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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1]], 3, 3], [[[2, -1], [5, -1]], 4, 3], [[[2, 1], [5, -1]], 6, 4], [[[2, -1], [5, 1]], 6, 4]], 'ALdims': [3, 6, 6, 4], 'Nk2': 3200, 'analytic_conductor': 6.388032161702431, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [800, 1, [351, 101, 577], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 97, 'dim': 19, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11, 13], 'hecke_orbit_code': 33555232, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2], 'label': '800.2.a', 'level': 800, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 144, 'mf_new_dim': 19, 'num_forms': 14, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 19, 'sturm_bound': 240, 'trace_bound': 13, 'trace_display': [0, 0, 0, 0], 'traces': [19, 0, 0, 0, 0, 0, 0, 0, 15, 0, 0, 0, 10, 0, 0, 0, -10, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 16, 0, 0, 0, 18, 0, 0, 0, 14, 0, 0, 0, 0, 0, 0, 0, 43, 0, 0, 0, -30, 0, 0, 0, 32, 0, 0, 0, 10, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, -2, 0, 0, 0, -48, 0, 0, 0, 11, 0, 0, 0, 0, 0, 0, 0, -34, 0, 0, 0, -16, 0, 0, 0, -42, 0, 0, 0, -54, 0, 0, 0, 0, 0, 0, 0, 18, 0, 0, 0, 22, 0, 0, 0, 50, 0, 0, 0, 7, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 32, 0, 0, 0, 30, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -102, 0, 0, 0, -18, 0, 0, 0, -6, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -35, 0, 0, 0, 42, 0, 0, 0, -64, 0, 0, 0, 10, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -26, 0, 0, 0, 34, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, -80, 0, 0, 0, 48, 0, 0, 0, -68, 0, 0, 0, 0, 0, 0, 0, -14, 0, 0, 0, -50, 0, 0, 0, -96, 0, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, -152, 0, 0, 0, -16, 0, 0, 0, -26, 0, 0, 0, -78, 0, 0, 0, 0, 0, 0, 0, 18, 0, 0, 0, 16, 0, 0, 0, 82, 0, 0, 0, -10, 0, 0, 0, 0, 0, 0, 0, 121, 0, 0, 0, 18, 0, 0, 0, 96, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, -2, 0, 0, 0, -86, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 90, 0, 0, 0, -26, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 186, 0, 0, 0, 86, 0, 0, 0, 16, 0, 0, 0, 47, 0, 0, 0, 0, 0, 0, 0, -50, 0, 0, 0, -78, 0, 0, 0, 60, 0, 0, 0, 224, 0, 0, 0, 0, 0, 0, 0, -54, 0, 0, 0, -16, 0, 0, 0, -22, 0, 0, 0, 78, 0, 0, 0, 0, 0, 0, 0, 150, 0, 0, 0, 64, 0, 0, 0, -128, 0, 0, 0, 66, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 38, 0, 0, 0, 96, 0, 0, 0, 39, 0, 0, 0, 0, 0, 0, 0, 78, 0, 0, 0, 176, 0, 0, 0, 14, 0, 0, 0, -126, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, -112, 0, 0, 0, -22, 0, 0, 0, 132, 0, 0, 0, 0, 0, 0, 0, -152, 0, 0, 0, 4, 0, 0, 0, -16, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, -86, 0, 0, 0, -64, 0, 0, 0, -48, 0, 0, 0, 150, 0, 0, 0, 0, 0, 0, 0, 59, 0, 0, 0, -172, 0, 0, 0, -64, 0, 0, 0, 50, 0, 0, 0, 0, 0, 0, 0, -126, 0, 0, 0, 32, 0, 0, 0, 26, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 54, 0, 0, 0, -112, 0, 0, 0, 102, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, -26, 0, 0, 0, 64, 0, 0, 0, -178, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 130, 0, 0, 0, 78, 0, 0, 0, -176, 0, 0, 0, 0, 0, 0, 0, -100, 0, 0, 0, 112, 0, 0, 0, 10, 0, 0, 0, -146, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 58, 0, 0, 0, 22, 