1FyWgQtHcrGiHXC4j2iVu/DUFgEs/YA1ldVfCR3WjAqCtzRi/9EZJHl/RLHxXfmvFBIamOtC3HrA48SWPw0clGI5LOhTAH6RDAXTwX6BDAfxc/kYKAGIQETSxXz/bGzzF00QN6Bg5Bs46+OQBRyLFUQyrqy29dHLZ8L4A6BrZeUXs2/206SsFUFl1Z1tK6C8VAJ/5/M7OmaHuQFOPpuU+dGDo6oTExKSkxIRvEB+3fe+uC3dv5lbzheLfylT0QwoAQoihKPvls2MrFwYw9FW0DZ2HTdx0Lr1UxENwmZDLeXnp1Lqg/i76FD0D9U79A0JXRW+K25aclJCYmJiYFB89f+4Yr650PWDo3f03DgKouw78tgKofnthzZqRNk5GKsC6R89x8xdFb9manPTN1ickJcceSb38tLC0RgC/+zX070y7igAG7qaD445lsWpw2fuWD++bm5ubm9+/b1bIpRL86439X6sA8o8cWtKLqqELwNBpidfvf4wCKE9dFTecpK+tCvxWRRzPqv+1KAD4/xgF8KGh9HHaXKOuBgBY96cvv1nIbsQlMimvnJORsnykg7kWAOrmOn3DF63elJyUmJiYmJCQkLR1e9yyqWF9/2cHASAhQcX1ddeXRPSzVAVASc0xMPHe9QpMimMoCptbcjN3hI9uUwCxUTfqf6kAiOaW8tTHsQN/qQA+SMrubI3vDXRVATDu2Wn0sqTkpKSkxG9OHwmxW7bsO7sns4In+M3Z45/Mn1cAuLC+4emhU4v9KKo0kl7Q1LXXXv6KAqB3m7nx5tcKoIH99urhud36WwKgZ2veLzhk2cbt25K/OZ8nJCXH7zl6+Fb2y3Iejn1MB/ibCgCTYHz2m+enohb4qpvSNEl2vX2nLF+3Je7X5sy4bbu2nbp2LZvJbhASGERRiElkKJ9T+frWzRNxu2OWLpwa0MvVmKwMSDpGLgHBETtv3yvk1QkhjuN/sQKAGI6iAmH+hdNrxgxyMKAoGzoNW776zMs3NZgYgfIPrOKH+5JGenVWAwbOg4asO5+e9wsFIGuufVN6OXraL6IAPkjr8m9ejuoXYK9CMbCieQVNW7RuU2x88jcX2bjY2J2Htl95ml1W2yj8tcw5HfwVtFcAg30WnH/JE/K/Xl++4tcUAIZJJEg9XnZpywQ3RzJQ0XF1j7xxs1QoKE5Lj+7qqg2AwQC/RWdf1KBNCMRghwL443QogA7+C3QogJ/L30cBQAwiQg7rzaUD0zx7GJCAOoPeNzIlo6QcUxAYArHGuoob59eMHaoB9Iztus//gVwAIvbbx4cXLOgFNI1sjIdGLzuTx4MQwzH4Tb63ad+vACCEKMQa2C/OnVw+YrCNlgrZxm7g4shjT/OacBEuxVhZWSdXRAyy0NXVJzsO6r903/HnTC5fLMUxCDGIE6LS+3d3hEzyMVE17tl1WvIPHgSQiIVNpTe2xE6mu1ppAPcpM7bdelBcj0tw9Nvt/7etr18oAEM1mquJ/8YDj4sr+CL4+wGo/3sFgEmbObc2pUw0oOmQQOeImfueMJvE4t98RfvTUQCY9L2Ym3d571ADJ3UAHAZ32/iwhMsj5C2w5NbTzT3oRiSgbETtGTL5yIt3HB7xcRzh8hZhzsnUJc4GWirA6K9XABguFQt5ObcW9BporgSArorZ5LXXC94hcgJCFIWKlpKnByOmawIyAPqjfyUKoPQbuQBk71vYj/cfGAOoagDYTh0Y87ixNa79vzF8vuavVADfzgUgEtQWPji/0jvQCQCz7m5zT5x5yZYoJL/3RCCKohj+HQqAkAmqS95c3hw1WN3c3EjHd3bovucl9QKJFP+xJw4xFEUlDaWlT84eip07dkDnTjRlmqGV07BlGy4V5NWIMAnRXgFY/mQFADEcEYuY7y5sXjfa3YmqCbQ9B8zbc+hRGQuRICiUNdeWPz26e0pPL21g6DpoyNpvRAEoWqMA+rXLBYC+b+EVP7wbN2i4qzLJsit9YvKRR2WcJjFO/LlFtoOfzP+/AoAYRkAUZb+IHzHNBQBVfeC+btetJ49TNyzuBnSVAXngyvCzlSIxCiEKUaxDAfxhOhRAB/8FOhTAz+VvoQAghDghkTQ1VNy/vTtsEoNqCJQo1j59lqSlF9QLZRIMohATNFQ+SIubMs4c6JjQXWbu3vqwUU60vllCiGEYgeB1b7KPrVrej6GqZEqjf6wIgBNodWH22dWrh2pr6prqec6avfNRKabAZVIZgX+GIAiJVCpXKBRyuZT4jRMAn675+xQAhhEEjjc1cZ/c3bNwvp+trbIy2axnv3n7Dz6orMMwKJHxiu7f3jZ5cjdlsr6D9aBVkadeFjWJUYKQEARBSKWKD7AiM2P7lAk99FSNvbtO+zoKIOPKlmkjHSyMKIw+YVv3P2SWC2Xt0wEKqh/s2DGrSxdrbWDqPyr6XGperVDRLCFwot0dkEhkcrlCoZBJJP+iZfYfrQCgRIG82HsywoOmSwGGfYavOZdRBYUobJebT/4eaazg5N7MLq1hNXx3RQA1oOE+ZXLSg7wGXAy/uBm4okVWUpGxaZq1rj4A+l7TppwoZtYLpe9b6l6dOhOiaaYNgE7fLmFHb7MaGyEmIQgCJ3Bc0tzSgrw5fmm+JU1T6a9VABDFCFmzDBPkv70eNdfZxBwAoGltPubohdxqnpSAKERRKG+pyTm9YoENUAdAbeimRWnVzdJPoa0YihGKFrHwwe4jE11UVZQA6NU+HeCpK7N0dCkAUPr2nHfuNdGCyaRyCd4OgiCkCkVzc7Nc+u16J/8Wfr4CKCxOX7egr5Mx0LPuMik6tegN//OCATEcEQt5pc9ubB4S1JkEtJ3sR8Xvulfe+KFFJsEl7ad0iVQmkysUcpmUwFpntO9RAK3pAItvpsSMM7MyplEcg8ZvuvGiBoHNzXIC/8UXSGVyuVwul0naqvdBDMMJiUQiIQgCxzEMJ6AYFdWzip7cPbBiXj8zG0OapuuE6Ul3HpY3iOVSDBFKGrIeH1k+t3cnUyWjzoHLNlx8ncuTo9+xDft0Q75LAUCMkEpwlMvNv3B40fBAay2qqqa2x9RZKbczihuEOI6iUKLgV2WdPTq3Vy9jQHUZ2HfVmatvG5pEqASHKApRiEubIVqa8Sg5bLiHGQk42fksb0sH2NwiqnjxcvfEsZ46FD17s34r428UlDZBQi6T/nKRlckUCoVcJpPgvz/+O/jJ/AQFACFGoFDceCdq/SgrMqAA1YGTFs2dP3uAGwUANRO/JUeO5mNo21d0KIA/TocC6OC/QIcC+Ln8tQrA2Wr0vrO5NbClRS77iFQqxRHYWFH05vb5PSsX+1vZqAGKprnzsIi1l5mFtSghaY2tFPHZL+/unBXqDNRppsaByxedzGHzcYlUrpBJJCiPz8l5mr4jZkb/3nrqSsDE0C78c1FAXlVF5v59871sqHpapj4DwhOPvSgtbcQgofh4GXKZBMeE9TXlBQXviouYNQ0iiPz27zC/VAAeDqNj4q4VNTbLpXL5p9bJcQTls8rz7l09Er10hFsXmqqmuqHjoLnLDz15UoGgOMQksobCjJvJEyZ2BWQq3XbwyrXncpiojFA0K+QSiUQkqKnKu7p7xxy/3vYkYNjDc3r7XAAoD63JTIsNDnI0MVQ1dA1aE3u9uIjf3KyQyWQSiQTHcQKKhUjRtYubxwV6mFDUGV1HLll78v5zloCHSiVS2ac7IEX5fG55Sf67wnIOp0Eg/DccAkDRf7gCQHFpc0X6ncQgVxN1oKLrNHRu9Lms12xUiMlkMrlMJpHJBTxW5avz24+vD4q5/PZxGQIlzeLfVQA9SEZkANSdPAKXJ6Q9y2IJm6BcJpPLpNJmtJGfd+7sxuFOmmQAjJxHrt36qrGmCZG+b6l5ceLkNIqZDgBaPT3DDj9sIIQSuVwul8sJqZRfX8F8dnD52iFkbfLPOAigAZRMQPe4I9lsYcsHxafZQyaXSQmFgFVVkXP7QkLMBEcHVQCAslH30aGHSt5yRbik7TiL7IOgMHXjek+grgSAx9SRWzPL6jFcIpMrFHIClTSWFZVcO7Zi/DhjipISAKD3F0UB3+OVD17vCnQxUALA1KbX/Pi7OW+qoQhXfDHOFVIcRWsK8nLevCmoqhb+3uzxT+YnKgAUw6AIaSguubNpaT8nM0Aych4Ycij7UfWHlvetSwVBEAQUi8TV73JOLV08lK6uRjV2DZqZeOFWaV2tSEZ8ntBkUhwVNbDZJflv35Uza/l8BIPw+xQARmBN1dVZF46vGOBlY6hOdesxfu2O269zaxExrvjc8SQEIW6sqywuLiwsKOPWChAxRBFhQwO3vLioqLiqtlaIt/aN9y0fZCin8va2TaMd7I0NlB3HjI9Jf1Bah8qlEBVK+DlPj0cu7ONoDtRte4dEHHryrLpZJpMp5FKphCB+b8PzhQIY1MfVBFgFjog+n5Zfh35oln5eZCVyyOfXlr55fOHYlunju5pYUpR1TFx8Z6bsu1NSUo9iOERRlJCLq3PTLq4a5G+rqmHd2Wlq7PZbhZWNqFSmUEgJqai2hvM849iG1YGeLlQKAPYOfis+FgVUEHVFzBubFg1zNNc1otIDJm04euEVk9mEY5LPg0QqwXE+u7L43buC0nIujyf6eW8eHXwX7RXAUL/FV16LMUQm+zyzfYkE/xQP8usKoDXfBJRVpZ6KHNxZA6gCA0t7GxsbHQogAbspi448eSeQfXzuHQrgj9OhADr4L9ChAH4uf6kC0LA3HxK/5+6bCl4dh81ms9lsDofDZrFKcvNv70+ODhns08lJC2jqG9n2mzIzOfUJE+OLCQKiKIpCiIjqCl6dXbs6wFBPU0uV0aff/G3HM4tLmJw6TkXFm8yHZzYtDhvibW9qAlRUgImJfasCkIgwTIryeWUP7x9cNNrD1FybZu06cHxkyqG7796U1VZzWy+Dy2YWFz2/lbonJi5uz55Lz/MaW6uv/0bTvlQAZmQDF/qQVauPP3pXzWVxORw2m83msNnsmtLXrzNOHoiZG9TfvZMhWZ+qb+k9MiT23NVsbq1IikEUw6UC5rPHh+bP6qOvq6lr4D588oYTV1+zSlk1tbVMZvnLxxf3J80eO8rDxEpfBdB69JjxhQJAcQxrQvmvMnbMD+tiaqZC0veZHrot/UZOVQ2Xw2ZV19Q28gSIGBXLmoqyr8StnuDlpKdrZuPRd+qKjSfvP8xjVVRxuRw2m81hc7hVeZmZ53Zv3Ribcvre/YLqWuRfks/8n6wAIIoR74UFeWmbZvqamqoBDSNG94lR8al5rwrZbE41l1vJrX5258DW1cN6DvU0m7Dj6fUCBEref4cCIBupAwAoOkbOvhPmbjj78mE+l8OtZrOqGt5cu5IQOtbbUlWVAqgBIyLP3q9D+WKUkLfw8tNurOpkr68MgIFN/zmxd8pzyzjV3GpudQWb9eBqwqYVQ7186EBDBQDjn5AOEBiBzlHbbmUXN9S2jlo2m83m1nAqy2qfn9yfvHRMQLfOWoBEJuu4DhwZeeR2CdYowomPX0E049zH+w9PNjNQA0CLYR8UlXy9oKicVVNbV1OWy7y7a3305IEeDFsA1EA7BYBhUoW4sv7lnrl9zc2Aiqaug8/UhTFX3j4rrqutbrsKTnUdqzQvP3XzmoVR0duvPayTCBH035rm7GcqAAihGGmqqHi6c+MwdwcAKJZuPstPH37IbKzlstlcLre+nicSQQQT1nCzzhxaNaqHqSZN19rDf1rE9nNXszllldxqbtvcyyp9m3Xr1OmUTeviT11+yWSKpRhEse/IBYBCDEebhOzsp6eiZvbvZKuja8bwHr4gZtuV58+LazlsNofDZnOq2ZXl5TkZ1w8npySkbD2ZmcUR8XEorC3Mzzx9YHvS9uNXr74o4XDYHA6nuraqouBBxt7lc7ytLQ2tdHqGzznwOKuKR0glEBURSFHOxc3RQ1ztlYC2c8CQqGMnHlVw2Gwum8utbmjgC0W//Ti+jAJwMQLmAwMW7Tt6/215bXXbjeBwOazKmncP7l3cvn7BuIHu5pY6qnrm9h6jI9affvqqoqkJadvZ4VKMV/ogc3vwhG40HaqBbpcREzacvPL4XUlVTW1VKevV1XP7I+eM79vN3MBARRkAu0692hSAUCKVIXWCkptHV48JcDI11jFx9B0RHnfqzIOCgoq2y+Bwa9jMkpKHpw7Hb4lNOnLqUUlpvVj4b0g4+w+mTQFMIVnoAKA3wGvm4TulzPLW97KvYNU01je1dcbfUgAoRFFUgbGzj69Y0FVFU+1j7V2Kkenko4eesBDZp1eLDgXwx+lQAB38F+hQAD+Xv0gB7Bw70UsXqBhR3cZOWbI2NiX5Y5qgxMSEuPj1KyIn93Sz0gYAqFON3QJnRey+feNdkxj54gUBQiiqrco6fXr1gM5aaiRA0e/k0ydk7dotCdsTN29eFh4+yMPWkm7BsHd3d6QCUwtG2JxWBQAhgaHipqqK7POHlg4abKOlB1Rptu79pq9asiGlLcFTYlLClrVrIqaM7u7k7jlmXPS5O9USPgKJ71IAi+f7m1J0zPVdhgwNXbkhKTG+rW2JCQkJWzcsXTJ1YK9OhspKgKRr4tR/ckj8pdRsDpfX9toFMQLyigrvbo+Z6umkpaKlberYJ2j6svgNscnbtm2J2RgxM9Cri4UhlUzS1NIl07z9grfu+KwAIMQRFK18c37jukAnZy0AzLu4Dw+fvWpjcmJyXOzhYxcfPyuurscgJIT1ZRm390aEe1tbqwFdmq3boBnhq+I3xX3MipiYFLcyJGSQlzu9W8D83Xszy5gi6b8uHeA/UAGgkJAhDaV3b28a6m9L1QCAQjXrPC5yYXR8QkJyUlJMUvK8yZ50G2VtXbuAxWdyX7BRXPodUQBeZEMy0DY3NzQ1MaVoug5bGBaZmJCUnBAft2PpqCGeZgCoAWDfaUJ87I08FoKKUBQjmmHtq7zz4UMs9TQB0DBx8J6xOXJTQlJictLWzfHxYaMZphYUdVV9qtHPqAjgpwOAFrAcOn5R9OatyZ+TjCVtTYzdmDJ/gKcdDQCgpKJq6T16Yszls9kNYjHSbltHNMPqh6+OjPfRJpMAUDF2dBobtWZT/NZt27dtXB4z3ctI29TcwbVHH3cTJSUAeg36pABQDJeggsa8J/unTXc30gdAWY3sPGrFnDXbUz5moEtMTonfsDJyNN1Izdp5+JZDlc08Mfz9w0T/TH6uAsBQRFxXXXj18Jw+/XUA0DbR7zlxXMS6lOTk+PidO/el33pezpHgCCYW1r/LvpYYM8HdVV1Fi6Rj1W3gmEWJGwKHf+wAACAASURBVGKSPnWO+A0rFk0MGNTFpZPf3OgLb94ImwmIfk86QBSFEINiUS3n3bVzmyZNcjcwBEp6Fp28x8yZuzalbWZPTEqI3bRp6Yxxvu7duwUMmrf/UlFTnQRvYj7K2DN/cl9374GjR89fn5iYkJiYmLR1y+Z1c8MDu7tq6BsYenUNTtjxsITJE0txDIUILqkre3BwT3gvX32gYsCw7DNx0qL1CQkJ8bH79h+7nZHD5CCI+Ne3PZ8VQNTQvs76gOrcaeDU4GXrYj+vsUkJcbFbo8KmDe7CMFYHQEnX0sVnSlT0iacvynh80ee2Q1wKeSXlD7atC+rmqqtKIuubdB85bm70mpjkbXHr4haNG9jVxdHB0d7N2d7ckAI6ufq2HQQQEjiBo2JBZdG9bQnBvXyNKFpKyuZdhwSGRUVtTm69Y4lJW+O3rF8f7u9r5+jhO33e4acv2EL+L258B38tn4sC6gKg0cm2d/CSmNiY1h7+izzB8fGbTt67/obb+raIy39DAbT9QVPW0csLbGlttVJJFN2eQQefZ1Z9WQOiQwH8cToUQAf/BToUwM/lr1AA7MKXKSODOpMAAEBJXVOXSjM0NPgEzcBA38BQ38za2bN7wMjxwXNjzj5/WCrki2BrhvPPn4UJ+bW5r29uXzuifx8rLUNtoKxB1dOnGRgZG1o70rsNGjFu1rIlMyNm+FsBAxOzqaEJd18rJCIIcQghFAgaSwoeHt23aPIEd0Ync00tXaqmnkHbddBo+obGNEs7a7cBgVOiE04+fNWACxD4W7/jQYhiuJj58vHBBbP76KkoAQBIZC09fYN20PT0jQwtrBw8uvQJGBW2ZP3+qzfzGqt5CIp+shsYjtXXVTy+e3D9koDuXhZaNF01TV0DKs3AgGZgaGRhbe/hOWBA74He3R2sqbrde05K2Hq78KMCQCEGUVTIfXP9YsyUaT76RroqJHUNTR1dA0NTXevBwyIOHHtUVoNjCIZhKIf97uaV+GUL/bv1sKEZ6Oto6RlQaZ8ulKZnZmli7+nVb/rSlNQbuRyumPiXKABpM8LNLzoybVRXbaDloNdn7d6HReU/ogDubho1iQ60NLWsZuzfe6+i9tcUQNmzW6vsfMwAMOtuMuvUw4JqgeiTAqh6tG1amAPQVFUymbQj8WZ5gwCF7RQA1pJ3cH9ED3UVCgD+E2OvZvCEglZJhBNQUFmbfXz7kplBnradDAFZW0+HSqMZGBrQ9Gk0TTMbZye/aaMWH76Wx+YKUVzaLOLXPY/1HG0PgIYZGHvgwgvmN3MBmPgO7T9lVkiAn6+DhY1Ja1egGWmpAG2asmWv/v6rk66+ym4QiCCKoCgKCQLn1pWn7ps1Y7yrEV0fqGrq6+kbGBjQaDRDAwMLR3dfv1GBAwN7uAMA9Eb6r76W314BPFpjN8gcAHUbMOX03fzvVAAyRMjnnpw4vYcmAAAAsroOlWbYfozp02gaVDPHbm69/QNHjl5+8MHNfH6DEGKwfe+FEoJgVRee3TZx3Ah7bTMdAMh6evoGhjSqvpmloZuft9/01ZsiYzdPcgUAAK++s09nfpALURRr2/TyhHV3r2xZMtfL3duWRNGhUnQNPl8ITV/fyETHoVtnz3ELNp+9US37ndnjn8xHBZCftoTe1wIAqpthRFpGQX2LQoK2KYC3mfvnhVgCirqm9cT4TRlfFwWsq3+8/0SEFwCaQH3EhKi0F82tCgBFIUQRUVN10ZPjkatHWDFoQJlEIWnqGRga08zcXQatX38qhy0nEAgxyKtnvXx+OXHdyAH+9saWhhokbQOq/ueHom9samjr2sln7PSF2088Li0VyfDWKICimxc3jR1pBnQtnHvM27fvGQ/9pQJoPaksQkTMkucXTm+YE+Ll4m6pq0fVUdf9PGHSDI30zW3NnXz7jVm8ds+NR1VCHoGJat5mpyasHdfN21bfQO/TX1P1DaiahhbGtgMCJmxIPP04q5bPg209BOKwofTZ/QPLlgyxZBipkChkspaegYGBjqlPz3Gb4y+/qRAj4l/fKbcpgOzTx1YG+NHVAFACqhpauvqfpvbWRZamo29sbsdw7+ETMGz6isTdaa9eMYV80cdH0gaOYw08zpNbu9YvH9Ldy0xDR4ukoaOnR9U3MDY1YLh16jZiSvj8qKjwsd4OBsDRqdvCtVdy8gUiYVuqBaG4KffFpV1JIaNGuZtbGelp61F1qe3umJ6Nk51bwNiZsbtv5xfUigQo1qEA/ocQipbal8fPhOkZawAAAFDV1KXR2vWctrFENaDpqw1eM/9UrviTAii8+XCNh4UWAOTe7mGnX7ZXACjRLK95nncizMdcVRUAAMwpLisPZFeyIPbFvN+qAN6cD3X2IwOgad4p6mFGYZNc0hYmIHnfwn1x/Og4oK8EAGOid9zzDgXwiQ4F0MF/gQ4F8HP52QoARcTCmvK8U0tWTPSi2zs5d3JwsLNj0BkfaS3f7ObmOWrGqpS9aRkZD57kc0Q8VC77Kg4dYiiC8OrZ715ePLpr8aiJfW0d7O3odFsbBxenPmOGLN13OvXOq/unz6YsGe3R3z8gev2xZwUyQgQh1vqbPSYUNlaWPEpPTY5cNdXPy93B2sa27SpsbWwc3Zz6jB6xbPehy4/zSzlcIRT/zgYYohATc/JyLidsCe/dvYurvb2Do70d4zN0BoNhY+PcuefIcfM2bzuddv1R1tuymjqxDMfa7SEhLhaL6jiF2Q+OxMXMHDTMx9bBnkGn022sHRyd/QImr1i378C+g3HrZ00I6DttxqqjJ59W1GMQaUsIB1EUihrZxY9Pn94yeVqAS1cXBt3Whm7vZNVz2rRN51Nz2E0YRCGGSxBEVMvOe/nkRFJCxJjAXq6t39L6EBi2Npae/r2mr96w72pmdmllnaAJ+Zess5CQI7WlFalrlkzq1dl3VJ/wPReyK1gC8Xds0SCGIyhkPj+wJHK4u5+P39C1ly68YDV8K3oVl73nV+U+3T4yOMDRMWCq/+b07LI6oRjFIAYhgku5OafWbBjl7uvVzT/yzLEnLF67KAAMhfBDyeVL8dN9PL2dHOZEHnnwvEkkbHvVwXAowgTMwlfP03asiJ7k0d3Nzt6OTqcz6La2tjb0/jOiVh7MvP6sgsMXiCGKS2RiQWPu4SlLRzKcfAa5L7905y0HbcvD/UkBqBmoApMhC2buuXH7wv64KX6Du7SW7WbQbW2te40duGjfmYuvimv5gs/FJSBGiBCEU/r4UWrczEUjHV0dGXYMBp1ha2vjyLDrP3nNvr1Xz505uCqsR1f33ovn7HpQiqIi9HOdwuzdI+cNsqT3HOax+sbz0jrpdxTNg7gEETXVpkeune5n7+jk6uzoYPflEGMwGLZ0ur21Ta+xixKTL9y8cfNWVqW4AZHLvxHAAzGJSCxiFWXcO79+4uwhtq2jlW5tYeXh5zg9Yc+JeyXv7j27vmWah5uz2dTwLTdeNUtFKIqhKIpCCFFJM4+b//rpsR37lwb4dHG0trH9PI1ZW9q4dLOdFBO//9qrN6UVAuz3Zo9/MK0KgMctzUwePnMw3b7PuAHxmc/LGz/I2qIAxE3Fry7Frh/i6N3TNzDy6IHnfBx+GjIQRVFc1MjLuXQtbmpXD98uPRev2pn5Vi5pnahb/wARNnELHtw5vHzZWOce7gxbWzqd4UB37+MbtjPlRnGTFEchxDAURXmNnIKc1BNH1oSEBHaxt6N/ntAYdBsXzy4jZ4fEnL314HUJt7EBwSFEMVxYX/Hk7v7lSwJceg0eOy324sU3TSj67VMbGC4W8TnM7Pt39m5eFxrQv0cnmy+WDLpDJ3rPwMFz4xNPZOS8Y7L4iAhCVFTLLX58Z3/kqnG+vZ2t6XQGnc5g2NrQHV3t+4wdvWTX3ksvi5j1PAx+jlGBOCKor3pz6/rueRFjuvp4tLXCosvwoQt2788oqRUj8Dd0GYajiFjw7sbVlHmhwz3dXDo5Otjb27Vfieh2NjZd/ALD523ce/jKjXtZRWXVAgH6ddZXCHExgtRxCt48PBobPytgiI+9syODbmNt06mz3eDwWRuOp96+/TLjcPL8CYM9xoyelLDnfkGpUCzCMYhCFKKEVNjIKcu/c+lS/LzQET093extP40SW2tbR1fbgLCwtQfO3HiZX1lXL0DE35v0sIOfAi5731R450HisAC/Li7OTk7t32C+mGVtGHRbw6Aty8/ntykA6Xtx+ZPsPRMG+7lZ9ggbv+FGXpNI8GWxB0jIseqaN+diJvUc4GFj02Oc36K0HG4jIvlyqGEYIUbERbc3BIX2MHfzHTRmZ/bzcoHsYwAVIW+pfXstbYVz324M0xGrZhzJFYnRDgPQSocC6OC/QIcC+Ln8XAWAQhRFxPw6dtbV66d2xiUkJX9NUvLWrbt27b9y9w2bK2lRyGXSb1Ro//hxEIcYDkV1FS8v3zgWm9RaoTtl1/aTVy/mVPPEQqKxqODhlWPb9h04eOP2y3IugSGffwyEEJcSUNjEys25eXj/rm3xn64nKTExZff2k2lXctjVAuy97PtKekOINLKrcu/fvbBnR8rWxMRvtC4xYceew1euPS6qEstxmVwu+favORAjMEIirinIf3j24qH4rcmtlce3pew4du52TgGby63Ky7p57tD+s2euv8wqr2tqHyCBEXKEx2G9vpl+atue7YkJCYnJ2/6PvbOMiyrrA/Cf7o6hG0EEEVBExVbsxm7XWrtbFFCUxsDAoBEDQVEMVExEBVEURbobpofp+34AkZjBQUXflfN82N3fMvfcc+49+dwTAZ4hsddfZGaV1lGbfksmU2jUBjq18nPm89jLF4/7+vp4N0fZ2+vI2UshiW8/lOIpVCr9L5qeSabQiDVl5ekJcRGBfieDT11+mppfXoknCtD5JJPJRBKpIudFXPwF35MnT55LSEvNqawj8BjdUaj0+sqC7KSLl4K8vIIiz97NyC+rIRAbD4QkUqjV+a9u3wn2PXEs4Gz865dfKusIre5DIpHppW/TEqNOBJzw8rwan/w5B08ktNihjESmMTgYoSAlLT7g1PHGcuPj7e3l7eUZfv/921I6raGh8ZA7MoVGxNcVJEfEXTzqdTLI90bax8KqRglGanMo4Ph9W+MK6giln+8EXznt7ePj7ePj4+N55PCFuNAXhUQqtYFKabP3PplMo7OxuqzEF1e9/P2+FR5f34iEjIpyUnV99qOrJ4/5BMZeffK5jERqHAmTKTQivjb/6cVrQYePnLjgd+tDTlmtQFmMQiUR8LUZtxKiTnryKl8+Pt4+3n6eRy/GJufkUjAWk8WgdbCFB5lMaaBzsJoPN5OiPLy8fbx9fHw8jxw9FeKfmFtJpGP0krL3tyP8fL3cIy/fy8htoLYeyVNoLIyOLy5/GRYU6N+qNvM84nX8rNftrLxqCsam/63f/5sgk0kkUn116eeHFy4HHfE8FXom8VNOWR29seNOJhLxpXlv798573Xi+Mnz8S+f59STya1KG5lYV5+f9j4x0t/vpP+J2PgnnwppFEKLKo1MoZKJ+Iqc1JcxPmeOex319Pbx9fM+dSHobmpKbg29eRBAplIoNBqpqiQjMfHySW/vFhWaj4/n8aDT1x8nfqqhNdCaa3QymVBb/iXz2Y24sz6B50IiE9PSCvBf08QrqVQ6jUIglmW+S4wID/Jv2WR4+x3zvnD1yvOsrAoSm0Fr+qRPoZDJdZU5r17EBYceP9pUqLy9vP2P+4TExabk5FYRWfS2E5AoNDqpvros8/GjayfOnfBszOpHg6LCElPT8qtJxA5XzJPJJBIRX5TxLula9IVjvj6tHkJTGfHx9fI8dfHKw6eZ5VU0dgO98XxDfgFSaQwWoSTjQ1LEpSBvfz9vL09Pr2OnfS8nPf1cUYuvJhanPrsedt43ODj8wdNPxWUEYotDcMhUOotGqq37knTv2vnTJ3y9mmPj5ekdcMLr0qOkj6VVBCqDhr7//3nI1AZiWVbe08igU8e8G+tDnnh7+/h4H454cOttMbHpQjqx/Eve07BzJ30PH48Ou5NRhCe0ri3JlAZSXVV2eszJkIDDh89GBT7KrqjG09quuCGSiCUf74RGHz/kczIo5EleTvm331BojJrC9+k3vU8FHHW7GB+VXEAQpN3uHiAFgOgOIAXQtXSxAmiurggEAgGPJ3RAp6JBJBIIhKbgmv5F/PoXYnN4fAL8+pMW8fn6nz/wKHiERmgbrqBpI7ZKV/O1xBbJ4h/W11/g8Xh8Uyi8f/strLYx/R1Z4Q/xLc2dTmSrSzu8tvH18X6S33+DTb/A47/7k29vjYDH8/5xc0y+5el2CmDc7o2Xc6rqiEQi4Vuw+Kb4d5xOIgHf+oKvV7RIJd8odfYNEAnE5tvwoqMnxjfAr+G1SW/zK+wgwPa1GR6PJxDwP1J9/IfpILcTv+UQAbLydyrqFm+eXwHkVaXh+d6d2PnKoEXZbBn8d+6AF+jHfNKL7yC9/C/uqIx0to392hjhm4t4cyP73fQ0N4utY8CntkL8Qb6Tc1rkeCKByOPCDtuLFuWmgwq1udvDI3e0DOEnU/pXgRQAojuAFEDX8nsUAJnSeChwB1ApnZjgRW4bIJXaNKeRTCZTqNTGI5n5BUimUHjGpjmQzqSMTKZQOk6a4MGS26WLRqVSKGQymUymUChUalOyOvNMeEyIbn+XlvfqXPr/I5BJjdmCRqX9wDumUBtfMe/n2eKHTQ+W1xsnUyhfA+HzBslkclNO4v8eeGU2ngF+fcVU2rfPfXwUQD2JTOGRYzt+Iu2i0fhsyKSmNPB8Al+j9J3HKFCq22XdTgRJJlNbB0j9evRa8zvoIMCmGoZXLDqZrv825FYvtM2fyL8gt7erWvnVfuTmwsWjbPCsAVuWU8EmfPFuM/iE0PjzdkWk49s1PTRqq98L/Kmcb63e+vEJnkPbB9j0MMmkptRR+QdI5t/IdiYOiN8AmX+F9p3S1HxhR7Xl1yzdvpYQLBwymfy1nviL5ib+ApACQHQHkALoWn7TLAAEAvGH4akAsqvqiCS+E6ERCAQCgUD8f4EUAKI7gBRA14IUAALRPSCTSGQGVvU+1m1fXxEVYVAau2tDNFIACAQCgUD8l0AKANEdQAqga0EKAIHoHnxVANfd9toJKwuB4pid65ECQCAQCATiPwVSAIjuAFIAXQtSAAhE96GBWZv7Iipsy9R5U8fOPRB89nFxLZ5I+ntPsEMgEAgE4i8DKQBEdwApgK4FKQAEovtAoRKqCj9mPI6/Ex+X8CIjPb8WbbOMQCAQCMR/CKQAEN0BpAC6FqQAEIhuBZlCpdEZDAaT0UCjoT2WEQgEAoH4T4EUAKI7gBRA14IUAAKBQCAQCAQC8Z8AKQBEdwApgK4FKQAEAoFAIBAIBOI/QaMC+NMDCASia0EK4NdAa0dDQwONRqNQKH+6KkMgEAjED0JGxzkgEAhEN4NMJjf35Gk02p8eZCAQvx6kAH4Nle2oqKiorKzE4/GNVQkC8RsgkUiNs07+dEQQiL8BIpFIJBL/dCwQiP8AzRMe/3REEIifhUQi4fH45p58ZWXlnx5kIBC/HqQAfg1VfCgtLa2vr2cymXQEoothMBh4PL62tpZEIjU0NDAYjD8dIwTiPwyDwWisxhkMBipNCAQ/GktHTU1NfX09jUb709FBIH4KJpOJx+NLSkpadub/9CADgfj1IAXwa2hfiTAYjIaGhry8vEZ9yEEguhIul8vlcmtra8vLy0kkEpvN5nK5fzpSCMR/lcaNoIqLi4uKijAMQ6UJgeAHl8tls9mlpaVVVVV0Or3x//zpSCEQPwiGYTU1NdnZ2S0/pfzZIQYC0RUgBdC1ZGdnl5eX/+lYILoLNTU1paWlJBIJ7WSLQPw8BQUF+fn5fzoWCMT/O1wut6ioqKKigsFg/Om4IBA/S1VV1efPn/90LBCIrgUpgC6Ey+UiBYD4nTQrgEaTjUAgfobCwsKCgoI/HQsE4v8dLpdbXFxcWVmJFADiL6CqqiorKwv1oxB/N0gBdCFIASB+M0gBIBC/EKQAEAhBQAoA8TeBFACiO4AUQBeCFADiN4MUAALxC0EKAIEQBKQAEH8TSAEgugNIAXQhSAEgfjNIASAQvxCkABAIQUAKAPE3gRQAojuAFEAXghQA4jeDFAAC8QtBCgCBEASkABB/E0gBILoDSAF0IUgBIH4zSAEgEL8QpAAQCEFACgDxN4EUAKI7gBRAF4IUAOI3gxQAAvELQQoAgRAEpAAQfxNIASC6A0gBdCFIASB+M0gBIBC/EKQAEAhBQAoA8TeBFACiO4AUQBeCFADiN4MUAALxC0EKAIEQBKQAEH8TSAEgugNIAXQhSAEgfjNIASAQvxCkABAIQUAKAPE3gRQAojuAFEAXghQA4jeDFAAC8QtBCgCBEASkABB/E0gBILoDSAF0IUgBIH4zSAEgEL8QpAAQCEFACgDxN4EUAKI7gBRAF/IXKQAul8NmMZlMBpPJYrE5XO7PhsfhsFlMJoMvzF90oz8Ml8thNya0MT2cTqen+ck3PpXvBIIUwJ+Ay2GzWI0viMVmC/LguRw2s132Z7KY7F+Y4blcblPOYTJZLAFzHpfDYfMqliy2ACFwMQ6rXbKYTBa789mef0z4VhgsNgfjcZ+fe9RIAfzlNFXQzDaZicli8259mit0AbMlv3AaK/a2d+Z/306kp12oDAaj060pl8tt2XJxv3ttt1QA31pnpkA1JJ/qiMFkMH+okmwLh8Nitc+bzM50PLg8g2AwvtN74bYvFUwmk8X++UTxrsCZrO9W4D/3qJECQHQHkALoQv4eBcCsrft0/9oJby+3owGhsXcy8bW0n6jaWQ3Uis/v7108f9zD5YCreztcDx48fMTzZGT80xxS/a9LxJ+AQip8/TQ66MQhN+8zly4/y8qrY7I60aZwMXZF4Zu7N4KO+bi6uR1wOXImMupJVn4dg8knEKQAfiPNRaA0//n14ENuHm6ufjEpT/Mo37MAbBbh/WN/n+Nubq5ubm6Nmf7Avv3HwvwelpDZvyp6JFpRUrTX0aP79hw9H3PtPZHKL9O0TAr5XVrChQMHDrq7uzfFzM3N/aDL7osPrn0kf+eG3Bp6Zqyf9xGXg43JcnN3d92/1zcwNOl9Q6djzylP/Xj7uLu7+0HXr4+IPwf27fE9G34nHyMz2yWs4UOS19EAlwMHWvzaxf/C0YflVG6bxPMAKYC/GjqnOiPlVvBx36PfWqKDBw56HjsSmfjoSz2xTXZi0mjFb5LjL5wN8Dj4rejyxs3V1d3d/VT0vaSPVdW0dpmMW0fIfnIj/OTRI4cPurq6u7u5u7sfcPE9FZ74NLue9OOta1nOs7jLJ308XV3dGyPo5urmftjF/9q1F3mlnWi1KdSSV/eDA4+5H/A8cyn6RUEZ4TstV7dUAHX4rMRo76OeB/Z5hd668QFPZXRc9TMxQtrdoOMBri1yj6vLQQ8/1wsv31fRf/S1f72Ok512IyTwwEF3Nzc3N3c3d3e3gwfc3Q+duPflQ52gYRFTL94I2n/goJt7Y6Z0d3dzdXU9eCDsSc4nEr8707Hie2Fn/Pa5HPyaroMH9nt6+ce8qME6X/e3DJqFkd7cCvTz3nfgYHP/0GWfh+/JC6+JtSz+12EcjJJ292yAzz6Xb11M1wOuh71dzr1Mr/x+FkUKANEdQAqgC/krFACTUvLqbbzP8b0LJ9lZWpr3cZy35eDt4nz8TygAOqE+827MIedpQy20dfQM9HS0tbQ0W6ChgdM1MLEZ6fzP/pNnYh4/T88uIWO/bGT0u2DVZuW9DI/0XvvPeMe+JoZ9xq9YHZj4vKCBLnhKuFTKl5sxh5YvGtynl5GRoZ6O5bily47df5FPofFs/JAC+N3QSVl3XsV7uq2aOszEyMzIcMDGCyef1TJ4v2Iul0uufP8sNeli8LH1C8yMLTQ1Nb7meW1NTc0+I62XeJ66eCc1p7r2h95ec5lklKR8fnTy3KFlE3r1NNdU7z1907rrFXhaBzmPxaCUZt688eT0tg2zBmpp4lqXSG31IQsmbb9wMz7lC55J5XE5seR18qsQ3/O7p/Uy1cfhcM1Xqqv3shu+dPvFGyEpZQV4PrmWF8z3odd32GtpaqnhNDT5oKWto6NvZGxsoq+lbD9+3r4nWCWt+UlQKjOevXlwPuT0prmG+uaq6motHrWW9bCeS3xOX7z7Pq+6474xUgB/I1wMayBV5GY/ionz3rZmxuDeZgbqzZlWA6dhYmUyatHiveei7qbnVJDI3KaSxW2ox78ODtw6fqStvqo6v2yppaWtq6tvaGBgYGJiNGq5q0/85yw8xvnmm0jVWenvY8+d37Nk6jBrY30dnEZjUNoaGhZ2w+f943bu9MNPGeXkBpbgjSyNVJWX9SThYcSR/YvHj7Q0McBpfC3BGlq6hlq9J01avt8v6tbzvNoaGtZx7cKq+pCbHBrps3bh8P62RrrWE1asCHqZUUbjU619fabdQwE0vxJ64bMPD46f3LdovFXPnrqaNnP37bxZyqeO5WBYfdn7N69iLl45sdbZzsKsVZ2G0zS0Mhq6Zqvn6ZuvP3whYQLNI2tzA2p1TfqVh9EuG6YMttXAfau8NTS09Y3t5u3Z6nvn4eO8Gox/P4pSXP3pcez1q4EbBk3pp6au3rJDhsOp4wbMDfBNqKzF2mSehrqcjLSIoNgjC4f3M2txmQYOZ2pmPXW1X9ipxznp5T+SJVjVnwqfn7tyasNMW/Meamq4b0GrG/TqO3RDoE/Q87eZVZRWEpeLYfjyD29eXroQc3rtDFtzY2VVXIuUaBpY6A9eu8nzzO20jC8UrIOJBEgBILoDSAF0If9tBcBlMcnVRe+e3Q7cuHNmj97GKlIAICStPmDWysjcrB8bozTSUFeTevn8WhsrLREAYTFZVXUtHV09Pd1G9PR0tHCaaoqqaqpaJlZ2RHrNpAAAIABJREFUI2cs2eF1ISn/czWrEz2iPwmbw6BW539IuXzYc83wMbYaalIiACBuPmbCwZi7X6gCd+yY9PqPr0I2rh/bw1AWGhEzGTFy77V7n0mUtl87m0AK4HfR0EAi5L66H+8xedkEix4asqIAAKA83evAnUo+lofDYRUl+6/YPttxoKN9P0MDY11dHV1dXV09XT09nCyISoiAmlUfW+d1/rdv59N/6JMQi0snlGZ/eXJ6+Z65ljYmatIAACBuPWPKxeJaSgcj8Lz85EA3p1FTrbQMdFTFlXW1dZoKo66Olr6yGMjjxLUcRo9Ze+h2dkZb/UegVMaHbVi81LpHXxNFCRUdZY2m0qynr6kkLikvqajff6T1v6fOJhUI3hNkvg+L3TVAV1dXU0tHlyd6Brqaaji5pqKh3HPspqdYedMnJw6GlSX7/7Ntql3fwQP76uubaOtoNyVIX0MOxMQA1Kyt+8xY7xN/q6QjvYgUwN8Ig0n5lBbr77ts4qSeBka6OGWctpqm7tc8q6qmoiihrK1m5DhmsZvP1dfvapg0DoY1KoA3oae3Txrdz1iDd7bU09XV1cEpKcqINGZLkwmb9139kElsVgB4QsmT2z47to8fMNhES0NTQ0VDR0NbT09PV1dXU0VGRllBVctykM0Sd8/Y1MwKwb/aVxe+vHRh9by5gx3sLcx7GBrof21M9bRxOqqywlKqcjhD29Ez1/jff/AJX8e7HLI5DHJVQVZKxB6P1UNG9NFUERcCADHzsWM8HrwqpDYgBYBhGMZkNxBLPr1POrF46+zefYxUGutYyQH/LAjL51PHsjDsU5LPti0DHQY72FoaGxl+yy/6+hqKavKSIK6r08Ni0mp3n7u15bROTp/nMsreXI7c6Th1iKEuTkNRXrM5cB0NVZwsiOGMNE2mTV94MrIAX8OzX8DAlz8/H7J/5rAhg3rpq+hqKuN09VpkaS1dHXkV7UUL9j7KxLAWXQ8Gi/zsrs/WtbbWQ82V5NU0ZdX1vtb8WmrysrJCUtpW/cwXuu+6/I7Ap8fCFybhY5yb97Jeg/roqCjgVJS1mnqIevraqjIqsiKiun16WCxd434jkcpt8dA5GPb5acD2jb37DBxgZ2FsaKito9P8qDWVcPLiIKqraWIxedU+z3uUKv5ZFSkARHcAKYAu5D+sALh0em1W1sNzR5bPnthb20gZQEgIAIRllPWGzFsbnfel7mcUQH3N22vBG+37GKkBrl//WTvdAs+FREWEhYaGhoaGhUeGBh0P2PPP/CG6GnJCICyuamQ9bIWHZ+z7jMpOfEX8M3A5GKO48NWNcLeNS4dZWGlJyko0DVFkrSdNdY+9n01rEDARlNKy52c8FtnbWWnJa6hpyMnJAyhaOI1xiU38ghTAH4XDxEhpzyIDds0cP7anpIqMEHxFc7av+z2+CoDNzLq9wW6Uman2oJX7A4OCwsLCwsLCwsPDI6J81gyZ1AvEhABASslh/crzbwsZ7M72mjBGbsGLsMPLFjvbqRgoQVOhBZCzn+McWlJL5ZvziJ/Cruy06iUqJAygbjNuhktU0MXQ8LDQsIio8Itnol2mDLNUAwAQ1TGcG3TmRTmtxdxTas3rB14TJunLSQOIKagP/Pek+6moSxHhYWEhkdGBBxYOHKbaNEYfvzfqfjEmYPeWU5uV/zImLDQ0JCSUJ+GXrgT77jo4TVdJBgBwpo67LlZg+OZZoFh+wvo+I/VwMv3WuAZdDI6KCA8NDQsLi4i67Ltu2JSeja9LQqHfv0vOfajg8l0MgBTA3wenobYiNfj0uoHDdERlRWQMBkydv8Pf5+yliPCwsLDwS6ePeG6cPrqPloSwuIjGwAFL/c8+LSprnHbFptOrsj4m3755NSKYV7YMC48IDQk+5756xYRexioyIGQ2eJn/mWcFpU27VHAoFa+Tw7asGWxkLA5yijq9p6zd5BF06mJUZGRoaMixQ6vHT7RUVpUUAtUew9YdO/e4qIKKCbaKu/Tzbc8DQ21NNR1Hz926J+DsxfCw0LDQsIioyHMB5/fPG91XX14CQERVq8+m/ZGpabV0HmMfZnHxm+tBe9YvHmpioSkuJdbcck2e6PnwTRG14/lr3UUB0L98fhB8eNmCGbbKuooAQtBYxyoOXb00sqCOtwJgYtira6tGjxTTkOs5f/3RE2fCw8LCwkJDQ0MjLl05scdjaX9lWXEAEFXo7zA3+m45idCZGDG/3L7uOtnREMSFQM5m+sStp4JDQsPCwsKjLoec9PBa1MtYXQxATEx9+KCAZy/LKG0u5zJppFdBgRuG9TWQAGFRUB89eoV7YFRkSGhoYxTDw89FRO6cPXTLuvXXWygALptRmBr8z+p+OGUAEBKxnL1vi//lqIiw0NCwqCvnvLc5T9UDKSEAKR2rBe6XPrVfpcUXLpNKenn6yCJLYzkAYQnc2K1rPC5ejgwPDQ0Nj7oSfGTdtvGakqIAIKPQf+Wc63n137ImG8PexK13GgpSwmYL13mdung5KryxcEZGXzm53++ffnKSIgAgKtfHdvqV+9U0XpPaMAwpAET3ACmALuS/qQC4GJNMyXucFLZ3+VSHHnJycuIqWj2sHScOs1SUURGX1/5VCmBDv94mOmI9pk93jX9WUElg0MgkEolEIpEppNryssxnSVe8XTfMGGeraygnJK9nMXDRfq/YdzlE7P93LgCbzq3+mHb7mNuaiQOMNBVAVqendZ+B/fuZ6KkDKFtNnNIJBcAmFzxOdFs01djActDgflMmjrHqYSgEauajnZAC+LMw6hlfbkcGrJ3laK4tJCYMyr2njBs8yNZCCMQBNGf7uvFVAFwupzor/sT5Y6f8opI/V9bWNWV4MplCLX0bd8Vt8nQrkBUFkDSynu0amkmvpQscKw4Lq3z5JPrgv84DekiLC4O0bt8Bw+aMt5MQlwaQ6deBAuBiGPF98MbNpiAtBNoOziv8b9/PptbhSWQSiUSmkvG1DV/uxnstntoXByAOqtNXBD7JYH+dQsksKH14dI6NkhKAFM5s0KqA4BdV+dU0GplEIhEptOrc5LDzm0YNUQMxAIVBa5eHFtUKuDMVm8FsIJOIJCKRSGoPkUTj0ktehoXPVFKXBJAcabsqNpvb/D2fi2F1X+KPn/fxOxyekl2HJ1ApjdULmUovfxcfc2jy1J4gJQQgZthz2r6IXAzPZ3iDFMBfB5dW9/HVhc2r+6qaqSmZDJ619tithPTy0joamUwikci02qLilJgrHkvH9dWVkdNTtV645lTSqwpaA4ZhGJfLZjAaKBQyr2xJJJGpFAKxPDve8+g8y16a8qA9abZb3L0vdU3lmFmSl3Tm0OIBFiqgrGlsP2u72+XU17l1NQQqhUIkEsvz38REHJw3x0ZZQ1pYzX7BQp97TwqpNIHKC7E668mD86d8faOuPXiXWVaLJ5OIJBKJTKXiK+oy7186NG9yf01ZcXERCcsJu8Mvva+tY7fQXhwmVv3+Tby/y6px9joqsiCjY2nbb/SQflrqygAKVhORAsAwDGM3YKXP7oXtWznV3lRaQgTkjB2HDJk43EZSQgpAYcgq/gqAjWGlH+MunD/g43724ZuCihry1zxDoTGqs3Pvndg13UxPWQhARtVwxv6k8ix+A9O2cDCs6v2xf9f2kpWSFJa3dV7oFZ+QUUMgNr78BmJ1YdHjs77/9OujJQQi6mJ9t/sn5lW2ylA0VuWzy+tGDtMWFpVTwY1YveTg1RspuZU0ytf8TSaT6yiUDw9jnj68k1XXvBCAXcP6HLJ1vKmuCIhJK1s67/W+9eVDOZ1KJpFIJCq9vjQzIc5j7hQjYXkAiR5jxnp9+CzoTAA2k/b+/qqhI9UAZJS1nTbui377tojQQG1skejE4nfpV1y2jNVRlwKQtNSddvx+UfNInoNhpZ/iL57bcWjfmaTXhVX4xstIJBKlgVGTW/zo9I6pxjoKACAlrzFx/9PqHD79MaQAEN0BpAC6kP+kAuByMFpF5aOAgH8H4TQ1DaycRjuv37z/gM+xLTP11fSFZLR+pQLQE7eYM8f7yQdiu2qYRSHX5X9+fS388OKFdqo4YRFl48HjtpyPSCPjO/1t9HfBJHCzYi/smjSyv5mGST/7oYvWHjrsdmjL2tF9ewqDmuWEyYIrgIbPH24edJloqa9mM2TZxk0ee7Y52VuLgnqPUUgB/GHIeZT7e6YO0tPQNzW2mTxm4jqvuLOHN8+dKArS31EAGMZlUKqLSorLimvarRnlNFS9PB+1xlBPWQQANOxn7EikFrfffokfbDqWccJ1oY2yqoqu9dhBQ1bsPhkQGOW6UE5aFUC6IwXAwbC0+L3TRgIICUH/TeEXUumUNoMOLoX5MTR461BlEALoOX7PtbvErwqg8NazI4O1ZQBAoefUrb5PK4rbbBrIri58fOass46mFIDMQJtl0clE9o9uENWG6twEt5WWItIAIgO3Lb1U2LpMMKnVRaVFJQVVtLYlgcuofh1+9V9NbQUAANXe43Y+wcpovO+BFMBfB5lQmHh9/6yx6mJ6mmZD//UNTqkrazPiohRVvDx/ZPkQcxUNBdywGS7X7uSR8AIG35DzMnjLqiH6uqraGk67Xa6+y6z9OiQuffz41D/O/XFS0iqmo//Zev5RSgmD2jJ3smpKnoeEbhoxyEBSTLWf3XzfoGdF5Q2CVOUsBqW+rrSksKi6lsRoW84ZddWPvA8tcdBXEgWQsF3meyyprLzlDoUsKpYVfWrL2P69DbXNB9k7Ltxw9Kjn8T2rbc1MAJQtJ0xACgDDMAYBS/Xb6txbS0dL33rskOEr9l847n9i2zwFWWUAhSGrlvBVAFwMo1OqSkvzivLLyQ3tlA638l36ialDLJQAQFLZdH5E4etqwaLEIbMqLh+f3dcSQFjKctTh69c+1rXdUJZcWvjQZfdUUyUQAnGbmX6PHlS0+Cspq/DWmgWWSpIgKWM1dfnF5Kefakg8FqExyXUkQl2LJqQ2oyhsmoOeBIC4mp3z7htZH2razKUiVmfeilnVu68qgIiR+qhjMTl4gRo0TklVms86C2UlEJI2mbwwIjWtgt66CHAZFW/ToxZP7akAICahN2nH3bLsb5Mb6JTq0tLsgpwyMo+Gpvbzh5OThprLAYCYlNa8qNLXfAo2UgCI7gBSAF3If1cBVDw6fnLLRMvBE1d4xV5+8vHDh8fJdz3X9tA0AinNIfPW/DIFoCvec9asow/f1lB5f+ngVpemXQrbOnGksrisBE576Ir1519/qKXzamaZdFJNVVlhbm5uXl5eXm5ubl5BfnFlFYFO/05MGXRSTWVp04W5ubl5BUXFVXiiQB2vNlEgcL/EndvtPMN5xsT1voFXU9KK3r++f9p35mA7EVDvNX6SoAqAXZ0eHr5j1GhTDVXbxavOhEffOHNshmM/cVDrMRIpgD8MOY+SuH/yYMv+zus3nXl852F6KTPtjv+a+WIgB6A5q0MF0DE1bwqCJpprywGAquWI5bGUfMHng7LpWMYJlwUOxnYjF/snXo5/l1//4WP6mS2KMhoAUh0pADbGuhuxbkxvABGAoR7P44p4/Yp0/6nvZAMQBug1fu+1u6Sm3l79E9/zM8XEhAFUxk52v/2J5x3q3xedndJHWxJARdt+49kcds0v2dsz/2rMnuE4MQAwd9weFV3cmWvrP1RdcDLVkAIAZVP7f25hhXyOO0AK4K+jti7reuimiQNlRbR0bMftDr+ZjbUdNXFJ7IL4sJ0TB2jpquKGzzwgsAJg1JDfXzqxbqSdnoa8juPYPZHX3lfVfq2rCW+Cw7cOGmAkCRoDR2w+H5VWSWzf7NWmf4rattDRQEZMS2/Ayl2X0j7Ws392SM3lYjnRIbsm9NKSBBC1Xuzt96C0lNpaAXyJPrF5stP4idN3nT975eX70oz05PMeQ6yshEClF1IAGIZhGIOApfltcra3Hj5tmf+9a7fSCkgZrxO9NyjLqQMoDFnJXwF8j4Yq7MHGKf21AUBaxXDWxYKUSoGu41IrKuOXzrdTBFCS017qnlJWwLPZ5zy5eWDqUAAxEDdcefHY62/Gi/j5xo21OiZSAIoD+68Ju1/OEvALCzX77v21qrpyAJK2vRYHPcNjPN46q4YSs2JOX2UAKXHcNNfH5bkCPB5O5Yv0U8Ot5IUADM2cjkTUYrz0bAOGj/IaZ2EMICRj0M8r7VGxYB0eJhFLWj/DQQMAxGXUnENKXtby/iFSAIjuAFIAXch/UgFgXIxFo5Z9+Pjy7rXbD1OLaEQuxmn4/On+4XU9cAYg/VsVAIYx6rIyY4/uGW2kJychpm03cs2x6HR8VZtmik3HajPf3T7ju3/dnLnzFixYsGD+3HmLVi7Z7OMfk/qujMS33WEzsOoPafGnvfetnTtv/oIFC+bPnb145frNftFxqeXlnT2aicPACAWfUu4lPnqc9L6kgoJhWG1JysXjzgNtRUBNUAXAxKhZL85t/HeQhZGK3dCN50IzUtNSI047D+wnDqqmSAH8aZhEVsnrO7GXbj59/6EKY3EwDPv87NiquaIg+5MKoP5d9eWlFrpKAKDW22n1DUqB4AqAy8ZqP75OjImOu5dSwiGzMAyrLH93YrOijPp3FQD2/Pr2KYMBRAB6brx6/i2Pn3E/X4zabKMMYqA8e+XpF1+a9gLgZF/bud8OJIQBbLYtC8nknecYRYyU/VNNVQFApYfTlkfMQkGnufJNLYYR80L/3d5fDEACrLfsu5ZJ7FQAhE/UmEVm2nIAoGI2cNUdrKjtCtkmkAL46yDg8xMu75oxUklcQ73XgH+Ph7zGV7cZZFDLq1PO+Syzt9A1Ve+9cN3ZJ6lVNEHGtfSqd+nBm1Y4aqpomKoO33TgSnpWbfMXVWrBfV//+ebWGmLQa+5Mz9tJeTwMAMYorHx+YvdkW30xCU2LcYuOJz0vYVJ+UplxmFjulZDdEy20FEFIZ8i6s+dTKquYLRcCsDB87ocXCQn3Hzz5XFNNxTCstuJ9sOcQS0shUEYKoBEOA6vJeHHvWszdJ69LWVQmhmGluQ+PblCWUwOQ/xkFQKvAkrZPcdABEJLTGLruZkmGYDU/oy7/7aFew4wAwExpgE9ccT2f6ypTz69fjQMpIYCxhzbHlXz9/4Tce167DEABQG3Uzi3XawgCd3mq0iJOO4GWGICBs73ri3qexxiwyVjOiZ3jekoAiMsYL4jIfyXAIc+kDzE3VkqrSQMIjxqwIuYjhvF6piwM+xS3epCTCICkssTyuCvvBZsyR6/Dnmx1dtAAAEl5+3W3Kj7wmf+FFACiO4AUQBfy31QAGMblclh0Oo1CojS2+lw2LetPKQCMUVv/4Xr49jGOOtKS0hoWUzZ53CnKbtHQMSkVxa9v3PBcuWaynYWekrCQsIiIiIiwkLC4nCTO0mrUvDUeZ64mf84jtdlEgEGty8m8ExWxa+WKsXYW+koiIsIiIiLCAOIySuq9R4xa7edz9c37ElJnujNcjMNk0ChUKo3GaGw6aopTLp7ojALgMKrLnwX6LbIbaGxiYL92b0TaR3JxcealUzMG9hNDCuD/AC6Hy2qgkIhkGuPrIdC/SAFUvykInmamIwcA2rZzdj2mlfD5NM0bNr2BQiKRmzfuFlABcDGs5lPo1q0W4gAg3Xuis0fc7bzWxbE+5ZbPgtHmYgCgMfPCyWff9ijIjd3t6gASwgCWm5dcyGBgPPfVq2GVnt/SSwcHIKVvNzW08jOfDy+CwmnAqhJOrBjYQxRAVEJrXUJUhuC7JmAYhmG1GVVhE0w1JQEA13PKrpdYGZ8AkAL462A31GSkXty2yl5LT1lZrd+0hV43Ej7hW/heKvnLveuei0ZbKqjq97GZ53nqcVkZVYAiza6qfBN1cu1IWxzIGfazX3cuKrWu7tu0b0bRA//ji81ttESg5yxnj1sPcwm8Aq2u+xx9bN4QOykhnIHDmAPX72SRiT88pm66OQX/0PPo/N76yvKgOHyOR9ydHDylze84DDqNTKFSacymlqv8fbAXUgCt4GJsOo1CIlFoX+vYn1YAjS+I8vmz95jhJhIAGvK9N5xOry4TLBhqZVr8Sk17VQCFvsrzol9XkPi1+rlx+9z6g7QogOX6RWfTKU1L+jNTw9ZPFQExkOq7+uz5bL67oranOj363ATQlgDQmdZv35Nq3ru8NmANN0449zcFEJZSdDz65m7h90OufBl0egwoiQLozBvm/oK/2yWnHB6xQBdARAFGnjj9/Hvd7MYIsgpyPEeOMBQCUBEzXXsmo76Kz8+RAkB0B5AC6EL+qwqgLSwG9Y/NAsAwKr3q5cOTy2ebqSiBnPqQxWvD3r2taGqBuQ2Vha8iIlymT7PW6aFvZGTlYD9qnNOYsePHjxk5bEBfC0M9dUUT61HTNwVFvKipbLnCjZ7/5fHpwDVjRuurGeA0dXva2gwZN3rMuAkTRowYatPH1FBbz37YAlef+Ix8Mk8JLSDVRS87NQuggV7+/KbX3Ek2Bka9Ro7fFnnzfS0Zq63KjAqcMbAvUgD/j3Ax7PPTgF+gAMgfY2+usNZXFAPQNnHae+FLQ81P9aUrygRSABiGYdRPd265TBmkByKiosr9pjsfuBR99cmnGlIlvqIw6dKjY8sm26pJSkvrOM7eEP45tcVS0qqHnoGTQVwUQHHRHO/k9itYuRiGYTSME+/Zx8AUQETHcvCxnIzKn/usySDS761aNFAZAIQ17JddyX/XqR20MYyak3BnqZmuHABo6A3eEVqEtT3o8CtIAfx9cBrqqtNuhO6cNL63opKKkt7gOQt2B4XcSv2QX1pSnJ2TFBF1cIGzo6Gmrn7vyeu2XXj+qoTJ+7j3NtSmv4/etmq0voKMnObA+SvPJL2uYLdchlb78nzwxn79DSRBfdzE3Vdufann5Z2o1Mq7EcvHDJcVUte2HbgtIvZ9Pb6TgqsVrMrCF9fDN44dbywnL6urNXLP4bh3mfXfraKqy96hWQDfpSSnEwqAZxXDbqj88PKCu8twVU0hAPURg7bEPa+gCDZNikEovn1qhEovUQC9YT32Psup4fNFG8NqngacnyUuKwGgv2yW/4sqDGNjGEZ58MB3hjkIA1hNP/LgSQPGKk5+mnjremzcjSbiYmMS7j5Iz2+3qp70+faNf2R15QDER/T5J+4L7+RxMCwletEwBwAhSVmL3Y9is75bkEg5dzx2GYIcANhvmHkxr4Of5ofO3tQfAOTA7pDvw8IWj57no+Ywaj6+vOhxYKgiDgAUHO0333pZ08Bv4QNSAIjuAFIAXchfowCYf1IBMFjUT6mX9mzoq6srJCPZd/bck8+SC2kYhmEcBj77Qbz3wsX91bQUdS2GLFh+6ELEgxdJT54mJz9JjA89f3DRLBtlXTl1Hcu5K3wePCsjN3364DLrs25d95gx00pCUVRcu8+4mdtPBsW9ePj4ecqre3dijnuvnjxUW8fGYcbygNvPyzHqj6e1kwqAnFt833/HZBtjU3tr531eCZ/yCCwMq6/6EIkUwP8rXAz7/PQXzAIo+HjdZYOJgrIQgIrTkI3XXhGYHZQKAeiEAsDYlIrUK2dWmjn2lFfCaasZDXTov2B/ZHzYlbMBCwaMG9LHyEDbaujUf4OSU4oZLT+IMjLC4jYZyIsCgOOwpcF3aqg8pmNyikq+nNttrm0IIKxt2d8n813FT23pyazLTt5jNkATQMRQY6zntS+kzq0CwAq/JLit05JQAADF4fb/xqbTeS1kbfwpUgB/IVw2ufLLg1PHN41w6qOspWugYzRoxPQNO3zOngk8fGDVlKkDzXtZWQ6ctmpX0L2kHAqJIdDXUWLG9esuY0ebS4hr2jn843f2SUElHWtZC9O/xN30mOJkoSwiatff2fPY3U8FTG67MllamB5xfNbgAVKgom1rvyk0Jr22XrD9M7kcNpNcU1tRVFyYX1BQUFBQVFqR8TYpJHCV83grUxN1I8v+s5cH3HuQXYf/vtVGCkAQOqUAMA6TRq0tLC0uKCgoKCgoLCjIL6t6fvf07g32vXvqaOqoWw1b4OH9tLKyQcCDU+trc8MOmigbAAhbjB96/HMJnu+Tb3gXErteR15SCJTnTDv0ML9xdn3ptRsuI6RBBMBxuktM7IcXz04unjVhqF0/hwFN9O9nN3rMlG3+DzNTSsn4FjurskpT0j1te6oBgLnxII/I3Boen9M5NYTa6yem9rcDEJKUM9l+/1rmd/NG0fsrO5cIgxSAxLj9a292tHKAcHv9gXHiANJgvOtwQnbLVoDDaqDVFJQU5efnNz7qwvKa5AcX967vY26qpa6h2mvILFfPZHwNk++TRgoA0R1ACqALQQqAN51TABw2o+hzgvfBMSbmcpLCfWZM8096WkDDMC5GLcy84bF3skNvZVObUVv2hz18XlKPZzV119iM2sqsxNgjixbY6ZhqmdrOO3T8cUEBFcMwNkbLf3ft0J6JPXsqiOjZjV14KPpaWk01rfEEZhaTVlqYGh+yZdn25etdTt14WoFRfpMCINVmxFzdPGO4lkmv4WtWnnr0spxG5WAYVleREYEUwP8rv0YBcPMjLu0a3kMERAA0x+zeGlNew+T+3CvsjALAMBa1vvxN9MPIbWsnWmsBCIGy0YDhDgOtrHDS4LDqn30BCQ+fpVZgbXNv7dO352ZZS4kJgYKSzjTnLTFPSfRWc4xZ+YXPAvfNHtJPQVoKQEzb0sH307uKn5hYg9Xi3wfv6CenASDZw2nKqaJcvrNf+VAYfX3fYF0AAFAfuWXDdUIH6y2QAvhbodcXFaXF3Dy9fvW4PqayCvIymnq97Gz7mOqZW5sNn7PY5dSVxDefSokEgcazHIxZlHHdY/+knmbywjqDl6069eR5cbud1erfvArfttzRWE1ERVndafzywLCUgmIG+1ttwSzOTw47tW3WWBNNdQAZvb4OmzuhANg0QsmTwAuHV64GjwCGAAAgAElEQVRZNmvO3Hnz5s1fuHjGVKd+tlpq0qYjB88/4BeS+Dq3po7GFqB+QgpAEDqnAGhl6akXl21ZPW/O3Llz582fN2/eoiUTRlrpaEmpCA1as8E1JPHF5zwKxhS0PquuyT63U0NJB0Cy96SJQfll/E/dY328lLCtp4KUMMCYcZvj3mIYA8Ow/MhruxwBhAC0je3HjZs1YYKtmqK0CLRCTFxKt/foaSNdok8/bzEBjJJdfXfdeANFURCXVBgybG5QTE5Nq/E6p4qUddl/7eSROipKAMKScj12JMZ8+q78zXkbuXkOgASA4hS37ff47NGCYRiG0RJ3HZqqCCABEst3XckoafGnhqrPb4Pmbloxe8asefPmzZ83b/6ipROdbHS1haVh4No1bmFPkj/l0To6YRopAER3ACmALgQpAN50TgFgbEZF3sPjR2eY9VaTFOozY6rfo2eFdAyj04se3/aaO6V/bzXT6fOOPHhZ1r6jRC1/eipgoYWDoZzy0JXrwlLfVnExjMYofBDnMWeSjb6ieu+Ra/wvPssvaTWBjs1qqC16/Tgl8eGLtC/FVOwnZi13QgEwKh8/PrN0uaOBss6wcZsuRKSU1jMbPyLVliMF8P/LzysALsbJeXFixRJreXEA0B462/PW82JuB70TwRBcATTfqSrv6sbtwzXlW/cBwdhp+PRFnqcjE0rbX1pbnRriPV4bJwIAykp6Y+fu3r/H4/AhNzc3N3c398Oe+1esnmKjIywsBgAAEtqW9t4ff2YWAKf88ZvjQ/oqCwNIGw3dFpCH8VxRzZ+8lMBVS3pKAgDgHKd7xL+u6ugbL1IAfzHs2vT06N2bR+rri7fI7eLKMqYDhs9bdzj4zvNcEq8t+9rC5bBo2devHJw0oYeSLOg5LPA89ii3oH0e5+Ar31wO2zLWQVtaFJTktAeNnL92w/6DBw8fcnd3d3NzO7L/35XTHfvqKssKCwGAhEG//ptCYtJrBFQATFLFx5CFa0ap6sgDCImIiIiIiAoJNSZK1cLUceHafcE331dXCbSsACkAQeicAiB8un1jjYKZhggICQsLi4iIiIiKNr4eCTAfP27mnsDol+87seijuib73E5cSwXAf+Pjj5cStlsoSIkAOI5cfukphtExDHsXGLymNwAACAGAvJaxw4J9G3bsd9m3d++evXv27D3gtm35ZPt+siAhIwOGg8btCnlWjn3dB4HCKL4fuszWRh4AJMUVHMev3rb9qMchNzc3Nze3Q0eOHNi4a8kQM1lJCQAAEJGUM9l2T4BZAN8UgNJUt+33O1QAD3YdmqYEIA4we2N4anaLP5HzntxaIWSiAgAijXx91CJgNn7MzD2nI59nNHWRuDyLOFIAiO4AUgBdSHdSAFwut4FaX5D96unj2Lj4+Pib8d+4cTvx/vOMdwX1VA4XwzqrALhsRsmXu77uE0wtFCSFrGdM8Xv0rIiJccl1by+d32Df31xTzHD02PUBpy/F3rt/59bXm95KuBN/MzbCb/O6sXo9daRF+86bf/LpyxI2xiHVvQk+9W9fux7akhYzlwQ8SC5uew46hmHsBgqVSCRTKHQOpb7486fnjx7euNEqXTdvxiU8fvgqK7uCTOM7cU9gBcAh5N3zOTq3r522gcG4HXujX3+oae4LIAXw/8xPKIDGXMMpLow7smeUmYG4GCj3sVx3JiylWJDdx75HpxYC4Bsq0u7ei/JbZOOoqyimZDlozNgx48dPnDh81ChrXVk1nIKqzfCpKwLuhL2qKG19wgazLjszfOvWlcOtDTSUQFhOHaempaXZCA6nZt6355BRk0fb9pSTkgCQ1LUaearwQ/UP6w1GUaLv0VEiisIAYqPGbIxLwzCBdELTDcuLbxzZO9JUGwDkrczXngl5Xd5xOUEK4G+Ei9Frq4vSHl31dVvuNNhU28jEysphxJgJ48ZPGDqwb68eOtp6mkYDJi1b4xcTlVJWjGdwOsywbErJx6v790w2NFOSkdGasPDQzbvZ9TzHLszqL1l3TnrvmObUx0hbSl5BWlEFp4HT0tLU0NDU1MT16G0xYJCjo52NtqoSgIKh/dCd0Tc/EATcC4BFrS+8d/TYjhlzp4wYNdrJycnJacy4caOGOPU3xWmoyygZm9pNWeISGJmcm4tnf88wIgUgCJ1TAJSiVy+OTVk602nU6NGN78dpzIRJw2wH9sKBtLqius1w541u0Q9SyllkgaZJVVVnB+1QU9IGkLKeNPlcQUcKIDP6zo5eClIiAKPHbrj+BsOYGMZ+4XlysQGAEIAazqCX0z8b3GKzXn/MK8zPbaSwNCsl3tNzrolxo0catnz9bWI9rSnrcOm1RTePeG8d72BrpAbCcvIqytrNNb+6unEv/QGjJ41z6KulLA8gIiVj4/L8Zs53E5WdFrFpNoAEgPI0952JHe2K0PBwz+HpygASILJ0++V3LU+zpZVnpPiNXjx9xJARTk2MnTBxeN+hlqogoSqr0mf4tPWuVx6+quTyW+aJFACiO4AUQBfSnRQAh8uuKsu4Grx50bzeNg4ODv0dGunv4NC/7+BJ41d4HrqaUdrYieicAmCxaNnpVw9uHaCvLyolauvsfOxJcgkLY9YWPjzhOdfQSksIZDU0TK1t+vYfNGCAQzMDBjj079/X0thQVURSThasZ80KePSihIUx64sf+HrM1jUz0ZB0XLspIj2rpoOPLBwMK/506/Sx5bOm2/Yd8C1dDg79+9kMmzt985ngJ/kVfCf3C6YA2GR66ZNY19kzLM0N9SfM9bqVkNuyB4mvyrx02nlQPzFQ6zFqzMEbD3NpdD4NE1IAv52fmwXALS1ODQkY38dGQlxEqqfBZDf/ZwWFv0IAdG4WQP6D56f/HTnUzlxHFWc02GaOZ+j9R0nJr16n3rkf77G+t5mlJMjJy6hajui15lzwi+JW8WOzWNWZ2V+unXdZ7Kyuro/DqeO+oqok47B4nOvZR4mHVploaADIGDksjCFmd3L3vm9QU+57zxksAcIgpObkvieuXLDvo42Ul2WEBzhZ9RYSAjETrQnu/s+LSr83WkEK4C+koY7y6W6M//qFE/qZmpjoWTpN/PeId0TCo5TnL1Liov13bHLqaysvpaaKU7OfOnpbUMizgqoOxmRcEq3o4eV9M8abyKso6JpOcvG6+elLPR8xxWYw8fkF2bejvdavGmrXB4fTbiwv6mo4DQ1Fu+mTtrt6nXDZNdbOWkJIx3TIVI/bD3Mb+J9q2zoibAa18kvOh5RXyU+fNZKckvLw5qPzu5ZP7WesriQpIqdh3Hvi5qDzj4pLyB3PbkMKQBA6pwDY1LranOTUlGffePk67da5SwemW/XASYG4lIRKz2FTN4R8flPGEqD9rq3JubhXV0kPQMxywuhTOaX8FwIwMiJubjJWkBQGOeeprok5GMbGMNYLz5OL9QBEARzHrfOPysrOJ7WbEsX8lJmwb7m2LA4ADIaau6YWttxxAJ9fkp9w9fz2pQa6Zmrqqs01v7K8gtWYXmsC7yb5u47rYwYgIq027sTHpO/3hfPfRW9bACAJIDPx4KaEjrZ5Id/d6jpRBkAKdLe53cpquQyB3UCoy3n25uXTJ0+bH/Wb1ISLse5TzY1VRUFUUlS5x+Dx60OyX1fwDhwpAER3ACmALqQ7KQA2h12S/+LEobE2FtAOcU31ASuXHk/Oaxz+dk4B0Jh1qc+CNizupaEmJKfiuHBVcFp6DRtrKMqMc989RstMrv392kdAEWzmzD2elFzCxhh1BXePuM/A9TBWlxq+cWt0Rk5NBx9ZmBj25VXwrs39TRtteSukzQ3G7nGP+1hI5berjEAKgEHM/nhlz1YnI0sja6vJhwMT8wvJLR9vfeXHqFPOA/uJgWqPUU4H4h5kU/jtUI0UwG/nZxRAVf6Ts35THfrKiouAnuHArfsTs/Io9J9ZKN8CwRQAl4M1vE0OXLu4p4q4sJDS0JXzPeJvpxTWMhsXDNMZtIL38Tdj9s9aMkgJhERAxWKq67UHpVi77EWozn79LDziclRUZNRXIsJD7r17npPNKDyzyUJTGUClp7PLK2ZJZwburSKb7nt8qZk4CAH0m+Z9t8NZom2oLk457ze+r42kEIC2lu3m/U/yCjs+nxPDMKQA/kLIlMKnj46vX9BXT09LX3fowmVH426kFJQR6CyMi2EUQnl2RkJ42M650/trKirJy1mMnHv46v0sEpFfZqGUVDw77jrPxlQOp6Q1btah63fz8B2er87BMFJt/vu39+JvREZeaiwvkZFRUZfCElJefkrLfBnsN8exj6SyieX0lWefv6pg0ToxaYbbCgzDWDRWdWb6qxCfDdPHaCmqgJCcxpSZO6/dzsXjubynQGMYhhSAYHROAWBY2/fDxTCMVkPMexh3/cAKOxMTABExZS2bwz53c0u+ExCGYVR8YVzAIFVzIQCjkeaurwrr+Fas+OQToQsk5SQANBbO8HxS0ngiQGZQ+AZrADGAyUsDkt5h7Wt1DMMwcvmLqOlK1jIA8naq8y+/qW4za5JKrs58HX0pJiIyornmDw8Nu/n0xrsiDv7KiZl9jQDEZO1WXS9K//4xt3VZt9y2aIEsAAzaMieiqIOflkTN3+YIALLQy+Xo/by2EwbaP+qGOkreo9i4g8vtjI0BQFRGvffho7cLeJ4LiBQAojuAFEAX0p0UAIfLIdQXvkwKOXls2449rdnlctTjTFxMclFdo9rulAJgEck5d6+5TR5hoCQtoW85ZZdnYmF+A4ZRSz7fOrp/Aq6HupiQnp3dlBVrNu88uH9fm1vv3bt3757de1w9XE5fuZqSX0LGMFpt3p3DbtPUTI3VpUZs2nb5Q25tB10WNobVlKTdu33az3vHrr2tk7XjYIBPyP2kT1V4Jr/OkSAKgE6ueHZr38zpRvI4eXVNu0kzV+3c5eJ26JC7m5ubm5u7x9HdO9Y6T7TQ0xYBaRUj4+Fzlmzct3vP6QuXnr0qrCdyW20ahxTAb6fzCqApr1d8ueXvOWNAP2lpETC0HLFjf9TLdyTGj46O2yOQAuCymfjHO9ym66uLyABu2NyAO3dySTR6y4nPbAaFRs5JuOE5c6g6iAIoTdq/KYHQfq9CLrOBhscTCAQ84St4fD0N41KLsbSDk3soAajoWG45W86q+ZHkcDGs/K3H3CX6ACAFBtsO3f7y/YMAmpJRnZMQ4DXV3lZcDEDPbMj2/ZfffGxgC7KCACmAvwwOPivrtofbbAtTnLa2zYzZh6JvZ1ZXt5x3w+UwiWVlb2Mu7po0xkxWWU3HaLar5528PDzP8NiUkuSnfivnWarIyJqoD95y4Ep6DpH+3TE7l0WnU0ikb+UFTyAQ8FQ2RsmvfBG4e5qdjpCBie2qXVfefiSxf3ZIzWWwuVXvrh12G6dvKgsAPWynHT7xvKiEzuVfUSEFIAidVwA84VLI5MzYjYMn4QBAHITGrjj9NIX+/XMoKOUpVxeq2ikCqDporIhLr+TrRIvuuHkPBxlRALN/55x6Q2msGrNDorfaA4gCDJnneT+Fz7X0upykTSoDcADivZUmnH9cSW77grmMBgKBiMe3qvkpLAqVjBUG7pzQQxgkJaVmur4szxXgYZQ+DfQbDErCAKaLnbzf8Ne89HT/cf/0ABBWgMF+J56036iGFxwKlZ59c8uwKYoAIAIwZsmxJ294/RApAER3ACmALqQ7KQAMw1jMBgK+vKQkJycvLy837xu5eYWFpTXVhAYmt9N7AXAoRQUPAj2m9zJVUBDHDRq15mzMp/p6DMMoFTl3fdymqpnpyknYzJ5zNO7em08lJYV57cnNzc0vyCutrCLSGBjGodWWPPQ7Ole/p6lm40KAzx0tBMAwjEkn1dWUFhfl5rZOV25ufnFReV09hcHi+zVFEAVAwhfdCl06bLC0kBgASMgpqOJwGpqamhoaGhqNS0TVVRXlJcXFAIRFxSVkFZTVcIpyQ53mB5xLLijjtOrGIQXw2/mRWQBcVlHuo8Aj0wfYS4pJgqp2ny27Q5NT62g/c/53OwRSABxmTarX4Fk9AIRxMMzj/MtSPt9pqIWPAlwdQVUIwGzBSJ90goAHV2EYVp+ef2K8taYwgLXRuDNPaWy+p1d3AJfMqoj0mmhlBgBShlprbt7I4nH+YOtLGv9ZmpcUeHRafzsRIWGQ1+i9ZVfoq/cUvtKuDUgB/GWQ8x8/CFgwr4+ENM7SzNn96O2sKl4jVg6tKP3Sru1jNI3VZSXsl/97Lvl1Ka9syy3Nf3bWf6FjH1kpWb3hA9ZfvPS2miDwlu48qEvPjNi0YKCOhLSN+Xi3Ew9zyxi/pionvYu+tn2AvZ44gKrp8C2uCdm55PZHEjaDFIAg/CIFgGEYhhWGLtw8RBRAFKDX9CMJd+t5f5NvCb3my8u9Jo56ACKWysNPJZYTeeZRDKt4c2HdCn2QFAIY47E19utoue72HY+JmiAEoDNkc1hUKcbTOjTUZT1ar+KgBiBto+AckVIt8BFJ7Gri5SWzbGQAtMTNDl7KqRXk9FZ8+qXLC4RVJAEkJw7acKeA99wEFsbJjFk/cKQUgKSC3D83L2d8f4JBMyWRS3cOBABhAPNJB27e49XuIgWA6A4gBdCFdDMFIDCdUACkutz7tzyXOuvJKoqrq/Rd/E/Ak7c1DWwM41JrSx4H+szX7aWvKG45d2HA07RqgXoe3AZ8/auLJ1fb9emhLdZr1pKAB8nF5PaJ4TKpdCqRQqUKMFm4AwRSAMSyB9e2zpvdq0cPFTWcBg6nrtYKdRUVJXlZCTFRAGERMXFpOQVlVVnpwSPn+gUl5yMF8Kf5AQVQUpR6zmtiPzspcQlQ0jB3/vfM6+Tyhl/dcRZIAbDpBXfWmzupA0gbwpTwO9m8v3ViGIb/GBPhDNpSAOqT++64X8oWMIdRKl9fPDVRTUMMQH+mo1ty9Q/lTA65qDh61iQzWQBxKa2Jq24XfxKoy1dW/uHCUac+fUSFRUBOxXjav2ffvqruxFYLSAH8XXBqM+Ovu0ycYAQiOg69l58Kes57Owkuh1L8wNt7nrGVthSYz1nge+9xPo8dLFhlzx6fXbXQQUteSE3PcdW6C89Ta1iMH696KZVvIsM3jRioJyNmMmHo1sj4j7VUwV1bh9AyY+MPjB5oJAOgZT5mp8e93DwKUgA/yS9UANyqmLW7xygCiAHYzvK+90AABcAhlhRdGDfBUgJAS8Fwy6nMat59TUpizL5J/YRABMSst1w5/7H5Dx9eh66bIAKSAJqTXXff57mdIItSdO/0ZMWeEgAag3S3JuUIeEAFxqCUPryyzNxWAUDRXnvVrfSqjvb2a4aZf//FAXMdOQCwtp5y+g4T4zVCp2CloW7jzbUBhOUNnM7mJPOczc+HmtiNB0dLAAgDWE8/lPCIV4KQAkB0B5AC6EKQAuCNoAqARa1IeXpx68ahOroiIKPW02HJ0eOP6yobV0YyCJQP18J3DHMwUQPlAU7rLlzLaH0sLT+YJObnuPA9EwaYqYKS2ZBVfhdelJW167QQsu6+TgxLSHr8rgrr8Dz1jhFEATCZ1PKC14+TYq5ei4iMutSG6KvXz532XLfMvoexCMhpWFrN2LzHL/h8cELi08wv1WRq6/WcSAH8djqrAJgVby5e/Levrby4CMjr2i5ce/bJy1Iq35XGP45gCoBR/Wyf1WQjANAAQ5dzqaX8HEBVWuip0aApBmA4e4B7sqCzAIoT7nmOt1EVAlAwcj7q/ob6Y4cdUsqexy/R6a0EAKaqgz1iiynfmwOAYRi76l1Y6CpLK0lhAGlNq7lrL/yPvbMMiKJrG/BNd6dSKoogkpK22KLY/aiIYrekLWJ3iy1Y2Bi0gdiKdLNLs8GysMT2znw/AEUaBf1eONdPmJk9M3PymnPu8/ELidPcBqQNQAqgk1GWHhF8YPr0fiAhbdhn3K59T1KKsEa+fWJ8WsYzX58pPQw1ZcFy0ZJzbz7lNnRObMpn/+vrhw/RkwSFATaLjp1/Q6DwWx65NQVW+Dbi7LL59toq4mr6E9zd78Qk0fntZABKiCEnjjqZGcmLgYy1vcupgJgiKhfFAvhD2ksB8HE87aXHlJmawiAkA90Wbr71NZ3X8kIAnEPjfN21ZmgPWQAJReupl2M/kBt5Sdi3/QfmGUiCKID9kmsfP/58P/SMsP0ePUEJAPr8N/HAF3LDT+6sdFKI90h9GTEAGfPJ026VUFo5CaAkLuWm8+jeUqIgpjJgyYrwYkorY1qUJ+Q9dhmiKgUgrGa5YO2rUmrDITqLWv7CZaa5AoCUrOrs/fGlzcUM+AUBjme92TJtlgIAiIPqf+uuf81p7DikABBdAaQAOpDOogBwHM/LfXdkk6FmL5Du7rBoQxClQSTttvRTWPTi7/evrbMy7a0nYTx/3vGP6Q2r+MrcrHe3Tu1aNn1oXyNFkJDT7Ddprbf/xwQKVhMMH2MLaAnvr29cOlxfXVJex3z8Ap8rgTFFlHo1Nrsw59Pz53fv3Ar5nkxhVeE4jnFwevzbKxuXDNdTlxTRNB4yY8vlm58pxT/ugE8iRj26smbqusXzNp+8E5qFM35/F3MmLf72xTlDrERA3cRp6qHQ6MKGx2CYgMupqqwoKysrbQiDySWmvb94xMnGQgxU9IeN8Ax4/LWggFLOZLLZvPoNFFIA/4LcbxfWLBAFOYDu888cjG5y9SKGlxe8vei3epiDnoyscHeTcW7bbn2JK2114anKK4l9dOLoge1bj1+69y62FKvbKW9wkQpG5kVPJVlNAGnb/+YE0htdZYDxqmi3Zyy2lwKQAHE7h//OXfvQ0AKU5r6+fWGx4zhdEAcQHbJu0b3imn3SeIU0wseAW3EEesOuJ4P44vw190mTByiIAoj0dV5+4WNSVf10lsbfj7i+ZdfuAzu3Pw5LKCpp9Mb5eeQ3B2cZScgCCPUc4+CbkFHR4pf8qsLoSxdXDx6mLSYOmkajN2+78z25hYkDjbwHpAA6GYKib9/917sOU5URV5ZUHzXO+dSN97mF9d48Jzc9/NpJ5zGjdcRUlRQ1x7vteJSaQvv1IIyHV6Z+DPBeNbpHdxkhJcu5zkfDXhKYzQ1/eRQyMSn6TXwCsax+HYGVFn56+GCvs/MwXV01Odk+jnN9Hz5NpDH4PzMlxueVpoW/eXDs9MEDe/cGBn3IJJazqpsmPjk+Luzajctn77zNzGzE4RXnvb12bunEMZqyCgBgMGO67/O3ORWs5rY6ZDIy75wYYWomBComTk4nPiY3XjLr3EFXVAClRR+Ob1aRVwdQGLHG9WFxo3eOcZlVyUEPLu47cfV+ZB7eiCRgxUef2rDcvKceAAhLSY4/dS4q/5ccwqELssKunT+6bevhExeevydxGDX1Hwcv/XZnjd1QRQAx+e7DF6669P5D3RD3/LLCyAPn1g4aqCcEIC9vd8jvXUHdLyWVyQ+DlxmoSgmBSE+t8V4eEQWldTsOnLT0IN/1U02VpQGge7/Z+wIIeI3lEJTyqJ/vBX79ktZwdgyf8unBI5/5S0fpyAOA5qix3k/fFeP1tjGqzI7+em/b/r17tnrfuhuWTvppH8or0h/5DpfVEwJQ6Nlv9pYDYfl5dbuIJYmJt9dunWmoJw0g3t9g5t1oGrv6yWMCLjP58UM/nwPnAiJJjck4QdK7U+uXm+hpAwCAyJgzJ9+QGi0GSAEgugJIAXQg/6sKAONyywsLUr9Gh4SEhYSGRbx4HnTp4j5nJy0lDZBQNhkxyfv6lfshryPCw8JeR31MyiSXV7TpS0XtLABzfQ0h7SFDXQ6cvRcU8jIiLDQ0NDQ0NCwi4vnDoCv7d7uOttRXkRQVVlDXMZmydvOlyDcZZXVaEQzn0Yvi79/YOn1ib3llEWkds1FTNx4+cefli5DQ8LDQ0LDw0OAXz28c2rNsxqwJM2Z73QxKLaVhOI5jOJ9e8Nn/8saxDjoiUsLi3czGTtt47NTdiOfB4a9eP3l087Cvy6Sh2lqWg6YuPfEsugBv9R5tfJxTQs6K/x79OiI4JDQ0LPJNoP+JTSuHGPUWBgU9G7tFO/ZdCXr6IiQsJOJl1Ld4IpXG5LfiqwGjOPXuhZnVmwKOHrv76WsCuykpgRRAh4Ox+RU5KR/evgkNDQ0JCw0NeR196ciKCcNFQApAeeiyhXvvPgsODQ0NCX7+KvpLek4Fv3ZicCWf/ObaxjFjekvKAADoWs3y8vZ7+DA0MiwstCbz1xASEhweHvElhVTxy+yAoujEK87W5obqKraOy88G5uF1dgsT4FxyXtKX6OCQ0NDQ0NCI19F3bp1bNVVGUhFAwmDYELeAe09eRISHhgRHRLz8lk5j1ax+EfDw1JunV1prSQCAqLCMw9hlh86/jHgRWp2k8LCwF5Gvz++bP2q4jIgkgJCqwSivW3dT8ZoPiJx44qtjM0e57zt988mr2iIcGhbxMuT5Ez/faSYDNUFcQkyy73CnXc9eJDEa1BO8lGsu3uOUtHT6dtdY6Hnza1L9A3Acx7HMJ692DusmAwBSfadsOfINa2mbNCZe8vbaxtEOOsISAADaljO9tlx99jT8ZXhYWHiDRx0a+imZVNkwcThSAJ0PZlHRh+snVw3uryEKIKegNcpp1cFjdx4H1TRAYRGvHj+4sX/3gjFD1GUURcRUjIZM3nbrUVxJ/X1juGVV8XeuuI0f1FtJXEHXxvnAyfBMYvNbVHDSUl7dPOy1Z5fvxat3ngRHhP8oLE/unj262nFCP0VNRSkFg4EOa89fe52Vx/il4eFzSjIeb9/rbDXQ0EC/z5zVJ0Miskur58JwkgLv7pjiONTCwWXX9nMP7j+PDKspiuHhkc9ePDtzwGXcKC15BQAJdUPrJceOBaflMfh1WggBzqWRMuK+vomMCAkNDQ1/GRV469ymJSY9egiBnJ6NzZKDp/yDngWHhIVERL76mpRfSmfx67WKXUAB8HF2URgZQNEAACAASURBVHbcp+iaqiP89bubVw+4TJaTUgCQ7j9htOeN+0EvQkNDQl5EvoyKyyhhV/JxHMcxFp32ZI3r6F59bMbO2//k5uPQ8LDa9xMa8TLqwb1rXstNdXQBACSULZ3mnPz4IefXOfNlWaXPN04ZYaambGo7xvNcYmXRz2fMIQa773RUVgUAEXndsatXHH0UHBIaFhoa8ept0O1zR537WGsBiEqJGk9adPJbbOGv31vKMgqeeE8xlxYDABUT3UVH/G4/eR0ZHhoWHhoaFn1jm9dsC2VxAFBSsF+51v9jNq9WYfDy2WkXlk/z2OR17sGriJDamj8sPCQs4s7J5aMm9hKRlQBhLbOBqy5eekthNTCs+RGHz8xSNejdU0XJaf6Wx+9x/EevhleR9+3C+Fl9QRgAFPTMFx/eey34dWR4aGhoxKvo+2fcvBwVtWUBxFW6jdm0/UF+cW0Ti3GZpU9WrhippdFv8LwjYXeeRryK+FHVR7x88/DR7W3LjbtrAwCIKpiOn33qy4e8xrMrUgCIrgBSAB3I/6YCwHABoyw9+OmxtTOtrAda2Vjb2dhYmZr21VIXFxEDEJFVVtc3M7W0trWxtx/kONV5v9/LTEKbpr+xSopj7l9dZ22hJw3C8krahv0trW3s7GxrsLOztrQ2MTDQ0VBUVFDtYTRo5urd92I/5jAbTGTmCzg56W8unVsxfriqvKa8gqpu7z7mdtY2tjXXsrGxsjDuo9vb0GT8DI8bT2oUAI7jGFaWFP/koM+cgSYqMkpycqo6+gbmdtY2dvb2llbmBoZ62qra9kMX7DsWnJLPan7/5LpPjonRY15f2uExa/xwSytbW1s7e0vzfj11FaWlAEQk5BW0+vQ1tbK2sR5gPmzM5A07/d9/LWK2Yl8zWlH8zTNT7SxFQFnfYdT2R+Fp5ZVNOACkADocQTGbEHjYedokWxsbaxtbW1v7gaZGumrK1V8VlHS0+lpa29jY2lqbGY+btfrM3Sx2zR7hrHzOe99Ztt2lareUVO1lYmwz8GfG/4nVAIuhg4auPPySmFo3f2Q8fr3DSlFKCEDF2NHnAgH/uXYT4+KMl498V8y0tLKztbWxtbMfaGnRX09DCEQAQEpJsae5pZWNna2VpdmwYaM2nvlMya4Z0mA4nxF/19NjvJx2d3kxkFNS6WVob2ddWxhtba3t7A311FUVRCTVtfTMlpw8/yrv587QvGRi6I5JugZmhqbmde7Ezs7a2spYT01eWVqsW/8hI3c8CU6iVzSSaUvf+4yYU/1FBgbMOhwZ3Ui2Lct8sGW7FQAAqE6YvCckhd9SkWRT8E8+s6zVa3fvlFLtZdLffsjAxh61leUQW1vXg5HZaY1VYkgBdDowFjnl860tG6cZGHeXkhZXUdXo3ddswAD7msxhZ29pYdqnZzc1VRm5bkaDx6w65PcyK7e03j7tAi4jIz7Abb2DtpaCgpjBlMXHQl5llbUQ55KbmRp6asfssUNMLCzMLK3sfhaWARbGffQ0NJRku/cfPHLN8YuvMokl9T6a4jxW/rcLi1cMklMGADAb737zbgK1+ts8N/HO3R2THSy0dfSN+poMsLKp05jaWdlYG/VUU1WRlFLT62e5cM+RJ3GJhcxfQhZiHLz8c/i5LesmjRxmbWNrY2s30NKif09tWQkJACEJeXltQ2NzK2sbqwHmw0aMW7P3Sfx3CrueEun8CgBj4rSwm1uXzLKztbOprvktTA211YVAGEBIRlWll/kAaxtbWysLU4cxU7ZciKHlMqvPoxc/WuE6ppeKRrce/awtrerWP3b2A83NTXqoicjIS0pq2TtN2ffidTq9nPPreJkSRzw/xlRHHEBKtc/CPd/Kc+s+fXbU63NLZ6mr6kiDuFI31d6WNjY21ZceYGrUR0VIXkZCxNjRxuPux+wKVv2qU8Ajxd/3tHE0FZeWUxBS7mNsVl0U7GxtbQcaa+l1kxOW0VFWnL70TMQrep1pZ4IiVvLpZdYDzHX7mv3ShtnY2pn11lZVlRFT1zWwWnPlcnQBrZHF9rzU2+s9anaQ1rf97/xjJv7zpjEOr+TOZdfRw8TElaRBTL2PnrG1vX318xpkbqClJw+SCsqig1csOh+dW/5zMSTGZdIfua4YrSUhr9rD2NbS2q5uo2Q/0MLSvIeqkJScmLiWzXjHvaFRWQxmE31XpAAQXQGkADqQ/1UFwC+hxV6/vG5kbwBhaA4hYU09S9dt9+IT2zRVnlVSHHPvypoB5loiTV1ZWFRDz2Lqgi3HzzwIifgQl0HlNLHIjs1iFGR/Dn9+eNNaRyMDjQYXVDXSH79m3dFHUTFZBQzuz82aBBWVVELim6Dr2+fPtVfRkf15hqiMUu/h85bsf3gnikCgVHBaP8EBq8Sorx7unDu5j7p0s88NQFJJZ+y8Ay8isitbESOXVhQfcHqKjTmAQs9hDtsehiEF8A8RFDITT64a0EOrhVcMACoGw92PJ1SRq7trFVmc4DVDjFRbPg8AQEJEYujKe8lf6+QPfuqDsC3mqvJiAOpmTr5+vygADl5y79ziwb1bvrKUlMI497D85DrjlarCpPR3V+4Fei3o002n0ZP0RpstPhh470Hw94Lc0rq9SHZ5ekiga39DNdH6pwiLgeXSRdtOvwh79TKNwWA1miF5ccfHuhgCgBCAg/OZtzH1D8Bw7odnu6YOAgAAsVG+nkFFLefsqnw8dMXgvoqte9TiAPYrAlNiGitTSAF0PgRcJqMgIemT//WDSxcNNOwJUL/ZEFcQ7jtq7ErfYzeDo+MJuXROgw0kyitzIgK9po7VFpeT0ew+wXtfUGpGSYutILssNSJ4/zxHE1V5sV9/UUwO+jk6rfE9eTv0bUJufimH08By8dnFyf7LN45W1BAGgEFTt99/kl4TYh2j5+Qlv3p259DWGZY2WhKNtD5yFuZOq7dcuPPoSyahuEGMW4yF08PveM0Y1U1equG5vyAho+Kw2O/dmzxmPd/R+RWAoAIn3Tw0w7Zvy1WKrJLuzK2vSenVApfPYed++vru3pndS/4zFFUSa3C4kCzoTF+49ej1iA/RWYyqBvEkBaTYtFMO5npSAHKahs6+9RQAzqDnJb73v3xllY11j3ovUBig14gVvjsefAxNorIa26sC47FpSaFfnuzas2y4foOyoGo6cvKuoKs3PsTn03/tq/D4tPiX20aP0Zdo5AEYTB666sjjJ0Eh8ZQiRuPCNvuJp4999dEWw5b4R9SZBYDjAhyn5sV+ijix8+AcXWUZoV+vLi6tbDf7wI3jYcnf835d3CXgc3I/xrwLPL135Xx9UGik/yoB3afP9z56+837qKxKJrfJ7h1SAIiuAABSAB3G/6oCEDCrCmO+Pr18xMNji4eHh6eXl5eXl5e395ZqvL29vLy8PD08vLy37D14+lF4IqmxGDRNw2NWFSbFPD9/9tAOdw+v6st5eXrW/I6np4f7li3bDx2/8iwyPju3rKqSyW52lyUBt6qMnvnl/RO/84e3u3t4enp6enp6eXl6eHpvcdt/7vSjd+/TKJVMDk9QN/oRhmN8VnlJQXxE2M1DJ/a4VZ/n4bZ5m8/+U3fC3qQWF5Xzec2tlmwIB68kJEbe8T/iu8PN3as6GV7e9R6cl5eH2+btPgeu3n2TlknntGIfuKpyUtynWxfObffee+zK1cjkzGJ2ww5iNUgBdDhYOZf0Puj0of0/MppnnZfsXVM6vLw8Nm3Yc/RS8DsSt6K6w80u4ac/vXhy/4+Dvb2rj2yIu/vmbVu3XXySQCmokz9K3p+7NltNWRpAbsTwTfe+luA/P8pgfJyZ+PH+hcNu7t6etSmrKbNbfybL091t0/btu68GZ5RR6g4D+Fwem1pWFvvy/LETbu7VJ3tW34inp6e724aT96+8ySwrK6tgC+rF8+OXFxW+uXDm4LZNbh61hdjT093Nc+uOTVejXiUWMJnMpowVjuOUz/5BZzZ4eO5wdwt48jWP3PAIbkZCyPWTbpu2envtvfs5KrsVupFThqc/9jvhu8HNs07R+1HF/Pqo3bZ5eZ1/HE8pbKxMIQXQKcF4bC6HXJgW/frWhVNbvLd7eNTmXU9PDzf3HXu3nbv/8H1aFrmMzeXxGqlKmWxaSsyzG5f2bd+95/DxwKhPhLIydsuNBZ9RUBgTFOi3f88Ob/faltXT3c19+x7vC4+ffkzLpjBYnMZDAAp4LFrCs1D/vQd37ti67Wrg65R0em3oAT6Xx62gUzJiX1y5dmTHLm93D0+v6kLs6enh6bXFbe/Vq88+xeVS6azGbgfj4cyMuNBbl/ft2u7h6fVL7VFdfn62XDv2XHrwOYdYxq1XDju/AsA4eHnc21vnjnp5eXs2fEreP9r3zRt3+hy4FU6oqIkNgGEYt4rNoeclvwk/u23vds8fua06v3ls3eN1MvhlYja5itVo7OFK4suItX36qQCIGetMORGSw/x1WI1hAn5VManog7//6d21XSBPT08PD/dt3lvOBL5PTylhVzY93MU4lbyylLTou2e3eG/z9PSobT/cNm04eOnB8+RKKo3J5dcPHolxK0u+3r57ZtcmNw8vrzr5zcNjw9mndz5mV1aUV3CwpvpQZemRb69u2rZ1y8b1F68FJeTUj0Qo4HN5FXkpmWGnDu7Zurm2cfH0dHfbtMvn4M2wDFpuOb+Bm8MwDpPDoRekvws/5eG71X2zx4+q3tPTw81zyy7348GRCTk0Drv5MM9IASC6AkgBdCD/mwoAxzGBgF1RTiPlE4nZxGbJzs0rLKZXtrHNxwR8TmU5rbAwL5tAaOyyhOzsnIIiKqMN4XUFbGYZmVxQ74LZhHwyqYzJbMZQcCsqaAVFebXnEQjZuflFJRXNndL0jeF8ZmUphZyfm93off24P0J2bh6JWsZk8rBWtDACPqeCQSkszCbm5pNI9EomV9BUKGekADoePsZh0Arz85ovGkQiISs3n1TC4GA1HXoBF6uiFRXktnReTQ7Jzi6iVXLrfBDK/XJ97UJDUTFQkp+4y/NpWjkPr9O7wnBBJaO4KL/xEvXrlXNIJUxeYx1CbiW5sCirwSUIhMwiOrWpSPqYAK8iFxXk/HIegUDMzsmiVlW2VI64FeSSokwCIZuQRaVVNBbkQlBRXlyUm5lFJBLyaJXlralrMB7OLC7Kz83KauFpEIlEIiGbSCykVXIbne+DFEBnhs+sopGLsom/VNcEAiEnL5tML20uXB5fwKlgUEkFOdnZOfmFxYwKdutC92M8PrOURs7PzanTVBEIhJw8IrmMUX/uf71zMV5VCZ2Sm5edTcwmU8uYTH69FAq45dTiwpxc4i/3QyRmE/KoVEaTEWRwHMMFzEo6hZSX03yLTyBk5+SSistZLF6DAWGnVwA4hvMryyhF+S3WKISc3DwKncWv/+mCX1VJzs7LIRLqHZ6dSywqb7qqLM6LOuE+SE4JJMQsXWZe/lpQ0cQ3EVZxcVHur9VwNpFIKmG1qpshYJWQiMRs4s/kEbIy8ymlTXzFr/5FGo2c26DFIGSSGCUtfdzgs0oZ5CwikZiVSSLTqprINAKsoig/N7tORU4gZOXk5tNaiD+FMSuKiA06mARidi6hsLw1HUukABBdAaQAOpD/VQWA+J8FKYBOCh/PCLiwepCGuKy03FTni1FRHbCLIKIhSAEgEK2hCyiAf0RR2Osj0/ooSYkJDx3rfuchhcVt2+RExO+AFACiK4AUQAeCFADiL4MUQCeFmnZ+rnN/NRmlgVN3hYVk1UQCR3Q0SAEgEK0BKYCOgV0QtNV3ZHdpMYNhK25c+0ym4W3agRnxmyAFgOgKIAXQgSAFgPjLIAXQCeHTsfSAreO663U3Mpp5+v53GrUVASQQ7QJSAAhEa0AKoP0RcHBK8MWV1qaaKurDd5wMI+S0YgMhRLuAFACiK4AUQAeCFADiL4MUQCeEQ8MSb+xwneTksmXrvQxSU2vyER0AUgAIRGtACqD9EbDxnCeXt813mrV4xcVvSdRWBJxEtBNIASC6AkgBdCBIASD+MkgBdEL4bLyUmBz35UsyMauE1yAwM6IDQQoAgWgNSAG0P5gAr8gnpsR8ik1OobDZPFTz/z2QAkB0BZAC6ECQAkD8ZZAC6IxgOMbn83g8vqBVUccR7QdSAAhEa0AKoEPABNVVPx+1538XpAAQXQGkADoQpAAQfxmkABCIdgQpAASiNSAFgOhMIAWA6AogBdCBIAWA+MsgBYBAtCNIASAQrQEpAERnAikARFcAKYAOBMOwzMxMpAAQf41qBVBRUYGhFeMIxB+DFAAC0RqQAkB0JpACQHQFkALoWDIzM0kk0r9OBaKrQKPRCgsLKyvR3kEIRDuAFAAC0Ury8vIoFAqXy/3XCUEg/hQqlZqWlvavU4FAdCxIAbQPlAZQqVQKhZKamkogEIqLixsegEC0L1QqNScnJysrKz8/n0wmV+dABALxe1Cp1IyMjPT0dFSUEIhmqC4gmZmZRCKxqKjoXycHgfgjiouLiURiSkpK3X7Uvx5kIBDtD1IA7UN+E6SkpGRkZBQUFDR1AALRjmRlZWVkZBCJxLy8vH+dFgTif5uCgoK0tLS0tLR/nRAE4v87eXl56enpmZmZubm5/zotCMQfUVBQkJmZmZycXLcf9a8HGQhE+4MUQPvAbIzKysr09PS8vDw2m93oAQhE+1JUVJSbm0uj0SorK/91WhCI/21YLBaBQMjKymKxWP86LQjE/2uqqqqys7MLCgoYDMa/TgsC8Uew2ezCwsLU1NTKysoflf+/HmQgEO0PUgDtA9YAHMcFAsGPHQEaHoBAtC94nR0B+Hw+ynUIxJ+A43hOTg6RSGyqkkcgEFhtbyc3N5dEIrHZ7H+dHATij8BxnEKhpKam1u1H/ZuhBQLRkSAF0IFgGIbCASL+JmhHAASiHUHhABGI1oChHQEQnYjqcICoH4Xo3CAF0IFgGPZjFgAC8Rf4MQsAbWaDQPw5SAEgEK0BKQBEZ4KCNgVEdAGQAuhAkAJA/GWQAkAg2hGkABCI1oAUAKIzgRQAoiuAFEAHghQA4i+DFAAC0Y4gBYBAtAakABCdCaQAEF0BpAA6EKQAEH8ZpAAQiHYEKQAEojUgBYDoTCAFgOgKIAXQgSAFgPjLIAWAQLQjSAEgEK0BKQBEZwIpAERXACmADgQpAMRfBikABKIdQQoAgWgNSAEgOhNIASC6AkgBdCBIASD+MkgBIBDtCFIACERrQAoA0ZlACgDRFUAKoANBCgDxl0EKAIFoR5ACQCBaA1IAiM4EUgCIrgBSAB0IUgCIvwxSAAhEO4IUAALRGpACQHQmkAJAdAWQAuhAkAJA/GWQAkAg2hGkABCI1oAUAKIzgRQAoiuAFEAHghQA4i+DFAAC0Y4gBYBAtAakABCdCaQAEF0BpAA6kK6pALB/nYCuDFIAf582Z/gOKyEdWvRaf/F/VAM09rMtJaXFpCIFgPjf5bdL4m+c2AUVQNfr6jR6x//yMfz+b7d0JlIAiK4AUgAdSBdQAHxeJbWIkJ6amJyalVtAZzF57XBRjM9hMSjk7KTU9PTUXAq5nCPA/kdbWwG/ik7NzUpPSkzJzMmlMiqavhWMzWBQcokZyUlJSYlNkJCQlpZeSC5jsviNXwYpgH8Bq6o4n5iUmJyYmJZHo1bwWs6tvDJqWmr6L682Pj49O43C+rPXxuNVkHOSk1J+zTXxKcT0gvI2dswZxTlZaXFxSSmpmZTKCk6bCiCHXVpASEhISohPyaGQKtotKwoYuSRCXEJCvUIRTyCVljZV82AMSkpyWkKdkxLiE9IIyRR2a5KFFEBng8dilZGLctJSU5J+zUeNV7jJqemEQhq9is+rzS4Yp7y8OC8nK6XZijo1NT2/qKSSyRf8KDkYu7ycmpedmZLc9Il1S21qJjGvuKKSgwl+v/XjcitpZGJmenJSYkJ8Ump6ZiG9tIrHbznrCwTMEjIxIz0pISUzJ6e4ksltoRHuggoAx7m8CnJuSnJyQnwKsbCgjMtv8VXxSklZ6Wm/vunE5LREAq2sbXVso1SUFhAzEhLqZK+EpKSkdFIFg9vaS/DohIKs+Hp1bGJCQja1gtFk7w7DWeTszNT4X2rZlJS0fBrnjw0Bn16UkZYaXydBCfHJqRmEEn4L9yQoJWX9emJiQmJSakIWrbQVORQpAERXACmADqSzKwAOrzQjLfTYjjljhpnZOszfsPNxWiK1HWpMblle5svzJ1dYOzhOHLnp/Ok3BZWc/82KmJtDeHP15KoZ4y3NhsxYt+HS60+5LA6/iWMJ4eEX1i+ZMtBqgIWpmblFI5j0Mxw7apLPyZCk9ApOo+0fUgB/G0yAV32IPLNp/gBzGzPT0Z4BFz+WNPWKaymmpN09NnLoeHNzM3Pzmjdt3NdwrLPD4fcEauXvJ4abnP5i31Jba3szc7PaC1uYGhkO/m+s+9M4OrO1fXNBOU5+dGb59FH6+paDHKafjXmX25ZuPfvblwCvOcYmA4wMhq07d/Rdxe/cS2Nk31/pO1ffqL/Fj5szNzfvb9hnjk9gIKHRM2j0vPtHBtmNNjI2/lGMjA2MRs2zP/Qlu4Td4i8iBdDJwOgZGWGnD6waO2LgAGMTs8aq2Z+YGhvZOzg677kZlFBGrc0svNzoqGuea2cPth5g2URFbWpsNGrE+K3778cklLF+ZDJeTlTUVfeVMwbbWDV1Yt26vu+IGa4e1z98LeBVtVCfNA0/Oyf68sFFkyfYWJkbGliNmDjd9/GLeGppixmfn533/vLe+RPHWhgPmrFu7fUvSaQmW66aB9sFFQA3OfX5/pVD7O379R3s4rszuLCU2ewz4pOZ6f57ZowbZWpap37uZ2Iz0myu392YfMafJEbAwunBAZ4LJhqbWFhYVF/d3LS/heWA8Xte3E9gtuoaPE7ajXmeMwyN+//Mn+Zmpqb9+y06HvEsp4nTqgoF7/Y6Tx1hYNT/R/41Nhw0ZNSm83FleX/yWYhP4WRc2z7JYWhfY5MfpatfX+sRE+deTY8nN/20+TR+doDP9DHDDIxM65RLM+uh/Wb53fpW2GIJQAoA0RVACqAD6cwKQMAgfbt1d+fYGSP791SWkZNW0rKfuvRq3JfCdqgxOSWExMe7t4yT1urTV2vG7q3PssvZv90J+lfwGEkPnpxYvNzJ1FhLRUFUSNlyyvR9QZGZTHYTLSIn+cEDn6kOxooSItA0KgpaCzfd/PS9jNVoPwspgL9DzZcNDpn4cN2+taOHm/VQFxWWEBHWnX9ibwSlidyKCfik2Js+J9ymTBtr2gtAuN67ldGUNR47YZL76afxSaw2fTyp4jK/Pt3qtn3WqHG2PRQa5hpRNfmeg8ZOm+Hz6PsnWgvXEhS8/Xh22oo5g0y6q8oASCp3N9sRHZrRQre+NrWc/MdrDq93GG7ZW11ERBRAc8puj9DyNtxKoxR/z3jo5eLiPNFavXcjtweiqtOmekUl4HitF8NwnBoXsPv4uvGTJ5j3bHiCtLqU8bjxE93OPIlNafaXkQLoZGDkuLhbbsuGq8o0V81WIwIACt17Dl5+7OqHkoLaMRQ3I+TF4f8