0, 0, 0, 194, 0, 0, 0, 0, 0, 0, 0, -208, 0, 0, 0, 22, 0, 0, 0, -126, 0, 0, 0, -224, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, -176, 0, 0, 0, 12, 0, 0, 0, -38, 0, 0, 0, 0, 0, 0, 0, 50, 0, 0, 0, 16, 0, 0, 0, 32, 0, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, 15, 0, 0, 0, -134, 0, 0, 0, -80, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -48, 0, 0, 0, 18, 0, 0, 0, 102, 0, 0, 0, 0, 0, 0, 0, -282, 0, 0, 0, 98, 0, 0, 0, -176, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 76, 0, 0, 0, -22, 0, 0, 0, 222, 0, 0, 0, 0, 0, 0, 0, 134, 0, 0, 0, 16, 0, 0, 0, 32, 0, 0, 0, 194, 0, 0, 0, 0, 0, 0, 0, 18, 0, 0, 0, 22, 0, 0, 0, -96, 0, 0, 0, 37, 0, 0, 0, 0, 0, 0, 0, 184, 0, 0, 0, -110, 0, 0, 0, 14, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 14, 0, 0, 0, 42, 0, 0, 0, 142, 0, 0, 0, 0, 0, 0, 0, -176, 0, 0, 0, 32, 0, 0, 0, 176, 0, 0, 0, -372, 0, 0, 0, 0, 0, 0, 0, -222, 0, 0, 0, -48, 0, 0, 0, 48, 0, 0, 0, 136, 0, 0, 0, 0, 0, 0, 0, 102, 0, 0, 0, 272, 0, 0, 0, -50, 0, 0, 0, -270, 0, 0, 0, 0, 0, 0, 0, -148, 0, 0, 0, -130, 0, 0, 0, 224, 0, 0, 0, -13, 0, 0, 0, 0, 0, 0, 0, 456, 0, 0, 0, 0, 0, 0, 0, -58, 0, 0, 0, -54, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, -16, 0, 0, 0, -78, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 304206
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '200.2.a', 'sub_level': 200, 'sub_mult': 3, 'weight': 2}
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id: 304207
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 8, 'weight': 2}
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id: 304208
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 3, 'weight': 2}
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id: 304210
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 6, 'weight': 2}
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id: 304211
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 5, 'weight': 2}
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id: 304213
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '80.2.a', 'sub_level': 80, 'sub_mult': 4, 'weight': 2}
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id: 304204
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '100.2.a', 'sub_level': 100, 'sub_mult': 4, 'weight': 2}
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id: 304205
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '160.2.a', 'sub_level': 160, 'sub_mult': 2, 'weight': 2}
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id: 304209
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '400.2.a', 'sub_level': 400, 'sub_mult': 2, 'weight': 2}
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id: 304212
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '800.2.a', 'level': 800, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '800.2.a', 'sub_level': 800, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '800.2.a', 'level': 800, 'portrait': 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OTIaZ+jpw3HzmlShky1Uk61FYPBiDROEEIS1OpsW+ezY3ZELQRjBOeWDTs3GOphyrm2z7E5RaDA92E0kFy0JaE3igk8ia80x+YCTrd96oHhok0D5hc9tIF6KNm6LuaCjR0a9RFCQBRL2v0GZ5dCZpqSNAk5dtbnyGnB0TMJZ9oRfn3EVTt7/MRrNaPhGg6fanH8rOLMXMrphZgT84YD84arL5nnP719kY3TUxw5vYazC3XOLfrMLwsW3XFc7KbML2vm+9LMbN6mv+sVu+//pR/a/e/C5oUHITkqxLd/wde3PcDf+8HPouN4a3Nm9nePHDv9ps31j/H9r5ij113P/HKLheU6C8sh822PxQ75yZlfTjnbhsNzgvWzS/z6jyxy3cV1jp+Z4diZJmcWPE7PG84uJJyYSzmxlLJubY/vvL7PhZsUzTDElzXml0PmFhVzyzAYQZwYPGVo1FKmJxISA8fOQt2PqIUenkxp1aEzCGnWRwigEWoW2yFLXUmzLljsCBa6KY3QYIBmTbE8FEzXR3hSUa9HBJ7k6GmfRHvMtATNUKAUJImgPxTMLduLab4T4/tDao2EnVtGvO66mA1TTU7PTXH8bMDpeTizkHBuMeHYHBxeNFx7+Tz/+R2LbJie4ujpNfYukYNbs9SJWeokLHYN813BiY6i12nzS+8Y8O9/8jtIuOBvl5c7v+h73vGNu970XEPkWR/fthr8zNk5Wq3G1OGjp37+jz70hWsf+eqjb3rwqTk2bvC4eKfg+gvbxIkiTSWplqQajPEwWmEMYECIFCkMh+en+Y2/lPzaO+Z43o6YqeYaJhoTNGshkw2f6ZZkw5Lk2NwUn7ytgQpGXLp9yLaNKd3egG2zCa99acoo9hBobn8kZLEX0khHnJxXtLs11m8JWejD2Tm4eJvk4BnD7s0+U42Ik0uKDVMJqZbMd+vMdzUb1sQsthUTDcXOTX0Onwq5ZHvCyTnDcqfORVtStm2IODafMtEa0e7G3PFoDZBEseYlVw64bpthoedz4aaIi7dJAlFnMFzLI8+EnFuUzC2mzC8nnFrQHJ4TdJMhL7h0mV99W491E2s4cnKKc0s15pd9FtqCpY5muRvT7qW0+4blvuDcQLHUi7nx8iXe+rJFumc/x2Jv95tSucNs3PnGh0bDwfuTuL/cnFj7XENm1ce3JYN/8ct3Uq+F4fzi8h88+MjeH31kz1F1+GSHpTTkbE9zzQVnec/PnOPKnQ3OLEyz2G6y2K6x2PFZbHssdWGpnVoW6iTMd+DYoqA5OeD5Fy/z5peOuGhTnV5/kpNzDeaWfBbakqWOYX5Zc25Z0xumdCPNcJSwbmrEJds1xggCz7D/ZEiS1tmxXnLR1pTpqSHnliKeOtzk6l0wNbHE3Y9Ps24qYqopWOj6XLQlIooSHjw4SRSn7N6oWeoL1rSGrJ30uHtPzFSjwZW7Up46GnNu0WemFXLRFsP2jRGaiAMnFb5vwBguvSBm7YSgPwjpDwN6A4+zix7zy4KlTspSJ2W+nXJ8QdCOE3Zt6/CmG5a49iLFVH2Sk+cmmM/ufG3L3MvdmOVuynLXsNCDMz3JmXbKdRed4b/8zDy7t7RYaE+y1PYYJuuQ4c50zbpL/6xWn/q5JB6NLrvqhucaOise31YAn587h+d5/hduvdWfnJr5g6/ddd8P7z1wwhvFkt5QsDwQnO0rznYTnr/rDP/1pxe4emeDs4vTLLYbLHVCFjsBSx2Ppa6g3UlZ6iYsdxOWOoaTy4KzPc3kRJ/rLu7wAzclXLy5Rn/YZG6pzmInoNOTdPqC3qCQJFEi0Bp8z1CvwcYZzebZIagRTx9PePJgQE3VuemaGD9o8/DTLTbOKh7el7JlVtEfpUzUU+aWNFftFswtaZo1n8FQsGVDwkNP19g8Cw8dGBGIOjdeDUGtz57DKc8cqSMJ2DSj2LQG6jXwPUGqBXECcQKDIfSGmm5f0+lrFntwrm3oxCkXXdDlrd+xzHW7NdP1BovtCU7PN1hoByy2FUtdWO6kLHcT2r2U5Z5h0YH7bFtz3cVn+S8/fY7LtteZX5piqdug0wtpdz2We4KgviW54KJr/+L4iXM/9+pXvzZOkiSenV33XEMpf3zbALy9vMTE5JR37Oih/3Tbbbf96N5nDs4utvvhYKTpDwzdoaY7gOWB5NxAcqYbc+0F53jPzy3wvF0h53KQ11juBix3PZa7guWusbfcbsJyL2WpB2fbsDgyCDXku29oc9nWhOt2G6aaNdq9Gknik6SKOJGkWgAGbQyhnzDR6vPoQclwFHPbQy1EXGPX5oAbru4R6SW+ct8artoVMNftcOJ0k+dfEvPMUY/YGA6fMvzzNw45dFIT6xbPHNe8YLfg6Lk+C0tTXHVRzFcfGhCPmrzkCp9dWyOM6PDlhwWjoeDxAyGtuk/DE1aGAVpDlBri1DDS0O5rpiaHXHPJgCu2DXnjS1IUDbq9JueWGix27LFZ6kjaXcNyL6HTs+Bu9wwLfcnZnmSuk/DCi8/y3352jku21phfnqbdrdPu1ej0fLoDj25f0h0IojQcrdtwwdxNN73iz3bt2vXry8vLyfT09HMNKeDbBOBf+fwfcerYo7UXvPTtv3Lo0OFfe/TRx0W3nzKMNINhSn+o6Q01vaGhM4D2QDA3kJzpJVx30Tn+60/PcdXOgOX2FAvLTZa7Ndq9gOWeR7uraPcEnb6m00vo9lO6A027b1jsC5YGhl6UcMnOIZP1BJ0kvPGGAVfvShnFCk8aRrHhM99osO9kk43TmqOnAjzq7N6suOoiQ63R4/6n+5yda3HNRXXWrFnmjkcCnr8jYL7XZdBvMr3W8MheyTtuHvLQXsO6NSG9UZel5SmuuKjPnY/A+okJrrmkx5nlZe59YpqG3+TqC+GibUOU1+PgGc36NRFHT8V89u6QQayQEqLY8LyLRnzXS0fEscdUHa64QNAbNOj06ix3Q5Z7Pu2eotOTtHvQ6ad0eymdfkqnr2kPYLEnON2TLPVHvOiic/zWTy9x5Y4aC8sTtHuWuTv9wIFb0RsIekNBb6AZRoYrrrjKbL9g53/accH2j124a/tBYPhcF3E95wC/68u/T70WNBaXev96can9n+bmewxGkv5IMBgaBsOUwagMck1vCJ2hYG6gON3RXHvhAj/wHfN87w0pE7Umc0sTLHXqtHsh7Z5Pp6/o9CXdPvQGhv4wpT/Q9nlk6I/sRdOPDFGqCQKD58JvX0EoDUZLQt9j7YRiyzrJBZsM2zcOSEWHW+5VPHNwglddE/CSa5b4wOdSpoI1vObFfe56PGayNsmmjT2+9lCd774h5bZHU3asDWlOdLn70ZDvfKFPq3WWD3xmDS+7vM4rr+vw+LEhX7rHxyQNtq8P2LFRsGW9Zu1URBjEaJPieylK2bKRwINaIIhjj/4woNP36A89ekNFbyDpDaA3NPQGml4/pTewF3pnAMsDwVxPcLZtmJjo8OYb5/iBm0ZcfkGd+aUW7V6dbj+kO/Dp9j16gwLcg5FhMNT0hwmDUUoQtPQb3/Ca+NJLLryu2+09cc3Vl/6/F+CPfeM9hKFfa3cGvzK/sPSry8sDOYx8+iNJfygYZCAfpZbJR9