mD1CRFG3mXAVZ9VnLTr/6UFz5Y+zFTX38ZM/kYb3FW/xhIWFRANA0GzHrYOgrArfiNwdRgtL4u/e8JozuIa8kIQYAUt0MzFZdvfmxsLix8eCPCqc89vqjYwtcJpkZaSjJAihZTply5PW3vKrmG+EuogB+PCVqpM/FrY6ThhjpSEuJA6iOXLX0Tk5JVaOvio/jhC/Xjx+dN+W/8Sa6kvUrfgBJETULq+Fj1h/zf5yNs9r+ujlF3+OuzNu4aJiFjqJ0/YsLyxnYDxjhvnlrcAJf0KQJKHz7/ZbXogXzJ1oq6cg0kicltZydD35M/VnHVkNJeeJ3csrEhaOMVGWF6v2uiHRP8zHTRvs8PP+J3pa7qXnGFXE3Qw6MnzvRqqeUcL1Lg7ic+gDHEWP3n/D/XoDjdfo6Ahwnxtw8cWiK438TTXQk6p8HIC6kZjFg2Jj1Ry49yse5TWdppAAQXQEApAA6jM6pALAKZkHMK/8TuxeOGNMXJKvrWHFZVUtH50vfPxW0hwKgZcU/2O7hIKyiq6fqtN0ziMhg/Q8pACaTnPb16fWTayc4mimq1zbIUiaOTj6PwjKqmmrgOYmBd7eOG2KkKKtnbjp86oz5i5e4uLi4LK7DogXzN23wvHb/EzGPyW30MkgBdDA/eoCUwrh39w9v85yo3kf5Z/9CfeaR3aHkJvrKAj437fkay1H66gp9hk+ev3CRSzVLXJa4TrPT7KMEAJKiwrpm844deEli4K1f/VLKKnuwz1hLHzQUDUdNW+Ts7OLi4uKy2GXJYheXlZMtLXsqAICYuGifUT7b7+RRcLxeAmt+iJ8VG/rMz232Qlth2doBkpC0iuGWqBfpLX41Kaalvb93dN8WJ1VDlZ8PRHnC9o3Bf6YAaLGfb2xcNVpbVgJAVFfbcuycZUsX15SMJS4ui1yXOVj2njVu0rXPOF6bSgGOE16sMRvZTVK4x6hpC51dli5xWbzYxcVlievy6QO79ZUHACkh0DKdfWhvVCmr6R9HCqCTgZXn5395ePPo5rUrlyxY5Ly4AS5LXF0WzJ473sa8l7wECEkqW4zddOV+cumP+W3c9BdP9053NFeW1e5nNHjSlLmNVtQb1rldvPk6jVBnuhafHBf34tzR7atdl7o09suLXZYsc5njNGVo3x5qEgCiGv2nLfOL/kzmMX9nab4AL/328twy5+HaKkqS0iIiIgDiSrqGrpdufChoVAHgOJNNSXn/4MbJVcPHmcgp1ZoKSRPHCQdefslFCqCasoqcby8unt4z18BaR+jHaF5uyLJFN7NplY02y1wc/3x/2WgHkJXQtHWYNve/HzlmybIVs0c5WXUDEAWAbv2nz/GJiS9jtzw9qS6MzK+33VcMlVKXBBHN/gbDyLnxcwAAIABJREFU5zovdqmu65xnT5pqISctKQzQrXu/xcvDCZmNppD06c355YuHdZMWFwYJ/d72jnNcly5evLi2jv1vyVKH/jrz5yy9H4vjP94uhjOo344dnW1jCiABoGw2buiM5a5LXBYvdnFdsWDqMGMjMRASFYNeDmO334ml47zWd0kEGE768HCPo6MBiAuDWG+HgZMWLXddsnjx4iWuKxY5DXToIwIgCmBgMm3/3pRyzs/1F3wc//J4zZihAKBhP2L6fOdlS2uK5tJly+eMnWGjXq32NPs5TtuVmFjZZKKQAkB0BZAC6EA6mwLABBiTQk0Nf3Z61SyL3lqi4rKy0opqKrJiwpISchpWTosvx35ul1kAtKyEhzs9R4mp9+ylMWWn99P/FQWA4WxGZf67iCtbVo2x7CMrrSgvJ6+soCAtKQ4gbzZpyp7H4RnMJhVA0r27W8aMsNDWnejmcTXqYxqJSiH9SlFREZVCZVQwuVwMxQL4R2B8rLyQkuh/YtUke2VFJVFRBU01JSUFWQAhgG6zj+4Ja1IBCHiE17snzR83ZeTq6xHp2dlkMplMIpMpZCrt+60NO6aoa8uDEACojx626e6HEm5Va99hObs89ML4gUNNZk/wCHyfV5BHJlNIJBKZQiKRK79ePr9+ZDeFaldnPXThldAqvLJe7hFwuLSk9Nf7Vw011RcVk5YQV9TtpiQtJQEgKqdmvPVtcHrT3XpMgFdRS1LvXPKYai0rqyAiLKeuoqSmIg8AAKqTdmz+EwXAK82+vWb9SA1xERBW0FKwXrfq9Ms0Oq2IRCKTSCQShUTKLykNvbzn4j6350Qcry1bAhzPe7NrwrzhIwcsvRmVnV9YQqWQSCQymVrCiLvj5uMkqy5Vnb4RtmsDv1XiTd0eUgCdDQGPx6pg0KkUMqmoiNQQMq2kMP3z5wDPNeN01WW7y+vPXX7y5efiqh+eiJsR/NR3mpOtjs7o5avOhL9OLGqsoqZQqGXlTM4vK+j5bHZlKb2YQiKRGvtlEoVWkvct6Pm+GeNNFUVEDA1Gbj0SmpbN5v9G44dx6eSwgz4zBxj36a5kPaC/jpaeMCip9Oi3/LL/h4azADCcU15V8Dbiiqezfb9estIKCnIKqsoKEuIiAHJmkyYefPkVKQBMgLPoDMKzewcWj9bWUBcTlVdRVFJXURAWBgDFYcsX38ouaVIBxIds/W9+v+EWM0/e+ZSSRaGQySQSiUSi0stTwz6cc7HSVxQXAgAdrX4eF1KKC9ogffi0kL0HpveSlwAhaRXDeft2BWUUFpHIJBKFVlaU+vHb2TkTLdQkAEC6p/T8qw/jKPXOF1QWpl9e7DxITVxMSES5h8pgT6/rb9NKqKSaOpZKpuRQi1+ccr94cv+rvJ/6mM2nf7ixzHKwCgCAtKbBjEORjxMYJVQSiUQqKc+NCTq4Z7SanjQAgLr9nPXPq4qqWntLAjaZ6Dd/nqUcAIipGwz2fnz7YwGjhEIikSgljILPd59sHWqoKQ4AoD2yr1dEFv2nZ8PxhPBdC+ZoWfaZdubOl/T8MlpN6SwuZaS9jL3kbKYnBwAA3VR6bPbLKCU3kQakABBdAaQAOpDOpgDYJfSYwHu7p5noa0iChIycfr+h05dtWzXVtJcBSKghBcBlYFkhdw8sdhrYS15cUgQ0zSbNnr3Mef4wSwMhUOvv6NSyAhg9wlK354xdPo+SM+m/E0YHKYAOpzKnKurA0qk2eqrSoiAuJNRvxsGdq1xnjBERkgboNvuoT5MKAMcxNiM/NTM1PSWnpJL3S8+ez6SnPt9/cLKopiwAgM7gedteM/Nbu4ieL+CXklMSk+Iz0/JLmfXidglY5OiLfkv7KMuKAEDP4a67PuO0eh++iz8k+a+0N9NTlhQCkFPScVgbeGLZYHNzAOEWFQC7GP98aM0sWw1FSXEQATBw2r19887lEwEkAJQm/oECwOhY7i2fsca9AEBR22j9/euviJRSJu+XcM4YjlfQiooLc0vZP/+O4TibkZ+amZyamE2v+vWBCFhlGWHHD08ENWkAgG7WU7e/w4uamAmAFEDXA6so/Pz2jOsCc1l5TUPNiTv2P0svqvg5/ZmbEfzUd6qTna6e40aPmzEJlPaqaTEc51K+3721fugQHVHoMdpu3Y0n8dRK/m80BCx2+adnbtOduukb9Rs2fc/W5eOGDZYXV1PUbVwB8Jg4ISjAd8HIAXqKEuIA3Sym/rfIc/W8/r17Aij3d3RECgDHcS4DT7jou3JMH21FaRAB6DFizfq1Pmuny0krAigMXe7cpALAcLyqLC8zMy45PpNayqo3/ZxfRXwXsXu4jb4sAMiqmy0OzI1pablWLRwcj326asIEURCRUuix6NzpyBxqVZ2YhAIem5r+/cK8/+zkAKRAYfy6gO+xdd8+Rq5KueQ5qJcugEi3fpbuTx68y6Yy6nVSBDheTs2nkgsZnB91bBWR+dJzlLEqAMjp9J924usbArtuMFs+p5Dw4ZLvcIXeYgCKlj0WPo4mtTKoRQWT/vyUTQ9DANAytd4SEpla+kuC+KzStJeh22wsdIQBVBUNl5+OYxTVJAvD8aqy/MyMmMTYDGopm/dr4eGz8r++3D3YtqcEAEjI9XG+XxjTRAAGpAAQXQGkADqQzqYAWCTSy+NnXS3lNHtZzty+zS/keVhQyOMDG+0N+oGYmpWT8/8nBfAPthDglGCJAYeX2FhZmvQevWL9vsDH7yOD7x/dM2WguTCoG09otQLYvedxKqH0d5KAFECHw0gtf7zcUltM0WTMuI3Xzl569qXwVeB+11liQrIA3WY1qwBwDOPzeDwer7FuPZbz6vuRYX00pQFAzWzcqmeV2W0IDyUQ8Lg8Hp/XaEjqvMjvx8ZqKEoCQPeBMzdG4pR6H2QKnr/fOxQAtMdtXLrnyYOg0AR6yImJtrYAQi0qgKpCPGzlQD0h6GY52uPu2QvPYoqiXtzwmAcgBaD4BwqAV5ycfN7OQVcYQEtp8KazMeSCJqZEYwJMUH+PjGYfdcGH1GN2vdTEAUDFcPDKUDy3iSCMSAF0Ofikoo/Xji4f3ldBXs3I0Wnn/WdZlXVX4/9UABM3edz6nlTcfk0NMyUmcNuykQbqYkp6YzasD/gST+Px2n55flla2tMN60doqGsNMJrpfSbY/8TCCY4qEmoKTSgAbgWecNFnnllvgz79pnm67b377POriJBT2wcZ9xMCZWOkAHAcx3F2Cf5u2zw7ZcluhvYrzu0/+SQ64034Y9+VynJqAApDlzWtAHAcxwR8Ho/L4za6lU95bvnjpRMsuwGAlIr29EvEj63sM7Jp5R93rBmuKwfS0vKT1j5P/l7eoN0XcAXFgdfWjegPIAzKNh73/VN+vkhOQfTnYwNsNEQAeuk67ricQKM0MU7HBAJBnbqUm/fuq08fA1UA6NXbaXcggVXS4NZ5ZRk5Z6eM6ycJoCrTZ/Wpb9TC1txUWXzm/UXDNSQBVHVtNx1OY1Abhj7mFldkHHG376kGIKpsMuVK2mdqnZQ286irKOwgl0mWagAgLqMw9Ur+h+LGU4EUAKIrgBRAB9LZFACXUZYS8Tpg78bt+y+EpiaX8NlVWRlvj28bZGD0txUAhlfkZX0JuXfb/+Kly1eruXLpUkBgQOjnL3mVrIZ1P8YuL0xOeP3oeWDAk9ffU4vxKg6HWfDtS+iNwIDLly5fuXrt+qU7IaFfCTllrd4/px68SqzgY+g13wNHjh0JfP8tl8nEKTkfr5yaMchSBNSMJ0xq/SyAx2gWwP9XmCRWrP9ut+WeJwPvx1XSGCwcT3l7asU8MWiFAmiWsvjiQOd+OooAoGri4PqokljWTmmmfy4ImNdNWRoA9Ia4bP+IF9f76F0an/n84NIli33vf3+fi/P45TgedXWqnQ2AkJxav+YVAKcUT765133pKh+/u4m8EgYXx7Ni73n898cKgJby+PJIMR1hgF6Tx/h+y2K331irPI358L++WnIAoGxgs+Q5ntPEhAukALoagvzo9+dXLByoJa5oZDRl297HCTlVv8TOqDcLILHdZgGwWbE3b7qNsdNXA7XB492vB8aQSvm/4bJ5xfEP/NcOtlVV0x64dMHFpx+IYTdXOk1WkVBtSgHw2XhB1FO/nTt89594lpCQV8XFKQVx1w4NMzFBCuAHvEo887Gf77p1O49d+ViSV8zF8byMVwfXq8ipA8i3oACahV2Mv/eeNlAPAGRU+i+8nfutiXFp/RSV5WWcGzrWSAhAT9Fw2w1CSRPnZb47tXSOJEgASM04vj3ix1FY4YdLJ4cKqQmDcP9Fs07G5fJam99o8fduTBXSkgTQdBzgGZ7feBjEcvybz0qHHgAgLme1+klefCvWArAzQ1556XSXBQDbAbOuv8MbXaXFxfEPAXOt7QFAWk3T7eWz9GYiutQ9j4F/8pw1SAsAJKR7Lbhb+K2JRhYpAERXACmADqSzKQBMIOBUMcvpNHppORvDcBzn5xLeHts2qM/fUgAYjnPZVYxywre4h0d9lw436tVNRk5BuRpFeXntvtojlyw5ERaVSGZxfplojWH0nKhLp12HTLToOXLJjuMv0t6+fxd60nWJg2YfLXk5eUVlNU3F3iMdlh47+TQhh8FqWzye2h/BeawqRklpaVlZVXW4Plr+p6unZwxsmwKY6eMblJ79W+MmpAA6HIyHscvpxRQao6r2e0lq9Mnlc0X/WAHQY8l3FhrpKAKAhpnjmhdVOX+0SVQdil4lHJ+goSgO0K3/pD3XcvD6OzwL2NwqOoVCLq3icXEcxzk4/ubKFFvr1igATIBzyunFlGJ6eW3wAkJcoNt8AMk/UgAFxKj9yyRBBkBv8hafz00u1/8dypIr7s/r210WAFQNh62JwPOa6JsiBdCVwHC8JPvNhdNL7aw1RET6TRy/80FQUmm9mpSbERzkO9XJTrfHxM1ed+JSStrlp/k4m/j12sYNI7prqyiIDV2/2f9LIvm3WiFGzJcbm1xtemnKDBu/6tqdNAKZ+S5wzeRJyuJNKgAcw3nMyjJaCb2UwapuN2mk+GuHhvbvjxTADzABzq0oo1OL6YzadSEFWS8PrFOWU/tDBcDMZwWtdBygBiArrztz55uijNYtm2dRU9+4aw3UApA0U3a8/KqI0cQ4uCr5roenEUgLA9h7Lb2ZVvv37IQHXovEQBLAaOGx49/rh4ltGqzo67UTQ6GbKEDvObb7v1Q22t/AqnBqwL7JFpoAotIqjmdT35BavnRJTEDATFCRAFCcMsQj4teA/z8vjeNFL72HTVMCEFOE6Teuf2nd2gkuVfB02WRLJQBxSdXJu6KphCbuGSkARFcAKYAOpLMpgBqw2lB0fD4nOyvq2Na/pwB4An5e+stLp5wnjtdW767ccK8YIZBWU+w+etLiM1ciM4rqRD7HMBoh8uTB2SZDdCQsJ0yZ67pu/kRH++4KKlLw8xoikuKyZmbDNu+88SnhNy0AXv18alU6Nffj1VO/owDSiL81/EMK4O9Q5xVjOJ76tl0UQH50/HGH3t2kAKR72K7YH8MqatVezi3CK3x1/PgoWUUJALlxDm6P47mNDqfr5ltWGxRAg5NxPCv27h8rACw++f7akSAkBCo2LmdvklvfPW0FpK8ZJwf3UhcFkNAydT6QhFOaKJVIAXQhBByc/D78zMpZtt2kxUV1x6x0C4iJodY/qs5CgM2et+OS20UBcEsFafdPrx9nqS0mqaBu4XrWL6qosNXh0+pQnh165OgcY8vu8tojPbxuxKYzytjsd/fXTJ6o1IwCqKZuGaYWxl07iBRAQ36p6PIz20MBVBVFBS3pO0ANQMxIbfSRJwR6K1cBlhe+vTVL3UIOQGOg2uoXKfXXd/2kINz3+DiQFQPosWT28Q/U6nG14NP7885DQUgItBzcbj8gt2HKCT3pyZ25oCMNoDLBcmMIkY81ljvYOP7y6tzBAwCEpORNtkUFpbfYLeHnvjlxwAYUhQD6LR19Mr6ZExJPj1vWDwDkYcC+oy9zWvPo2fQvz5x7DlAEEOotO+TI07zyph4ZUgCIrgBSAB1IJ1UAP/j7CoAr4GV8v7tlrZ25gXS/AdM3bzl29tKNa1cuX7l85cqNiwcPesybaddbFRQVezuO2+J/J7mkiluTHgyjESJOHJpraqsCylrdNNRVtXUNTIbMXLrzwolLt66dOXBw3ZSxZiqyIuKiqtbDV5/x/0Yi/a4DqEPbFEDg9gnDjFUUelmaO9TdFHDhogWrXZedvh6Zmd1SkpAC+Ou0lwKoLHx74bhdt26SAELm/WedDiZzGG16h43vEZH77cLuLYP79pcGAHn92ccPR1PLW46U0WYF8CvtoQBokZ9PT9EAIQC7KTtff8Vx9sdjR7eunDN/UZ2t11YuX336WT7exrESk/Lt2klzJXVRADDRdzoZyWjyCkgBdB0wHrv8+/XLG+zs9GVB1Wr0hou3vhQUNyiD3IzgZ/tmTbJUk9ft32+I09SfmwIuWrRw1VLXY35Pk9Ir2jZ/HysvLHzh5eakq6miJNV38rJzkdG5FW0WgBgXp0c/2DfLwayXfM9Rcw88eZFMZ+JMHvvd/dWtUQB1QQqgNbRFATReP1cUvbt5duaoUd0BAORMnJfcTM0sb2a7+rowSoh395mq6ANA3zG2h+Nz6U0++cqvlwJd1eQkALQXzTwSXfN1hBz03GeMCogCOCw6FxOHM8vfHtrtvuK/BT+2rFz039zV6zyuhBfj9ZZHsgivo9y19ZQBwM5kSkBMUxvN4rGPXEYOARCSlDPwiHiY0uIqy6KkR1uXy4A0gNBIr6UPmgrYj+M4Tn20bMtIAJAFs92HI+t0jhp/1JXUr7fPTh7hoAkAIN57zuK7xOymAxQiBYDoCiAF0IEgBfB7NK0A+BifnPv5fsDePds2HTvzNC6VUlbF47CYLCaTxa0iF35/cn/3/PH6CpJq/bSdtu0MSidX1TTJ1bMAjvxnYSUPQiAppdxzwMSlmy+GvM4oL67CuAxSwddH17ZMGmssLa+orDl8lXvAt9h2cABtUQAJt297j7LWqT+xAQAApMWkLIfO2bT5zP070alZxZXsJvaMRwrgr9NOCoAT/frMgpFSwlIAwsaLZhyLyWYL2hqUoio/JvHl9Vs3/f39/f39b928fSXg5hZXy5768loKFlP/W7jTLyw5qVW7DPw/UACFz98fHC0sJARgZD1t667rpw/N79NbVeTXciElqWA1xfuE74vEqOzWrQXFcZz3/uPlBUMAxAHAcN7EI0lFTTsRpAC6DnxGTtwt742jNPQ1FdUHr3C/8S2miN2wGuWmPX3iM2VkH9HGKmpJEQkT28mr1x2/dTMqKaWonNloeM76CCpzP4TsmepkKKKibdRvzpGLUbn5lW2vRNh5BQ98NjmY9ullazz36KV3xNxKHMdZPBZSAB1E22YBcMsK8j7deXLP/4a/v7//TX9//7sPDm6bN8xeXkmq78iRk9btuxj6hsRntvbNU4szL3t1V9IGkDCdOMGPUNh0GCNe4u0Xm/sqSAmDxJRJ20JScZyL43jOnUfeQwFEAMyHOfv4XNjnO6tXd/l6daysvObg2bvPHwhJ/ZJfp0dEiyPecBqgLgagpq6/ZPO1LwkNM1VFwsene9bbGugDCEnK9XEPf5jSYt7I+n5701wACQCFybvdQptrrqoiPPZMlgeQBPX1O4NS6sZB4JaTCz76Pw68fvW6v79/gL9/QODDQ7sWO9iJSon2cRg2cd2Bcy+iaHgz4WWQAkB0BZAC6ECQAvg9mg0HyOezKyvKyuj0ioqG9XdFXm748V0z+2jpGCgPWrvxRkxWRU2TU6MA5psNUAARiZ4mE9x23voQRxf82MZGwCrNiTh6aKGBma60SJ9pcw+8iMwq/eO5x21QANz0Fy+OL53l0E+/p562to5uLXp63btrKCuIS8tISkt0szKeuv1IcGJmaSN9UxwpgH9AuygAbnHkngOz9aWFAIQkrVec84sRsNr+AgtDdpyYJauppqSopKSkpKysrKSsLCsJABpWms6XnkfG5pUwW7nI9N8rgJxHr32GgRAAiIhJyiqqq2v31NfR66GjU1M09Hpod1NVkBMGKRlpIfulk099ZLQqjVjJq33HZmkJAQCIWC45eSGh0bWmtalACqCLwKcz0p4EuDsO7yatrtZ36OqzATGljUpgHvH1y/NrXcab9O7Vo25Fraun1V1TRUlSWkZcSlzdrO9E9933vyUXM1uen8wh5rw+sXOyWR9xIW2TCfOPR0bncdtuAEpKCPevLBxmp6RvZO2yMeBbHJXNwnEcr+Ky3t1DCqBDaJsCYKSHv9isY2WgrKBYXT8rq6jIyQgDSKjCWJ8DN15n5BTT21DtU4szLnlqKGkDSJpOmniR2IwC4CfdCXbvpyAlAjB01LK773CcjeN4xvVAN3sAABATl5JV0tDQ7qmvo6v3s47V09JQkpMTBmkFBeERG1yuxFT8iBfIL6qKP7nGSlsDAEBTXm3pjqD3nyiFednZ2dnZ2bmFpKy33x+6T9XXVAcAAGFJOYNWKYDM77c2zqneUHaKj3t4Ezu14DiO48xIb9+pSgDiAHM33IzJqvOviuz3YesULXvJScjWhIpSUZGXFQUQloXRe3xvvM3LpzUfcBkpAERXACmADgQpgN+jpR0BsF8XHteBRSK/PXfwPyNdvb7KA9dsuP41s4KD1ZxDI0SePDSnv42GhLrNnCUnI19lVtbdYBzjscpjb193Gzakn4ZQrymz9j4Lz6D/VmyfurRBAQhYpaVFhIzkuNjY2O81xH7/Hp+U9io8cI/HsP79xEVFACR0LAZvunbnS1H9oO44jiMF8A/4cwXAwktDriwfZS8DICoFg9y2P0goYf3Orpb5QRv3joF6H3EAAESlxFQN+/ad4X0r5lurPpb/ewWAxV2+v7bvj0Adkqp6jkc+PXqbnJoQGxsb+/17XHLGp+cXN63oBbIiACDeY6TzoS94cfMTdzAuXhl2Y9VoK2EAIWGw2+xxL7n5M5AC6CJwi1MT77tvGq/WXUxJRW+Gy6GQd8XMRscfGJvBIGcT0uKrK+rYmoo6Lik16uWjQzsnWZtLiokBiHfvb73i1OW3eYXNjWJwHMerMkPCD0+abCItCXqGwz18nydlsrG2zgBi5kVHn50201xGqvcIq5WXH8dSymssMVIAHUfbFEBZ8rNHrpI9lRpW0CKgpKup5TDfM+ApGWe2tummFmdc8tRslQLgJd0JdjdSkBIBGDRyye2o6jD7nw6fX9z7RyLke1pOO/X1RXR8Unx1HRubnPHu4eHFi/RAQgQAJI2nuZ2OxctrXy+/PC/xhNPU/pIAAEKq3Q2MjQdYWpibm5ubm1tYDjAz7K+vKvPjDiXlDNzDHyS3QQEoTvZxD2tWAUR41SqAWev8v6bX+Vd51uunzqAr2/BRC4Oirka3EXPWX3lWVn91Q12QAkB0BZAC6ECQAsBxDMfL6TnvXl057Lto8fKlrktca1m6xGXFpvU+l/xCUnNrB+rVtGJTQBzHq8pSQoOOu29bvWjxUldXV1fXZStcnefNnzjIure8hJK+xpC1G641UACzjW27S2k5uG7wj4kh/TrIEnBxYljQ/pnjzHuA/AjHjbceJFAqcBzHKdnvH93bv83b2WWZq+vSOul3XrPD+9Tj53GFNE5TnaM2KAAcwzABn1+9mflP+BheVVmSGh98+ciCoSN0xBQkFBUNlm688PZTUWXD5hQpgL/O7ysADMNxXICxv4RtmDpZV1oEFEB/rqv/h69FLQ0amqAy5+P34HOXLvpduOB3wc/P7+IlP7+Lt3bOnG6tDgAgpK5rMWLRgetBeXiTmbCGf68AOF/OBrhqAwgBGJqNXrbr4aPITDa9CsMFP8oFv5L67oP/gkny0jIA0Mve4nh6Fq2JTa0xHMcxHI8NX+fkpCkGIAW6c5YGfI6htXBfSAF0DcopsY9uujsO1wJ51X6m0/ceD84ubGpCNoZhAkFjFTWzqjQz+WXA6WVjx+lLK0vKyuvPW3Y0/HV2U3HacRwX4BgpJeiwzxQjQwWQ7jFhovvdp0n0NkYSwHG8hPjqzP5plgYSvUymbtsSFJdRwa3dxB0pgI6jbQqAQ8/Nfnvlzg2/8xcuXLjg5+fn53f5WsChddtmGgEAgLSSnvnY5V4XvlUWtGqyFoWa4eeuqqQFIG3mNPlyTmH9jV5+IkgODPXoryAlDOKTJ20JScFxHo6zo3xPzu8OIAJgajd1zd6g4DfZ3DImHxPweDw+j8fDcC6jMDzizKzR4hLSAEL9Jw49T6SU1/6KgMfKivoYeWzXhvFWDcfaUr0kxmw8fsFt9WCjXgDCUjKDD8SE5bR4U+kxNzfMApAAUJnq6xXRXE5lvdq6d6oygCSordvxJKVu4E4uoyj3zYXb186dOedXw+Xr/oc37Z1jUK2UFXXMR7tu9vvOLuTgja4DQwoA0RVACqADQQoAxwU4Tsn/evnU/CEWDRsJIWW5/rNn7IuMKa6qe1oLCoBdSs/58uHZmYPrp00wlFdr5KMngGRPreHrGpkFUK0ARi3fdDP2O7mBAih8E3bCeZJlbxCxH73s8q0YUimO43j656ueG6z1dRv+ioSB7lhvn8dJOVVN2eS2KIBm4TELk295eE3s2UNaAoQHTfa8dT+ZWtqg7UIK4K/zJ7MA+Kzi96/PrJqnJScP4mJajmP3PH9XVP7b+wBgAh6Pw/oJm8Nis/HssLCrG5zGm+sLiYkDKBuOn7k3Po7ObvYz479XAHji9ccbjYRACGDUFM8nn3Cc00g/jVlFCz87XNMUAOSNJBY+/pDX1NpRAaf0U9TZlXPVJWUAQG3syL1hH6gtr7pFCqBLUJmW/NTXe3L/7kJy3Uxn/Hfo2cs8diPauRXw2ZT0/2vvvuObqBsHjn/b0lLonrQMC5U9BARkKENQcIGrpVNUAAAgAElEQVRQBFFRUJDRxRJxL36iIigqOBEEJ6AoIooCIgpCm9IBHZS2dO/dpitN7n5/FKS0aQmYhMfc5/3P87wk43K9u1w+d/e971e/MqN3Hxc7YT3s9sBPtquyCloabELSyQV//PLWowH9fJ2FV+97n33hu+iEsivddtdWJe357uXpU/r4dfJ/ZPE7h48VNpn0kz8uDbjX3c7Lxa9/0Oc7okoN2MKQAAxxhXcEkHQ6TU1tbaNNtEYn58ek7H9j4bwJAz1dnYRo737dyAU/7oouNWDMltLilC9X93H3F0L0vmPkW7FZLQ8HWH1yy7eLOzjbC+H1YMBrf6Q3jN6n2vDJ4z2EsBVi8pz1v0XIsr6pVxcnf7tumEtPIYTXcO/FP8cXNVp8JJ0s52ae/u6jhx6YN/2+gBkzZsycOXPmzJnTJk8O/L/FX4SXlv6w+YGR/YVo49B11raU45e/fUbm6W+ffrytaC+E9cRnF3xf2MpDi39c/NxEKyEcRO9nX9uffMkcaz6r6yW5IDb7t9fmP3Zrf3dnJyHsnL2GP/7Tjmj9e28kACgBCcCESACyrJPlwpyYr7eEBNzh5tHF17eD7wU+HTyvG9D7tsCFG4+eLq429CwATVXFmQM/rn/soXHXubi5Orq4e3p36Nixo6+vr2/Hjr4+HTp4ODvZWwkH/45jW04AExYs+zwysvlZANl//PbO3Ck39hBWI2+b/8kXJ3NKZFmWU6J3rHnpnluGu3t28vX1uTj93m7Xjxn+0Gsb9idmtni9p9ESgCxpqsM//iBk9A2+TkL0vjXww09PZOdpSQDX3FUnAI2kUR3asGi2p5ObsLOyGnfbvC0/FlaVX8UFAJeZQK0sp509+cGTXV39hBCii1e3pz9JLGz1Ds3/Awkg/fsjq8cIKyshbg14Zl9ECz+itDWFR5/ym9hJCJvr29z6/t4UvRfvaGVtxJEPAme1s3US1kKMHvPQpz9X1xtyrgUJQAGk2uQD+9fPnj7Y28ZmwKApr67/Ob6Fu5Eb8mL1NTFfbVs1cVQ3ZyG6j3x43cbfz2XU6196JW1V2d8fbVp880BfTyv78QHPfvN9QsEV3g1WJ8u5MZ8/+dSEzj29XLrcueqZrUeOJ2TkZGdlZWVmZubm5ielJu/+cM7ECS62bk4de85+c8MeVczZnPz80vJqjaaFK+pIAIYxzk0BZV1RSekv708bNkoIIeyFzYPLtoefvvx9W7TlWQe3TPG8oZ0QnUZ3XH7gbEGLJw/k/b72/XuFo50QXebOWH80t2HxTtq+84nhQtgKcfejG/6IbuG5tUVnDoZ6jPAWou1Atylbj+RXNv3NrK2pLCwsKigoKLygoKCgrLpUXS4XbFszdYCnsG7rOHHlgazL3xBArk09uO7lAcJFCDFw8d0fxLfy0MSPJwcNFkI4iUGvvHkw1aDFrr64ourARzNuGimEELZCPBC0OfyMvgeSAKAEJAATIgHIsizLmrqqooLUxASVKvLkyYiT/4iIiIyJTkg9l1dRXX/Js1pMANoqXebfhzYF3n+zX9t27UW30aOC3n1v959xMVEnT56MjD518s9ffvloVfAdft4de3jerG8sgMslgF/fmTv5xh7CeuRtj3/yxcmsYlmW5ZqqouzMM7GnVREnL51+VVTc6aTs3LKauhaHfTZeAtDVy8m7v35x6jB/byF6jV30webj2bkkgGvv6hKARpajflo5a1YnZ1fRVohx9z2/88f0klJJ792VjUCdF713vvdwHyGEs6P79Of/yEpsbW/sfyABZOz589VbhZWVEL1uC9r+U3XTm041qK8uDX+p6x1+Qlj7245974fk4mYfSyvLp35+atZMt7aOwkaIMVOf3vlLobry8nvYskwCsHxaWc5J3Pf2G/cOucG+reh65+1Pf7M7uvmtAA0maeX0/T++8eCE/r5C+I+Yvfa9QynpGr0Lm0ariftr/eKFN3TwtncXQxcv23o8OvcKb3Apa2Q59tBr8x/r08FHCHu3Th2v79d/4I1DbmwwZMiQQYMH9ezm5eJiY2VjY2fv6efXq0/vXpMm3P3KpsNnzqrrWvg6IgEYwkgJQJZlWR2x/s7Hbmj4XTp01rrfDpVffgNVnR/7W6j3yA5COA72nLHtr5yWRkTVJH73zPM3CgcbIYaseGRr7PnFO/nzXU+OFMJGiIFTX9xzoEp/9qotSvlzpccoXyFsB7jfvflwXmWz8VMkPWRZ1pTLUasX3NZFCNd2jgvfjs3LMmBGFIRv3TxFeNgK4TNj7At/5OnfUEuyXPjXS+Nn+QjRxlXc/fHm4/kGvPb5uRG5YfLjvYUQbYQYPP3Vnw/r+yokAUAJSAAmRAI47/zFk/rodLpmByLqilNO737p6Ym23t38vRslAKmqIO/41o0L+g/0c7HqOGr4gg0fHElMLa+TJZ1Wq9XJsrY0PePQe2se6nudXy/3UUH/PgEUybIsS7Kka2nytTpdq3d9MmICkOQz33z+3J1Du7oJcf3oxzd+dCwrp9nBJRKA2V1hApBkWdbUlv7901MPzvD3cBFCWPUdG7hjR3T+5c+R/Bd0FXnnPhh9Z39bIezaOd62/JeM061eZXntE4AUeWrn4lHCykpY+Qe8+EqEpNW3RGvq0g8FXTfBQ4h2vcV9X/2VdvEYqiTJslyvrVH99MTM+65zcRBCiO6jg77dcbrEoBsjyrJMArB42uq6rIM/vPFQQD8fF2tf/7uefGZXVEzxvzgVRyfLKXt3r5l+ax9PIfyGPfD6hgPJqXoTQF1BScyWdY/dMsTVycnlhmFBn3x2Ijv3iq8CqpXliJ+enjHds62dvkviWuBs7z575bcRkeU1LZRAEoAhjJgA5LKfQ1+c6iqEjRC9pqz+6afCy5+HoilJjV07ZFwPIURPtwFvfJ9TVqbnUZIsnzq07pF7HISdEB1mf/z6nxcWMt2xI5seGSaEtbDv++g7b0c3O6Qgy7IsVxdF75vrPsxVCJdhznO+O1VoaKWSalPjVo+Z5CeEdY824z/5PbPckJ2Sqrg9vwS5ezgIIW4d8fC3p2W9g/ZVy1UHP5g15AYhhKNrnxcj9qdcwTpb8evy16a2FcJKiOvveu6HffrOByMBQAlIACZEArg6NYUJkTueWT7a1uM6f697n3/yh5SGBFBfnp28/82Xp7p283G1H/DInA1HIpuMa1SXn3PknVfvv65Ll+v13xHgahLAv2G8BCCX5/z8xmszB3Z3dRD2w+5cue2bqPwSiQRwzV3xWQDa8uN/b11wv6+TsxBtHAeOfOCNT08WZbU+MP2Fd7qC/3zpv0tVccdX3jy2i40Q7u27zl17PDe1teXw2iWAi58mL/XYumBn4SaE1aBH7v0gtVrPA9Vyxq7nJ3j7CSE6DPJ/KSa+4JLdRV2lSvXF/Olu9u2FEO3633T/G5/FlOVeyZpBArBsuprC3D82rpszaIC3k5XriElLt3wTlfvvNvvqgsPvvzN3xEAvB9F24LhF72/5OyO/2YZalmVNUVzcF6GPj+vo1tbDucd9iz784+/sqisfB0Qjy+eidm58N3Deo/dOuy8gYNq0adOmTZva8D/TAgKmT7l3ypib/H19bK3tbNs5dbtxyJjbb584b+6CTV+FnUut1nAWwL9gjARwfslQn9u8cMlwZyHshd34RzcePq424FKUqtySvY/dP9RDCCcHz5mrjmQlX/I3urDQ5Xz+adDIjkII0eHutQd+uni8PDP2++cedxBOQtiOWvLo9vQmP7YlWZblsqrYLctHOvsKIfzHD1obn1Vu4N0qiosjNj55i6uvEMLvjhHvxqZdcsOCZivEP/8h91jspgk9nW2E8O0+9oUPc+QaPY+rlmNeDhzV2UYIO+ehi/cXxBqy5px/i7q0zwKfuNFOCBthNXb224dU+mY0CQBKQAIwIUtPAJKkTT/314bnGxLAsCmPfhqtavUK4xbotJraGrW6qqrhiISkzj5++IPFD/exce3YvcvMV17Yl1FRez4BpPy6fnWAx/W+zvb97n/ozQNhef/cQEeSJV1piurPj0MWjbH38O7secvVjAVg7ARQlBm2deOMhgRw95RX9xxMrtU0/06RJLm+Wl1WVFxSWlpVp9Hzm660LP/wrpX3T7/Ozc3a3b7/YyGf/HE8u9kleSSAa+PM0XcXnU8A97+1+kCBvr9gA62sTVdtW7ZiuINHG1tr676j57z9aWxl85PX9dPV1VeX5ufn5WTnF5aqq/85ZqOt06iLCvJyCsuqWhjgLj0t/L1V3by6CiHa9/W856P96aWtHsqpk+U/t0wb0ZAA+j13dH/SFe3anovZufIhIdoJ4Tr5xSf2t3bRvba6tKIoOycnLyentLxa02jyNYWx33wwrl3nNkI4juz+8Od/FlY37SQ5f5/59IFePu2FEF6D7wk5oMu5uCOok6XMyC+fWDFIOAlrIXqPemDdtmRt2RWuFiQAi6atLY49/umSRaM8O7q4Ow6cs2jTkRNZlS3/1JXk+pqq8uKSkpKSyto6PctSeUXhsR9feXR2zw7ewrltrwcee3v/7+fK9P0mritO3P/t03dO8m/Tzq1X17teevvXxDR1y1sOWZYlSVtTUVmaX5CXl5tbUqaurdU2nEBXr6mqrCwpLi5srqS0PCM3a9+nj90x0dXW3blTrzkb3v/59JmM4rLSyqq6+vqWhgKQi3JPfbZ2bP8BDQlg7eGIzJpWJ06ZCSA75fAbS84ngIWPfpVeWqP3LEidrqastDA3v6i0ok5vsi2tKvrpw2kjbhZC2DiLG55Zs+9MwSWvoJVry4sK83Oy8/ILy9Qa6fztHnQVcsb2/7v3hq5C2Dj4DFjx3deRxU0WS015TvrORcET3IVwEPZznt8bl3zxH2uyjm5662Y7T1sh3G8fFrzreFlt021s2m8n3gno7GYnhOg87tGnjsil5x+hleqrSkuqqvQMmylpNZriiG/2PnVjJ2chRKd+96z+KEVucr8CXV1lVUl2Xm5udnZxSeOzUerTSo7/3wNdnR2FsPMfffs7kdE5TSeqKiMiesOEW/ythejs1eP5L3MqL5xDJ+lqSksLc/MKiiv0X31TUVv+8yfTR4wQQli1Ff2eeenHs3oTNQkASkACMCFLTwCyLOdmnXjvpdE9+wpbr5umzt8eH33FZzNLklSRG3P40PbPdn75c6RaluUadfzur56afJOj8O46+PaVm7+MlRqG25PUBXnHtrw7b0A/Hyvh6j9izupPTpRcGNe/LDdy17Yl90/p6O7rIIRDV9+rGg7Q2AmgMj/y8w/vv2WojfDuP3nq6/uOZOi9JrRCTt637eU5C0NXrPzsRExRk6+uouKYrz8ImTK+q5ezsHP2GH7Hqi93Refn6/vdSAK4Fs6FvR80u41wEsL3wXdf+6PF8bx0UlbYhtmLR7p72dnaiH73PLtjZ0Kl4SelyyWRqbtX3T5uVO/uEx9Y8en32VJlvSzLsi4vOnHb3MljBt73wpc7zjV/Wl7i3jWr+nTpatdGCGHddfSINVFniy971sHx7dNHDhfCysm7/0thh9INn0pZlrMSdj/1iBDthHC795VVh1orHBl7lq+b69//hpH9ej+1dm/cJTeNKorJ/fiefp0chBBt/Eb1fOVoRF6j3c2ig39teLB3ZxdbKyHaDus/Z8vflfKFTyXJcl74O7MXD23vYmMtRO87n97xbWr9Vfw0IQFYsrr8sqivN4be1s/bup3X9cMfffPjo0VZrQSrerWcdui7dQtDli4Jef/gidwmI6iXlSV8v/2p++/o4esm7JxcbxwX9NG2sOwsvbcErExI3Lsm8K4+Xm2FW7+J01fvPZBUW9FqCtRpqrMOrdu04ra7bxk59KbQ57f+dTz3wt1D9F2LfeGCbHVd9V87A6fc7Wbn6dKl74JPth3LLKg6f5PMllUUJ3zx1rgbbrAS7gMmT37r6Kn8y5xtpMgEUJh5dP1yDydvIVzGBc7flVultwDUlJX8+vzK+2+6ffbStcelkqY/mavVWd9vmjRspItDWyGEvVunBbt3RpVe8pCqDM3R1+cG3Nqz++hJ9728Nb4q7595rC0//uadD/cVwsra1qPLsODN76suzn+p5IzqzVH3Dfd0sRFWjr7dHt+7L/7Sr6fsPxM3TOzibi+EdZs+dw5eG55c2ugPnbvn+9UB3X0d2lgL4TB2zLIdqmr5/KvXZ9emfPVE6Ofb9qU0+y4pi/4w8Mlxvt287ayEaDcqdOH25JJmFy0Wnfj46yU9hg+7sbv/otA3fo9tdD+C2oK43fM9hnkJIexc/Ifc9VbY4UajCFTF7vh+adch/s62Qth0nTB69anUyvNPlepryn99etWMgcOnzF97Um72TVyjKf1p4/hBw9vZ2QghbOw6PP7Dl9H6YzgJAEpAAjAhS0sAUnVVbnTUzx+/sXTJ0sVBwaFBQYFzHg4YPdTX1U1Y23t36zN+1oxHg5aGhIaErHr+tW3f/pXUwjBIl76qrjTj7y82L73voTHD75obvGDx/Pkzx4/r19FROPj0nDHvrV9PVF24GExSV+X8uW/dg9Oud2ovhNN1g0ZMfvThhcuWhAaFhM558K5hg/3c7a3btHVwsHfq1XtsyNLPVGfNmQCkOrnibPTP2z5e/cyKxYEhwSFLls2bM2PCmO4+XlainbtftxF33fvwosVBQUGLVqx68f1tB2PPFNfVyLKsKZFjtqyZM6xvz66eAyfdMztwQWBoaEhwcHBIcEjo0qBHHrl31GBfBxshrF363DR73YeHM86VafUeqiIBmJxUpsn5Y9fal54PDg4OCg4ODl664qHpY/r3tBa2QrTvccvwKY8tDgoKDg5aOP/p1e/uOZytOX8fZU2B5vQny+/q5ecghLASwqvX2IBp80OCQ0JDQoJDghsLXLxo2dLl7+yMzM1ovHt1bt+x18b5uNkL0XHwtDWbz50/rqJLPxKxeqBPW2HdechN9y0JDAq+8IIhwcEhy554eMa4vt0bLgHuNn7iM9/8GFuubnKoSJuVF7Xr3WVLVwQGBQWHhoQuDl0SMMHfx1sIYdvOfWjA5NmBy0KDg4NDFz3+yvs/RJ6uarReS1Vy8V/fv/3yMwsWBV14x1l3DO4phI0QbbveNHjKwuCQ4JCQwIXzn3xuzdeH8nSNLgktO/H6HXN6CCHshbh59obfjzVeKbVVunMH1z/o628rhLATfe6a8vCCJ5aFBoeEBIcuWfnIpEk3uAkhhPDrc//6dyJzLh7MqS+REz5Zfmf3DtYNs9qzx+iAgEXLl4SGNJ/VgYuXhYS8tSMyN1PfGkUCsGB1OeGqrcsW3uLj4uTlOfSBhRt/C8+ra+2EYk25nLBjU/DYof26uvYZd8eDgY8Hhi5pWJ5CQpcGz50bMGa4n0tbIYRDt4HTX3rr5+TEIr1n2msrTn27+7l7xvdwFg7XD5jx/NqfE9LUem/JdlF9TVbk5oWhE7w7tbVtYzd86rNf74otLLn8p6zR1h7bFXzvPW52ni7X9Vv46fYTOUVNfrRJ9XLVmZM/frrpuSdXBAWHBIcsWT7v0VkTRnV09