odTE13CN2RYHEoOdeBKB3wjtee5fte3OfaizzStMViu8lSt0a3b2+pvYGiN3T/9hCGI8Mw1owiQ5xoksSQakg1YEAqge8Jaj60GpLJlmDjjGbL+gFTk23ufNxw2/0BgZzk2osCnndJh4cO9Xhi7xSvvMYnbCzy+W/UeN31IdNT89xy1zQ3XSv41L0RG+oNvvMlHW65x9BQU9z0giEPHezyxL5Jrt1V45pLhgThAl96UHHXow3WNEK2znhsmBFMNiWtBtQC8H2DkvZ4pqkg0RAngjgWjGLDcASDyDAc6pwo+iNLEt0hnOtJ5roQiyE3XLLIG17S4R2vThlFE8wvN+n0a3T7Noi1myyOoQP3cGRJaDDSdPsJQdjU02vX/UazNfk7UTQa/o//9s7nDGPPqU3YbMZeEvd/Vcfz/1qZkWzWQ4SwjCSQCGGbcIRQCCGQMkUJUBKkMniewVeauieY6zf4yJe38uX727zu2iW++4ZlrtrZY2aqwUK7QXcQ0h/49Eceg5FiOFKMIsEolsQJJKkiTUEbe9VLCb4HoW9o1jXTEzFb1vVJTI99J2M+dU/AUwcnWFOvc+3FHjc+v8M3nmzzlW9Ocv3FIetmBnzhAYNO66yZiFjojOxFA2yY6rE0H6JEjRdfvciX7q5x/Eyd11/fJ0kXuP2RtcRpjRdcup43vKjNjk1t7n7C47HjdczhkC0zkjVNQaMmCAOBp4QDuUEbq8uT1F60UWwYuYt4GEE/sne/pZFgqQvSG/K8S5Z5841tbr4mZu1EnYXlaZa7dfrDgO4gA7diMJSOtQX9obEScpQwHGm7RYZEKxbne3Khx69cc/Xstv/7P/zEw7//2//ifZ733CTN/48D3HT+B+3OFJ6XvLO3uPd1i4MzN/gyDpqNGnKYYA1sz4FbIgEpBFJIpMCm2ZVAqRRfQaAg9DR1zzAxVMx31vBnX25x+2Ndrr+8zY++ZplLt7ZZO1UjTmoMRiHdQcBg6DGKFUkiiVOJ1gJthAW3MIRhSjNMCIMYqYaca4/47P2So2cCDh2fxsQ1dm/xufQCxfMv6SD8czyyf4JtMzWu2GmYmV5moV1j84wCqfn8vSEhknpo+K4XDfjI51NOz4XMrlPMd0fsORiyeXaaay+c467H2nzzyUmGo4BLLpjhmgv6XHlBh/2nljl61vDNPQ0OHWsQCknoSZoh1EpMbgyk2pCkEKUQJYLeSNAZCtoRxDpBqCFX7erwY6/ucP1lmq3rfPqDNZxbbFjGHgb0B1biDEa2Nt3eUbHMPUoZRakDtgX3wN0tIq2Yn++H33j40E+86/c+s9xoNtRvfPCLv3v6bJv3v+v7/+kC/Hc++LfQehOi+75fMIPHf4P4dCv0PEythhARYBDCIARIoZDCIKUNpKQSKKXwlMTzUjwl8D1N4GlCH2qBoR6kTNUknZHP4vIaPvH1Sb7x5ICp5oC339xm1/plktjjoi2GS3YohiPrlqRaYoxVa0qmhEHCgZNw+JxgkGg++pUGy70phv2Ambpi0xqP7Rs9dm4WXHFhm1Qu8EefbdFrT3L9pR67tnZ57HBKp11j6y5o1hM6UY0wkGAMge+zPIQTZyUXXxBy2a4he/dFPHGgzvVXrOGfvX6eP/18l/v3tugNPBbaLXZurnH5lgEvubTLd72oS3uwwF9+pU4/Djh+1ufxwwGBZ4kAQGOlVqI1SQQb10dcdkkfncbs2jjih14xYrLhsWE6IIrrnDhboz8IGIx8+kPPgVoxGEm3wTAyVtaNUoZRyijS9n1kt0EEg1jQjwX9xOP4iTaPffRrU1fuWvebr7rhwvT97+q+b7jwEWozb/+nB/D//IHPc93Lb1T/4jc/+s8mxD3vecsNT4SXbg8wpgku0haCEsANUnhICUpKlBIW3ErgeQrPk/heSuCnBJEhHGlqvqEZayZqsKYu6EWSzqDFsXaLd394BtIYScIVF/e5ZFvEKBIYnWKMlUVSCqSUBGHAEwcDDhyrUQ98mp5kbVOwa5Nk3RqPTbOS7Rs1F29fImaB//GZFseOTnLdbp8Lt2qk1+G2h0KmGz4zUzA9MaRZr6Gw/nVnELDQ0yy0DcvdJjdf2+axfREHT3rMTNZ4wWVT/LM3LPI/Pg0PHWjSGxqWex5nFibYOFNnds2ITZMD3vVDAxq1Ds8c1zx+SBGGBqk0UjidZQxGQxQJLtmW8LzdKcJ4xHEAZpphFHJ6zqc/8hmMPIYjxTCyjD2MBMORZBAJhiMYRppRpBmN7PMw0lbjR9lWgLsXC5ZiQTfR6H6fYfuR1ssvPf2e3+5cEQ/1zX88nPtoWpv9oX86AP/tD97KJTs3+rd86os/9uATh37/m/ed9R97cpJ3/1yH3Vt6SGkcWxuk0ChpUNJHSYOnPDxlLKCVTXIEvt1GvmAUSUJfMwpS6pGxmjOx1t5UrIkSGMWCYSIZpSFxUuPA4RZP7jekxlYfAihh5Y6vBKEHrRAuXQetOkw1JdMtxcyUx+w0bN84YtPsMiOzyPs+NcnBQ1Ncs9Njx2bJrq1LPHBwxPEz07xkt2R6QhN4A2rSRxmsr64BPWSxU+PUnMf1V9S5bGeHx/eGrJ2UNGotrt6d8nPfu8T7Pq158mSLdk/T7ijmljzWTrVYM1lnqpUw0UiYbkS89rqY0I/xVYJSGintfhkj0FoSJYrFRUWSeESJIooVo9g9R9JusbTNIbFgFAmGEYwiY4HtGHsUG6LYSpJR7Fg9hqEDdzeSLMXQjVMYDLhq+yLv/tk5XnXFqbA7L3+f4DPa+Fd/qHP6b+KJjW/9xw/wP/jQrWyanfD2PHXoJx/bc/j37n3iuE9zilvu85BK8pv/fJlLN3fxpEYKbQNJqe2mfJRn8JTC8xS+Z/AjSeCVAB4oIndy4tgQJZoo1sSJDbKybF+SGnfLNmhtg8ksWSJc4OpJa7eFPoShpFGTNGuKyZZkegLWTads39hnorXEJ+6KufvJNSzPT3DFNsUFmzwu3DpCqGU+fucE6xqKNZOStVMj7npCcvKs4uKNEKeCnetSXnrViL0HplhoCxbbLd7y8g4P7h1y6JSkWZME/iSX74L/+CPz3PXUgM/esZb5Lmxfl7LU8ZhqKSZbIa16QLNepxZqakGK72lLCNKAMJbIAa3t3SPVkiQRJKkkTgRRIohjSRQLRoll+yiBUWQD1CjWRJFmlNhA1X5mGMYO4HHG3JJOLGjHMBglEPW4ctsSv/XPF/jOF2r6vQmG0X7f+I33y9qEEv72Pz57+LPJ+h1v/McNcKNjceDo6Z999LH9v/3000f96WZANzFEQnDLvZJBpPieGzr88Ku7TLYSVL+OJzXKS/GUxvNSfM/DjzwCTxL4ipFvAR0Fwp6YWBDFiiiBOC4svyTVJKnJwZ2mBuNY25hcGaGkQEmB5wkCTxAGknooadQFEw3DVCtldipi3ZouyCX++muKj3xphrW1GlduF2zb6LNto2b7hmW+8LBmcanO1VslUxOS6YmII+d8On0PpSBNJa26YtP6hG8+rlnuaM4shFy+q8HLntfm9ntDppsQhgFKTXLFLvjJ15zDl+f41F3TPH2yxoZOzNrJhMmmolWXNOqKeugRBh6hbz18T4KUJt9HjL2otRGkKSRakCb2gktSSwIZQcSJJo61IwtD7O6KGbhHMQzdnXHgJEknEXQTiIZDJv0ub//eeb7vhj4vvxp6vRbDUcgoDhi0j/qy1nxPfVL6UoXvc9ffP06A//GHb0Fr/YvfeGzvf3pm3/HmVF0SJBolBB0RMBKSrzzkce+TNea7C7zzLX1mphJ6gwRvGOKrFD/2CTyfwEsJfI8g1oSBJIoUUSKIHPvkbJQIkkTZk5Yaa/1pQ6pNwdol5hYCa7Mp7J0hgHoAjZqm1bCDfWanhqyfWeKevRF/8oUmB45Nsm3SZ9cGwZb1AVvWCy7c0kP4S3z1oWmmQ8XMpGSqaZhqDZhoaQLf2p5awyjyWO7GdPop7Z5ibtmn229x8zVnufXePgdOt6iHMZ4KEGKSXZslP/yKBa6/9Awf/PwkDzw5zeauZP1EzERD0KzZCzIMJaEv8T1nHSqBFMWFbIyTLKbw+9NUk7pUf5ITQwZ0C2h7FzSMHKhHiZUkg0TQiS2wh1GCHg6ZqHV451sW+Fc/0KcehLR7dUaRBfco8olij1H/SHMUid+cnL1GHd77uffuuOQN//gA3u50CXz/5z/woU/9p+PHTkzWA/C0DR6VAE8IusKnLxWdyOO/f8znwWeWedsru7z6ug5rJiN6gxpBHBD4AWHgM4o8oth2v0SBIkokcSKJY/ecOoCnjqVSQarJLUBjhMW2sd9DSCdNlC2kCnxNLdA0agnNWsJka8S6NV06gx7/7eMetz0yQ7fTZNdawbZ1gs2zFtwXbBzSaizyka8GnDzd5LKNgumWYnoiRZsR3YHAkxZs2lgWn2wkSJWw1PNZ7sDZxTq7t9X54ZuX+euvBhw75+N7MUr6GNMiThVXbF3k19/R4fbHenzwM2s5faLBxkmYrqc0w5R6WMQnvifxlAucXT7B7npxodsLH3SqSdwdzgLdkkOSQpRYgEeJYJQ61k6gl0gL7FiTRiMma11e+4olfvCVPW68SiNFg8V2jVEcEsU+UezOX+IRRZLe3NnJQXTg5utfcvi9d976fm567c//4wH4r//m7/Ev3vlr8vIrLr9mz1MHJgNlrAxIjPWxBShp8KXAl4KerNGJPG65t8ZdDzd51bVtfuBVfW58fsRUKySKQoZRwMi3DBAnvpMkiiRRDtySJBUkiSRNM70pnN4W6DHmtn66Rinwlcb3rYZt1mKa9YhWY4BSXb6+x/DJuye446G1bGgqLt8IG9ZINqwN2LROsnk2YteWJR46MOQzd61jJlDMTEgmmpLZ6SH7ThjuejhEGnsxpalAoLjpmpi7Ho+YW67R6aXML3lsnm3xvS/t8ejBNo8/vZZGkKCUAHx02mA0UmxeH/KDNy6xceoMn7q7zjcfm+Zkp8aaUDBRMzQDTS2AwEvxlMsZuP0t561NJlm09cwzRk8csJMUYm0JI05hlFjG7ieCXgKDWKOTiJmgx00vXeYHX9XmFdcmNLyAUWzrVkZRQJR4xLHHKLbP9o6riGJBd3D6Nbd9Zedvhc11v3b7F/5H+orX/ey3N8DdNKna/Pz89vf87p++bc+Te39yqd2jHkpiB24pbEJCJuAJ8CWEUtCVPoNEsZgEfPIbDW57tMcLL+3yzjf3uGpXxPSkR5oGDIYBo9gnji3Ik1QRpzZhk2pFmggSbZ0DbQRaF5V3Jge3dWw8pfGVJvBTGvWYejjCUyOGyZA9RzV/8LkpHjkwjZeG7J4xrJ8yrJ1SrFsTsGFGsmk2ZsemLmeXO/z5V5qYuMbGdYLJlsdk0zDRiBikKdooAikQ0jG4VihPkWhNd6jp9FOWux6n5+tcOtHi7Tcv8zvn6hw618DzYittjEeia4xiSbcf8NJLu7z40jaPHz7OH3x2gr3HWswt1gmlpO4LWqGh5tnuI1+5Yy/Hzxd5wK01JM7lsfIOolQQaQvsYQr92DCKEjwTsXayx9UXdflXb1nm2osTWg2faNSi0w+JIp8osawdJyq/69rX7m6bSEbxyI/iuX9Xj0hSb/1vf+6TfzR8w/f9zLcvwPft20+r1bjk6b37711emvejUV/UQ0WSGpdqdwzunj0JXgKBNIRKMFCCnhcy9H0WoxpffNAOwPzOF7f53u8YcMUFPbatHTDZ9IgS33XIe4wijzhRJFqSpsoBW6I1GEQRxjhwB762DOel+F6MryJOLyXsP6X5xhMejx6e4L4np0jiOhsnDOtahjUTgplJxcyUz7o1ko1rEzbPDpieWuTjt8I9e6a4erNgekIw0ZS0GppWY0Q3jQh8hZdYqWCMdTAYSfrDlI4rgGr3DIsdj3OLE9xwWY/vfNEif/q5kOaCRInYAlJ7xEnAKJb0hz5rp2pct7vLB97Z476nOzx62Ofex1scX6yxd75OqCR1ZeVR4BlC36BwRO4OS8bkqbFyLtaWuaMUBpGVKrFJMElMKxiye+OAyy7o832v7PGa62Nagc9w2KLbDoiSjLEzYCvixCNOrE0Zl8AdOyen1++L7mDx18KGSoU/856/+ssP9n/wbT/17Qfw06fPsGHD+trX7/rG933py1/xo1FfNmoecWpsJlIaVGJrJlRqWdxLjdW/KfgJ1JShnrpboQoZBT7tpM5f3znBlx8esHVmwOtf2mXDdMIFG0Zcd0kfgWJmjcRTkjT10FpijHTMnd2Xs+SRxgjbFDAYaaSX8M2nPQ6elnzx/gb7T7VYXq4TCN+y9RrNZMP64FMtj5kpj5kpwfo1CRvXDti0bol7nrTSZPOkx9oWTDQ9JhqCyWaClBFPHVW0+4otTTfc1sAolqyfEVyyfcTX5wztgaE7sCw+vxxyZmGKN7/0HE8eWeCBJ2bxlQERYwwkqZVow0gxGHq0ewHTrSYvv6rHK6/ps3DzHAdOwa0P1Dh4KuTBvQ2E7zE39BguKKSQCCGcJhcO5MaB3JAajUmti7VmYsSkiLn2sgEXrB+yaU3MG14SsWGNYM2EYjCcZHE5sCBOnQRJPCcbs02ustk4yT57dPo9/JH/6y956QvlNde+6Hde/Z3fM1y7dv23F8CDMPD2HzjwHw4eOPhver2urIU+SaIduAVKGLtJY99L8FwDr5/astQghSAx1JWgqQXDVDD0fEa+T3tY5/GjCY8dmUHomK3rhlyzY8BkM+XGFw7ZNBOTxglGuxNnCmmC06BSGSIN9z1e58lDDYKa5OGDDU4t1Kl5HhOBZPsaw1RNM1EztOqSiYZksuUxNeExMwmz0wnr1wzZur5DyhIfuW2KhYUJrtyqmWzZHstWQzPRiDEm5v4nAxYWfS5cY7OLxsBoJFk3JXnR5QO+/khKdyDp9RM6PcVS1+fsQpPLdw14xyvb3P90ncMLEyihgdjVmPguQSPojyS9gc9yL2Si0WJ6Ysh1Fw244fIhpxeGPHG4Q62e8sQhj/sfD0mNREhBXqed24gGjAatSRPDhrUJN75wyHRdc9UOzZZZC0atG4xin/kle/e0jSFOKjq2zuKirM4nSQRxasGdAzsR1qJMINUew3ZHHj168N/NrtvgTU/P/Ecg+bYB+IP338VXv3xr0Ol23/bU0/sC31MYbZBCkqQ2S5kIkApkavW3kgZPCjxtb4N+aohTm02MNdRSQyMVxNpqwVEgiFKfSPvE2nCyPcGx+zVSpXzxkZiGl6CNtifJ2G51kZ1BIe0mJVoo2j2fJPIIPUmrZrhwBpqBoRUk1ENo1gSNmqJVV0w0vDzRMzOVsG56yIa1XRK9xHs+VueR/TNsW2uYagoHbkGzntKsRTQbQ2r1Or4L9ISTBakWRInPYDBkeaiZDm2tdnegaXcVS42AY2cmed7OEb/8A2f5rx/zOL5cB5GiTYLWEKceUSJd7YiiN/ToDXza3ZB6rUHdBcs3XRXhBxHXXZTylpcN80SaEDovjcg0XEYOqbZW41RLoWTAcOgxv+y5iksL5iRRJNrGPkmaPWeAtq+zoD8DtfXcpQ1iE+GCWZEHtY899niwuNR/W73efPedd349uemmG597gD/26EMIKcLNm2b/4Otfe3Jb6EOqFGlq08VSGlL3rLRxwLaRurXyDJ6yO+nrLII31rbSxh4AF+XH2gaQiYYolKRNSaI94iRkPrIZcGOKvIEQtjzVE/aO4bts5YamoT5tCD1NzWnTmi+oh3ZrhIpG3aPVUEw0BdMtzXQrYe3UiHVremxev8Aff17zqTvWsX7SY21LM9mwF0OzjgV4PeL0omb/yZB6YOMPVx5CqgXDkcdFmxI2zIzo9kLb0DFI6fQVyz2PVrvGRGOKH3j5OfafOMOHPrfFWYYarRPnWXuMoqx+RNIfKho1j3roUw9s0VgQpAR+Quin1IIUT6QomdqssTAIqSs+eXb3S1PJ/KKdWKB19iwcyCWJlmgH4jTNAO1AnQPZMnWi3XP+M0pWLg4LgihJ2bfv0LYbX37TH0xMtH7mgQceHF133QueO4AvLS4yNT3duPsbt7/vyT2P/IjWkQgDSZJAImQO8EQapNSk2mYNU2lQSpOmoFLrj6faOHuvKPVMxyys/H1mb7nMnDEZuKvfLyuvlSK7sKznHUiD77m6Fg9CX1ILBLXQJkzqNY9mXTDRgMlmylQrYXoiYna6x6bZRR47NOQv7txMsxayYUIz2RA0G4pGXdCsOx+9PuKRI4KH9tbYMW3/vnAUrg30Rx4vuMSwe8uQ+x6fpB/BYJjSG2g6Pclyw2duqU4tnOKtNy7wwFNzPHF4A/aS1aQ6JdHGJWNsPclgJGnUBPVQUQ81oe87gGt8T+Mrmx1WSjupaAomLx23LCFkk0Iid6O0S/WnumTFptI5L8I1XNif5e9zlq7mJgpguzIKl3GOk4H3wIMP/siLX3S9ftWrXvkLy8tL/amp6ecK4Gfpdhf/rxNH9//4wvwZfM+zEkRY3Z2mImdvrQRJqkmlIVUClQpSZfC03TnrW9s6kTSlAmrtspBpqY4kT1ZkFmAZ3O6E2YpEa48pAUrZrKXnOnUCDwJfEPqKMBDUAkWtJmnWBK2GYaKRMtlMmGpFzEz12TizxKOH+vyrD67nxOkpLpzRTDWgVZc064pmDRq1lEYtwfdHDCKDJz1CRa55M4kSJ5I09WkFCcNU0xtJ2z43tJq83VXUw5Ba0GL7hpj/9rPL/PIHBY/tXw9GkuqUNNUkSUwUa0aRx3AkGY4k9RDCQFILDEGgCDxD4FmQe57JAa5ckVshVUogB3D5A5MB3Ii8pqWobSEHuT1vIrcac8LKAK4LUOevs/OfGptV1XD8xCnx5FN7f3zHjh0H4zj+zf8djP4vA/z+u2+hs3xqy7Ej+17QWT5BvSYw2pBIgdIWVIkEpQVS2h2X0oI6TTVaCQdsQ6pMnnCw2TVRZNlKXq1xrG1cLYnJXlexXQBc2mYJ5QJdT9rEh2Vv6SoTpQODtBKlZmjWNK1GykQjZrIZsWZywPqZZR4+0Off/c8ZDp5Yw45pw3QDp7kVzbqkWTc0wpRWPaLdT/j03XVM6hEoG1gLUXjPcSJRwuONN3S568mIzrDmWsBS+gNFdyBp9DzqQUgYTLBrQ8Jv/7MF3vWnkof3rrOev06trZekbryFZBQrhiO7T2EoCH1B6Bu3vzao95RBKScbBQhXsyKoAr1g8izFT4nNrbWYAz4npQLU+fvsZ6sAW7vnRBt0hgct2Lf/KJ/8zBdfcMVll27564995sQPfP93/58DeL87R725dvO+J+/63UHvzPfqpE0t8G1A6XZOiixz52SJhkQ64CpJqnW+cxm4TalmRFee7QHN7KzCITEF21Cko7NMpSgBXMmiPsP3bCrb96UFQCCohXbEWj3UtOopTQfu6daA2em2BfefrGHP4Vl2zEjWNlMm67ZwqllXNErs3ahHGBFxZnECKewyJ7KSRbSMpo3PhmmDpxN6iWAQGQYj2wzd7UvqoaIW+AR+Dc+b5IrtCb/9k2f5d38CD+2dJTWKONUkpbqRKNKMQkUtkASR3b/Al+6izgqxLMDtcTHuWJVBXv6uY0DHVSZmpovJyiEoMXv2fuxuXKoLyrYC1CXAazg338bI0997xRVXpG99yxv/5U1n505uXP/3XyXufwngSwun6PfaF/d7c2+OhnPUQo/U+d1pClpCotzOKeF2zEqE7ACkLhGT7WAO5mxzLJ0B3ZSZm3LRlKmcEZHrbuGME1FUCyqJ52UAFwS+LY2thYZ6qKmHKY1aSrOeMNEYMdm04H5o/5Bf+eNpnjgyy9ZpxWxTM1kXNBuSRk3RqEuaNftvNGoJoRdx3z44vRDQDOxxEcJac/ntXkv6Q4+NawRXXNjj3idb9EdZO5h2QaeiFigCP3AaeorLt6f8zk+d5Zc/YHho7zoS45g8NcSprX+PYkMUSIJAutoUmd+xPM/JNEkO8gzgWWFWfjRFSfplshDrtmTnJDXCAZ0c2Lr83lVyFsAuzvNqwM7u6kYojp+Y49TpuTc//cyh93W6vZP/Rxj88P4HkDLYfOr407995MCD7vbvAslUkEq7YyqFVEKiLeBTY+VK+VamNWglquB2r/Oy1gzg2KObM0rBMY51SuztfF4lrSxSirwc1jZNQOAbW/cd2AKrephSr9lalFZ9RKs5YGayw8P7h/yrP5zh6WPr2DTlsa6hmaxDs26r+Ar21jRqKfUwJvBH7DnoMTdXZ+d6iloQd01q56QMRh4XbhVcsavPHY9p+pFkENkk1GCo6Q1sdWDge/hegKcaSKm5fOsS//2fn+WX/sDw0DPriLXH2lRbgMcQhbZ2Owy1Bbi7W9kCLOE2V6ciCyknMrA7cI8/MlLJgJ7JxvGUvzYuVqrETgWoi9dFXJUBW5fMBG3gzq/fR70e/PYVl1305q/ddd/Jl7/s77cy3N8L4KeP3cNv/dtX88/e+QebFuaOXZvGS/i+h9baAYo8YNTSajOlDWnO3AZdYvHsareuSMZuVBjbptsL5saUrEB3Jsq3VSmESy5RJJSU2zzwlSHwDL5vqAWa0LfgroUJjbzQqs+ayS4P7x/xf/3RDE8ft3bgbMMmgJo1V6JaU9Z1CbVrOEioBTFSjehFPlJ5+MqgFI7FC4CkadZ04NMMYiChG4W2VSzSDKOU/lASBsoFij6+p1GqgZSG3ZsN//fPnuWX3q958Jn1xKnvGowNUWoY+YZaUtLgvsZX9iLPWv+UlDY34Y5TBvLy8czT+mPBfCFXStJRZ7X2GYgzsBs3HLV4/WzP9viAQXJmbplv3vfEtXPz3U3/8md/5OSXb7+fV7/ihf/PADwZLfKu//LpqV779F/NnTgcNGqK1OhSoCFIM51dibZLty/35YugMdPXVMBd1trlrGTO3C6Tk52MbMtdk2xzt2FPGXzfAdzXBL4mDFLqQUotSKjXYhq1EZOtAZOtDg/sTfiF961j7/FZ1rV8ZuuayZqh5Zi7UVM0aop6zdgt1NTDhHot4sgZzZ9/pUVYA7/kVGRf25jCYuv2A3741W3+4s4+5+ZrDLI2sJFmEKSEQ1mUv3p+yd4zXLwFfu9fzPGLv5/yzafWMUhqzKaCKNU0fBjFhlpgCL2shNbewTxPO4AL28zt7nQZOVg5lYFcgDBgCkrPCKYsG3Ue+JvSHXjlnTl7LvBQNhgKfKTZ7xnFY08dDy655JKPnzh16ns2b1z7eBkG/6AAHyw/LtI0vn40bK8L/cRp7qI0NZXSyhAtSrcfUQlAtMGx+JhDkoFaC+tp60Jr58xd+i7Z4S4HRlnNSxbgWnC7ehdP25Y3TzuA28RHLUiohRH1WsRUq88w7nHrA/Duj25g7/G1rG15Ftz1Atz1mqJWUy4xZAPTWpAQBglhEKFJ6I/qTAYCTxrLjHkInF3M1lOOE49WU+GJEcNEM4hF3sgbjjTDQDPwFYEvCTyFpzyUCtxFY9i1UfA7P73Mf/+rlLueWsvJbothqpj0Da1AE6WG0DOEiSHwMovUlHS4KBjcOT3Zc1n6jT+Kc1JytPJ4qQB9ufa8OOempNmLWS5l0Jdt4lFs+Pp9e3dcdeXFf3Zuvv1C/h5p/G8Z4EvzBzE6ft2JfX/9x6P+2SnP8xAyJXGgzn3sVKCNLBoNMsAbUwBcZ6wtimCy5JSUI/YVzF0CeH4SZFGKm8kT5ZyCzBbznQ8ceBbcoQNkLYho1Easneox1x7wO3/R4M++uo7ITLKupZita6bqhok8hW97NRuhnXFSD+24ilpoLxTfG3Hbwz6p9i1butobIYv9KFrHJHGqkMLn5ud3+cPPraUb+0w6Fq9FdhpVxuC+Uo7BHbsKg9GCS7dJPvjLbf7ytgG/9eH1nF6cpjfhMZ0qJhJN3TeEsXF+uI1BbN+mKLkpTtqVAS4cm5cZpQzynHxMQUYVqVKqOzflHIbJyl7ypF0G6kqAqm1rnTaCp/Yd5Q8/9LkN/+bn3vSaPU8f/PwVl+76hwV4v70fjP6FOFraJCVItAWWNE5rC3QqrURxYE6z5EBaeKiZLMkspkKKlFvKxHmZu8zaWflrzt6uztsmMdxJ9LSt+/Z0PmYi9BOCHNwD6rU+tz2s+fjXJ/ir29ahxQTrWoK1NSdLatCoCQdqSS1U1Bx71wKd3wlCP8YLhnzlwSl06hMqctDkuraoabIp7FShpMerr+3zgU9F9JPAsnhs8o72wUhb7ezZ2TBKkTO4PT6C6UnJj726Q907zd9+vc9tj6zlbFKnHygmE03Dd0yuIPCMi0tMzuLZhaOkKCV/XOzgtGAl21linYzFM9CPu14Fi1eTdNYazjLSJRbP73D2Z6mxenxuob1pzzPHfkFJ8fl/UAbvLz+FkN5PnDn40RcqzqF8icE45tYoV6+gpcnN/3wzwjolugTyPKjMWFxU3BFjxKrArgA8AzbGRf8uM6dMnqWrgFvZmozATwmCiNCPaNUHBLUBf/llj3f/2SxHltbg+zXW12Em1EzUtM1OhnZMWr1mwV137F0LjAtQ7R2hHkYsdjT9JEB5ikDq3KWoaHCKu1uSKEZxQOgNmJrs0x41GcbSTo0KDEFka9ettamK4FDYxbRw9SNaC6Zakh94RZebXjDPb39oxIe/NMti3GIQ+jRjQcu3TRChEjnIfekSP6U7Xx6oi9KxLrH4OJmXiah6HqsMXrB7VZ4W70W1DCNLFDncHD61zOduf/yFv/Lz3/cT9z5y4E9fdM2F//sA19EJ7vnEFi5+yR+/WKQnZmtBhNYe2khMztIGrbVj8nInjagwuXENCEX6t6h5qEqSUqlrBdgmP8CWXUpDgtzdxJN2+I2XbV5qW9K8hCCICbyYem1EGAx4+mjK395V589vXcvJpWmadZ81NcN0YGjVNI0Qmq4AqxZKm8oPJbXAeue10AaqoW/Zu9Uc8uW7FAcONahnCZXMnSghJJNkqStUimKPy3bBTc/r8ok7Z+jWPVqJHZ45igxDT+P5urD5pCxdOKaSmElSycbJHr/+4z12bYr5xF2TPHFkiqFXp5d6ND1BUxlCL5sD44rQlD2enijimOzClKJqw65g8jLA3Q5mLYI5wMvgH6slWgF4XTRgpKVmjFEieOrw/Oxfff7+F/+Xf/Orf3ro2Bl2btvwv8ng6Vle8uanf6pz+mM/OuIkBKGLgi1rW0Br0