xDC3r1r11HTZs5dtDgoKHDR8iee3vjlsXNJJZqmJ41bfAKQauXyiINb1q8+vw0JXbpi7sNTRw5sa9tOCLuO/fpMnDN/YWBwcOCiBU+sevHTvWfL82tlWZalqsL8z6dP7mMt7L27T1rw8OPBoSEhIec3Q6FLV8yb9+DYIe2ElRDCsWuPB1/fdCgto+zSjVHR6ezPAoZ1dxbCtVP/ea+frGj8vVCd8dn2ZUP7CSGEsL7upiFTHg8KCg4JCQ5dtmLRnPumDLRxEkK06eJ4zwufHs0uUDfZ8leoY79/eYpzJxshhJPVgMkz5y5ctiQ0JCQ0OCTkidm3ju7lKIQQoteQhR99cipf/U85qk+rjlkTMGDC2JHT5i1d0vBlExwcEhIaHBI6d9ogr05CCCHajwlcujUsKqf5oq1N3Lny2SGira2VEP3HPrZ5b/XF275K9ZVF0c89NdrLXQghrJ0HTb7joaDlS0KCg4OXLHti3vSbx/oJIYRwGz5k6baDSbV1F+aWpKkq+vzeab2EEE497g6Zs2jJstB/NvVLli6f//ic8UMaxsyw79j1gbXvH87MbqHBkwCgBCQAE7K0BKArK4nbteuFyQOshfVlRhty8en7YNCmP8Kr5FZHy5NlWZYkdUnK73vXzZ833Kuj/YUXaOPp6nf3fcGffPnXubyL92fS6rQ5qcd3frrkgek9vDo6NH5H67ZOnbsNveWWgLvHj+jt59G7+9D5izeHJVb8kwAKk35d9+pU/4Fuwv2WuUFbIyJymiWArN9/WffgxL6dhRg8+pEPPlNlXmECUEv5v3/7wqzJ3T3tm8+SS9i5dL591ms/HUhVl8uyrFXLab//+PEz8wNG9e3k5GzT7OFWtnY+ffoOHT1r6Wsb98UlFsv6zkGVZRKAGeiyq09tCBzk53uZP7EQwq37mCfeiqnKazgMWJlcty9wZHeXyz9PCCFsrWxvWbQjTtXoJEXdme8OPDvI3dFaCPf+d7/8frLccHGlVBh/7ruVix+9Z0Rvn85t9b5aO+Had8RtEx9a+92XkeVaPdclR8bvCBrTxkr/sy/hf/sT3+wpabRe60rktE3LRnTzuPxznTr0mfdmfH3uxR3C0mMvj55xflYOmv7GgT+bTJtUn/L9k28HDr15UOf2zV7O2sG1400zbh3/6qZ9camNn1WVIf+yYKR/82foZSPE8IXfxJ3UdwyWBGC5SrPCv9gcOPYmJyGc+/S6/7W3D6QWtLRhbaCtlrP+PrD9peAHxg7wc3O31bMs2Xp173njLdODXnprt+pUvqTvxHCtLGVGf/P8UxM6d7ERostddz+3a19Cid5zBRqrr8lUffDIghH2zkII0X/iiu1fnyow4Ky7Kk3Nka8fv+M2e9He1tN/7odbjmYVNB1Xo0Yu/vWrJwMm+Dhebgtg187t1rkfHj2cUd30NSw+Aegq5Zwv3pg+rMflNyntXDpPf+b3nDOVsizLUl1F2Z/r1z89a/zIvr1cRBv989W/540jpi5/fc3+rILKpj+YpbyosxvH39ClrRDtvHvMfllVkXbJ4pKV/MeWdXffMXWAu1u75i9t79N32KB5a0K+ji/Tc9K+rKstT/g6aM2CYcP7+jR/dhvXDl2Gz5o06c0tf6VkXvK80rpzO9+4q3cvvUuMY1fvviMDHpgT/PnpiGy9J7do478MXtGr4dF+Qx54f3ejBCDLOlmO++v9l1eNvHF0d33DXFq5XX/zHcNXfr7xz0v2rqX62oo/39zw1H2jburX27GFWd3Gv/ugEQHLV7/0a0FxdYvrOwkASiAECcBkLC0BSOVliXv3vvHwOB9vHycXV3d3dw8PDw8PD88LPDw8PNzc3Dw9PHr0H734qa1/R1YbcndlnSxXFZ099Ms7i+be6NnNy7GdZ7dOQ2fMfPH7/XF5lU3vz6yTdNqSs38f/jAk6HaP6zu5Orm4ubl5urn2uHHSkmc++uHQyYM718ybPnrSiElPPPt1VIr6nwRQnHrko/fm3zypf5cBAcuf23kqJr9ZAsg9dvijkNnjb/L0vnP6ss93xeQYcIyl8fypkgr/2vvGwoeH977OycXD/cIMumT+uHu4uzm179x90MyF7x44klFVIcuyLMna2vr6ouS/v9yydNKkvl6dvVxd3NwbuDq179BzyMhF7378W1xSXmWdRqvnJ9wFJACT0+XWJHz85IQbB7i7u7s1/JEa/5EbVgl3d3e39rY9h0996cP46oKGIzbq1LqDT08Z3c/Nzf38w88/sjkXZ4dOPp2mrNyTGNUoAdSd/nrv8r4eTjZC+A2Z8ebn6fL58wt0Wm1Nqbrm3B/vLQgZ4tTB093tkhdr387v1n6zN/+WnJFXo9E/ppfm1Nk9q+7t5NPFxdXV3d3d3cPdvcly6+Hu7uru7uXQdtjMl7/fX9boLABdqZyx9YU7h/Vu6+B6/i2bzpDz02F7ff9blm1K1OY32sU9u332qtusHZ07Odg/8uQXEYnN53ddjVR0LPrbFfd07NDJycXlwsdybGvT97bZT/6iTs6uqq+/9HYBVdny7ysn39yrTTvnplPRbFa7OHX08LjziR8SY0gAilKfnnzog/WPThjawcN/xPRZa3bvS6iqbWXbKsuyLMnaOm19cZrq2y+fnT71Bm8/L5dGG2qHDt0HDp27ZsPemLjsijpNfb3ebbCkkdWRRz5+MnBs314dfHpPfeqZryJO51/+ZqDauoqUPU+vnt17YJeO3j4zFr39y8H0staG2Tivur72xJ5VDz/Y3ben/8CbV3yxQ5Vb1KQ3SLVy6eHdqx+7r79/F1e3Fr65PDzcXZ3ad/LrOS10W9ix7Jqmr2HxCUBSy/nfbnxs0ggPd0+3ixu6C3PJ48J20sWhbdceg+atOZqf3HCOuSRJdeo6bV7coffX3dmpX2d318YbaFdHF5+ebmNfeWd/1Dl1dWWdnuEZ6rNVMWtvuaGLnRAeHQcHvhVdmXXJPNbpdLqK7JSkzx55ZPz1Ts6uFzduzr6eXrcHbT16KKeusrbFXQJtrVoq+P3PzYGTvD07ubr983xH+zaDA5a+eFCdkauua7bfIdWW5nyzIHCSfztHl4sfx83V3c3FZtJzi7ZHVlWWl9Xo9K8Fspxz6PVNM2x9vT3aWE2e+eSecLnJWTDaeo1UGvv78ddvHdzTp53jxQ/laN+1x6DHXjuWfbpUq2l6nxhJV1dVp81POPrpuvFufXxdHBpNmruro2uHbo43r17/c0yOtq6yrrWVnQQAJSABmJClJQBZq60pKclOio1QRYSFh6v0Cg8PV6lUkdGxKekFFWpDt586bV1FeV5qyilVpCrshCry5KmzZ7NKy2vr9W6kdXXqioK01HhVZER4WHh4eLgqPDzqVEJaZkFpRXVFSXZKYmz86ctyBi4AABEHSURBVPi0jCJ17cWDlfW15Xm5Kafjo09GJ6ZmFFVVNd3jl+S6ivK8c0lxp1SqhMS0wuKqlkZLbvFTyJqKkuyUpNPRJ8PCVSpVS7MoLOxkZExiSm5ZRa2u0a6frk5dVJiekBCtOnl+Np5/dETUqdhz+QUVtXWX2UMlAZiBRlednx53KiY8XNXSSqAKV6nCw05EnT6TmVetO78Q62qlsvQzsdHh4S0+rfESEhFxJr24uuri8qFN+3nN2rG2LnZC9Jgzdf3Rglq50eIgybJGnX8u7VRYhEoVHt5o2QsPO3EyLjq5sEJT3+LvDKmqpiT9TETEyfBWpi48PFwVduJUYmZx6SUvVC/X5WcmnIo6EXbJ+zb/UCcio2PT8mrkxuOK1RSeTY//OywsIuxEcnqhWv+xUF1VTWl6wqWbnbATx6PjkzMqZE3zT6Wrk8vTEk5HHT8Rdpk5rQoPD4tQqeLTimuq9K1bJACLJdXWlOVmJ8XFqFSRpxOTsopLq3Utjo53CZ2muqQ482xijCry0g21KjLmVHJOXllNC19c599Y1laW56WlxEZHqSKizqRnFKmrW3v8hadJ2tqS9KykqJiTEaqIxJScsrJavTfKbDq1kq6yJD0pKTIiKjLmdFpBUaWm2a8ynawtL85MToyOPBkermpxExAeFhZxMupMamFlZV3TLxjLTwCyTtYU5ybHn1apGrb8Lc6lEycjY5KzKjSNzgGRZFlXW5GfmxARHXHpRjY8LDwiKjwuO6/FGzTKxfG7v5ju2d1BCJ/xvZbsOVNc13zPRNJqNEUpyfGRYRdf/fzGLbVQXaH/fn+NP1ylujA1QaVqPHVhJ46fSkzPqpDr9Z7MKenqi8+lJkSGhTWaE+HhqvDw4/GZ54pq5FbHm9CUZ+edPR6hCj/+95mz6SVqfQ+WaiurcuJORUWcuPgW4WEnIqNiUnLU2laaRp26MDcuPDoivPGkqcLDwlWRYbHZueU12svdSocEACUgAZiQxSUAWZZbGXlI71hEV/3iVzElzf6llScYZQIMmqornT2S/lcw7M1JAOZh+B9ZutrnNX1y5bEfXw8Y7CKE6D1k5Zdbz5bpXySubGG7umnTc0Onq/pITZ57FdNnlI/T2kuRACyZJEmSpDNo6Wvx6VewSOp/5pW95VV+Qxnyfv9uXZEsPwHI8r/f/bmyR8uyLMt18XG7lt/etY0Qvn5TX119Mk/d0oH1Fl7/X326q3mOge9p4MJ8ta9/FbO6ERIAlIAEYEKSRSYA/A8jAVioWs3B55+7y9/aqovf0Fc2/JGSca0nSCFIAIAhJGUkgGsg6pOvFw1uZ+3mfn3Iii2qBFm+/EUj+NdIAFACEoAJkQBgZiQAS6SV6hL2rRh5u7erV8+Hnv8tM7Hiqs9RwZUhAQCGIAGYgE6Wc8I2PvRYj/YOrhMWbj35d6EsXe4MdhgFCQBKQAIwIRIAzIwEYIFqsnXHXpw2oH376yeMf+WvuIIWLxmF0ZEAAEOQAIxPWy3Hb3p68nWOnt36BO85cKas9vLPgXGQAKAEJAATIgHAzEgAFkhTLqUe+mbzhre2/7Q3tqLVkcZgZCQAwBAkAOPTaeTc4wd2frDuw8+/UhUWVfGdbj4kACgBCcCESAAwMxKAJZJknVar1dbrJP6oZkYCAAxBAjAJSafVauu1Or1D8sN0SABQAhKACZEAYGYkAMCISACAIUgAsCQkACgBCcCESAAwMxIAYEQkAMAQJABYEhIAlIAEYEIkAJgZCQAwIhIAYAgSACwJCQBKQAIwraSkpNzc3Gs9FVCKoqKi7OzsysrKaz0hgCUgAQAGakgAGg13LMF/XkFBwZkzZySJMRhgyUgAxqG7lCRJkiRptdp/zgLQAabU8F1VUFCQlZVVXl6u1WolSbrWEwX8VzWsUGlpaefOnZNlmbUJaIksy1qtNj09PTc3t7a2VqfTsb7gv0uW5fz8/ISEBK1W+8/e+zX8fQGYCAnAOJJaEBcXl5CQkJyc3NIDAGNJTk4+c+ZMQkJCYmLitZ4W4D8vOTk5Pj4+Pj6eDTjQioYVJD4+PiEh4ezZs9d6coB/pWFXKi4uLunCsp2UlHStf2QAxkcCMI78ZgoKCho6YkpKSmFhYfMHAEZUUFBQUFCQlpaWnJycmZmZf2EJBHAVGlaos2fPJiYmNvz/az1FwP+ohrUjKSnp3LlzOTk5+Xz74L+ssLAwNTU1Pj4+Ly/vnyX5Wv/IAIyPBGBCOp2O4QBhTgwHCBgRYwEAhtDpdOnp6QwHCMuQn5+fkJDAfhQsGwnAhCRJSkpKIgHAbP5JAAxjA/x7JADAENwRAJYknzsCQAFIACZEAoCZcRYAYEQkAMAQJABYEhIAlIAEYEKSJHEhAMyJBAAYEQkAMAQJAJaEBAAlIAGYEAkAZkYCAIyIBAAYggQAS0ICgBKQAEyIBAAzIwEARkQCAAxBAoAlIQFACUgAJkQCgJmRAAAjIgEAhiABwJKQAKAEJAATIgHAzEgAgBGRAABDkABgSUgAUAISgAmRAGBmJADAiEgAgCFIALAkJAAoAQnAhEgAMDMSAGBEJADAECQAWBISAJSABGBCJACYGQkAMCISAGAIEgAsCQkASkACMCESAMyMBAAYEQkAMAQJAJaEBAAlIAGYEAkAZkYCAIyIBAAYggQAS0ICgBKQAEyIBAAzIwEARkQCAAxBAoAlIQFACUgAJkQCgJmRAAAjIgEAhiABwJKQAKAEJAATIgHAzEgAgBGRAABDkABgSUgAUAISgAmRAGBmJADAiEgAgCFIALAkJAAoAQnAhEgAMDMSAGBEJADAECQAWBISAJSABGBCJACYGQkAMCISAGAIEgAsCQkASkACMCESAMyMBAAYEQkAMAQJAJaEBAAlIAGYEAkAZkYCAIyIBAAYggQAS0ICgBKQAEyIBAAzIwEARkQCAAxBAoAlIQFACUgAJkQCgJmRAAAjIgEAhiABwJKQAKAEJAATIgHAzEgAgBGRAABDkABgSUgAUAISgAmRAGBmJADAiEgAgCFIALAkJAAoAQnAhEgAMDMSAGBEJADAECQAWBISAJSABGBCJACYGQkAMCISAGAIEgAsCQkASkACMCESAMyMBAAYEQkAMAQJAJaEBAAlIAGYEAkAZkYCAIyIBAAYggQAS0ICgBKQAEyIBAAzIwEARkQCAAxBAoAlIQFACUgAJkQCgJmRAAAjIgEAhiABwJKQAKAEJAATIgHAzEgAgBGRAABDkABgSUgAUAISgAmRAGBmJADAiEgAgCFIALAkJAAoAQnAhEgAMDMSAGBEJADAECQAAPhvIQGYEAkAZkYCAIyIBAAYggQAAP8tJAATIgHAzEgAgBGRAABDkAAA4L+FBGBCJACYGQkAMCISAGAIEgAA/LeQAEyIBAAzIwEARkQCAAxBAgCA/xYSgAmRAGBmJADAiEgAgCFIAADw30ICMCESAMyMBAAYEQkAMAQJAAD+W0gAJkQCgJmRAAAjIgEAhvgnAWg0mms9LQCAyyMBmBAJAGZGAgCMiAQAGEiSpGs9CQAAQ5EATIgEADMjAQBGRAIAAACWhwRgQiQAmBkJADAiEgAAALA8JAATIgHAzEgAgBGRAAAAgOUhAZgQCQBmRgIAjIgEAAAALA8JwIRIADAzEgBgRCQAAABgeUgAJkQCgJmRAAAjIgEAAADLQwIwIRIAzIwEABgRCQAAAFgeEoAJkQBgZiQAwIhIAAAAwPKQAEwrKSkpLy/vWk8FlKKoqCg7O1utVl/rCQEsQXp6OgkAAABYGBKAcVTpo1arExMTMzIyampq9D4AMKLq6urs7Oy0tLTCwsLKysprPTnAf1t1dXVKSkpycnJ1dfW1nhYYR01NTW1tbV1dnUajqa+v12q1Op1OkqRrvQcBAIBZkQCMI64FsbGxsbGxLf0rYFyxF1zrCQEsAWvTf9HZs2dTU1OzsrLy8/OLi4srKipqamq0Wu213k0AAOB/BQnAOJofbaiuruYsAJhTdXV1Tk5Oenp6UVGRWq3m0CXwb3AWwP+y6urqxof0OZ4PAIDhSACmlZSUlJube62nAkrBWACAETEWAAAAsDwkABOSJCkpKYk7AsBsuCMAYETcEQAAAFgeEoAJcVNAmBkJADAiEgAAALA8JAATIgHAzEgAgBGRAAAAgOUhAZgQCQBmRgIAjIgEAAAALA8JwIRIADAzEgBgRCQAAABgeUgAJkQCgJmRAAAjIgEAAADLQwIwIRIAzIwEABgRCQAAAFgeEoAJkQBgZiQAwIhIAAAAwPKQAEyIBAAzIwEARkQCAAAAlocEYEIkAJgZCQAwIhIAAACwPCQAEyIBwMxIAIARkQAAAIDlIQGYEAkAZkYCAIyIBAAAACwPCcCESAAwMxIAYEQkAAAAYHlIACZEAoCZkQAAIyIBAAAAy0MCMCESAMyMBAAYEQkAAABYHhKACZEAYGYkAMCI0tLSMjMzr/VUAAAAGBMJwLTq6+s1Gs21ngooBQkAAAAAQCtIAIDlIAEAAAAAaAUJALAcJAAAAAAArSABAJaDBAAAAACgFSQAwHKQAAAAAAC0ggQAWA4SAAAAAIBWkAAAy0ECAAAAANAKEgBgOUgAAAAAAFpBAgAsBwkAAAAAQCtIAIDlIAEAAAAAaAUJALAcJAAAAAAArSABAJaDBAAAAACgFSQAwHKQAAAAAAC0ggQAWI7KysqSkpKamhpJkq71tAAAAAD4n0MCAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAAAAikACAAAAAABAEUgAAAAAAAAoAgkAAAAAAABFIAEAAAAAAKAIJAAAAAAAABSBBAAAAAAAgCKQAAAAAAAAUAQSAAAAAA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CASE 2: Precision is set to .01 (is same as DP = 2 and CIMO = 0)
CASE 3: Precision is set to 100 (is same as DP = 0 and CIMO = 100) 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During one the pre-sales demo, I have to explain how easily an financial institute can roll out new products to their present customers and to attract new customers.
To define new products, Mifos X has option to define loan products with many configurations and two of them are "Decimal places" and "Currency in multiples of", I explained about these indicators as below
Partial screenshot of "Loan Product" definition screen |
Decimal places : Precision level of the EMI amount after the decimal places (in case of EMI computed by the system )
Currency in multiples of: Precision level of the EMI amount before the decimal places (in case of EMI computed by the system )
and then conversation went like this,
Nayan: both of these configuration are mutually exclusive, meaning if you set one parameter then should NOT set other,
Client: I do not agree to this point and I should be able to configure both together, why it is not possible.
Nayan: It does not make sense.
Client: Why it does not make sense??!!
Nayan: Let me put it in this way and then we will take the question why it does not make sense :)
I said, don't think "Decimal places" (DP) and "Currency in multiples of" (CIMO) as two different parameters, instead think it as one parameter to indicate the precision of EMI computed by the system
CASE 1: Precision is set to 0 (is same as DP = 0 and CIMO = 0)
CASE 2: Precision is set to .01 (is same as DP = 2 and CIMO = 0)