lSijMAYC3RTbhurFO8UlmDukFB1SshYfDVwr5h+VYDbzlKxz54rLPK9BM9LCfyIehgRBCN68Yg/+FiND35+LWcXpohVncmmYiY0TAQ2OCuD2zK2csVYwrG3BXfNVe3Vwpg0jXnySEA/DlkTuNu/zEAhKvtWDjSTRDGhPC6/IOLj3ohu5DEIBPXYaedY40faFUpJlBQIZadwCXcKrba3xzxJJRMNn1/8/h5ve81Z/uTzHT7wqbUs9lsMvJCur2h4grqCUGkLdGn7ZrPvnIM8B7ip2odjNF6JlcoMvoLJxdj7lWBPnQbPgJ0YW0E60oo9J5a45OTCjz7y5C33Hz+98MH/LQaPuo+Shlc3zNy7r5Txw0HgR0jXFqayEkp3UD1VZOgqDF4q1CGXIxlji9KVXhQjVeihdFsswG03WWJvW0BkK+U8lbrhnAm+l1CrRYTeiPYg4f7HBX98yxRffXiahf4EtVrIbACTgaYVGJqBoR5aWZIzd6hsvUooCQMrTWp+AfLAT2jUIs4uJdzy9TWM8Ai8ErizxqJMg+e3Y3sM41RhjM8bb+zwgS/0mVtuMEgEo9g6CEEMfpTmCRpPKddEIot/u3Lh2O6mRl2xYc2AX3zzkOftOskHbpnk0f0TLPSaDFWIHyhqnqQuIVDGVlm6kuIsw1kFeQnoxQ2J8VOWy0sjqsxNYQ/rEuCz1xnIkxJzx8aWSY+M6xlNUr754FPBe+tc+T9/66cadz64v3/TCy76XwN4MjqFiNvfmYz4l0m0iFIBQsRIkaKNxDOSNJVoI12rWAZmWWLpMqjLersA+QrGLgHbHkdjg5xxYAsb6CqpkSVw2y0hDCMCP2K5l3Dbw5JPfa3JF+6fYq7dQtVrTDQVUz5MBDYIawSGekBeF56B20oTZaVJYAgdsMMgc2NiQn/EYwcl84OQ0JME0iZ4VOlWn0nmSkd7KlwHjMeauuDaC3t89t5p+onPMBHUYkMQWf/e82ywqUaWve0FVHQSF7d/V91nBHHi0aj5fM/LBtz0/EW+eH+XT36tyd2PT3Ku2yDyAvqBwpeSQApCCYF02lwUlmvG4lKIFfUqKwLQSlKutM+lizALLLN0v84AbKzmzoCduM91pmuk4fiZNoNY/cu/+cqjd7Q7g0/+LzG4MQvAmtnBwse/O+496nY0wUiNMhmIFUrJkhyRTmtn0sRKFYOTLIiK5qYC8JWUkFe2ZcFkBvAseSKNLd6XGiVtIX/gW7kQ+jFz7YQvP+jx+btafOqeSRY7TURQI2z5tDzBlG+BXfcN9QzcgaAWClsfHkhqvh2oUwvI2dsCXFs3xksI/JhaMOIL94acWqoz0xL2lp+7EKsEZrlEKXT42imP73pRj09/I7YAjwUjH8LETpPyI22tvVIZgmXVEsgpiCR1d9vs32/WRrztlQNe96JFPntPj1vuanDXoy3OtRskKmAQeHZMnhT4UuIJy+i+xLUcCnceCm0+VgpUOpeFJq+APAM4JbvUgTgxwoG8BGpjwKQuMeKeJdx5716uuWTHd//KT77y668+2Zvbsbn59wP4qTNn0aQ7anr0o1Otw5g0IE3AGNfUawrm1kYVDO6CT40FuhlnbyjZgCVZMhZUlstey7JEuE4UmbG2tPMMAz8hrMUkccKJOcOTRz3+/NYp7nmyxelzTdKwhteyCzhNeND0Uhq+natdcx09lqEzcNuKPAtukQM8DAyhry1z+ymBb2tX9hw2PH2khpA+gaKUcRQuyCxgvgKELuGTpB6XXTDkip1d9p6s0/cljSS14FYQecYFz25qlZRIsqSMtP962ZJzxGPLAjySxGcQ+dTDEW+/ecSrn7/MPU92+fCtTZ46WufIuTpJLySpe4w8DyEkys1l96S0NfXCdubn0oVVlQrlU5rXrrCSsTUlK9AYZzk6HZOBWqdg3Ox4k0IqOL3vGGuC7o/G8bn3ky7P/b0Y/P/+yO28891/hR/OqrWNA+xeH/Lyq1Ou2BmDkQ6gthfPjmdQDvSiBH6nuUtNwNlnOcgpQD5+aCo+d8be2YBOYYHteSlKJQiVcHYRbrvL4+kjdW67p8HpTo2j5xrghaiWT8NTtJSh6RnqngO1Z6j5EAbCzRgvwB0Gtg4k9CWhD0GFvVNCXzvbMaFeH3HwDBw5VUdJz8oTWb61M6aVxwKsvBXMY+cmw8Ube+w5tIZ+w7J46IGfGPzYZWeVzjOQtn4kc2lkfky1KaSiTcK5VrNUESc+YRSwdiLi+1424vpL25zptfnKN0P2Hgn58kNNzi6EGOkTSw+UIpIS3EobWSpfIorirDLQy/MQx0BeMLpxPnlG97rYcOWnRltgp/a1wAL+ygsjXnppn0vX34JeeETV+vN0z36a1vrv+dYArg28/jvfuP6+R/Z/8IMffUj46UZ2bhuyeV3Mj7++zyVbY5oNzdZNMb6WCCdPjGOjMthzBi/JE3KAnwfceTBTsLaSBuEaZo1K0UYzNwf7Tij+5o4GD+8POXqsTncU0k9D8AJk06emBA0PGkpTUw7U5WpCX9j3DtyhKzMNHchz5s7qV/zUMbcFdxjESGLafUlkApsKl9oOvxRVD7zMsCYrS8jawFJJnHoIo2g1I2DEIPYZeoJ6YlwZrEvOKG2dlLz2RpZKAWQBqPLfSGUOcD9xY5Rjn8APWDsZsXFtzBVbR3SjPkeOt3l0f8Bf395g7/GQhbmAxHgkSqGFyhu4bXrWXr1Fg7cYO5vZC1O8M47PM6amBG5dvFZao0zK1s0Wb5dui/ix7+qzeV3Cjs0G0v0iTq/54MTsd9xs0qWz3zKD/6u3f4f4xFcf3TW/1LtwOBIMVINHD/k8diDhrkcaKKnZsSXme1425LpLRrzgyphUWxdiqg7kDC5t1jIHs8jlyXlvbEK7drOs61szSgxLPQM+HDspufOBgM5Qces9dfYfrdFLAxLjg/LBC1ChIlCSujI0MlAr6xSEGbhdu1rgQ+jZpocwsOWplr0FYQBhUMiYDORZLUvmnpycT/nkbROca9eZnsw0a5W9S6RWZfG8v1EyGvmsXaN40yuG3PFInxPtBv1A0kgEQQyRMngJeDFOmlFocUqjIJBFaatLlBStZHZCb5IqfK8Auu8l+H5My4u55qKE51044q2vHvDMUckX7wnpjBR3PFDjxIkAPMlC32MYKwdoicluUeezVwprpbjKKUkRNMIYpuopzUCTGs0Lroq47pIR3/OyITu2JCigFWZWaMgo1ui0faHv+bvCme8+V76enhXg5xba9bUT4Ye/du8TDRO4WUhSYoxHJ7G3kEf3hzz2dIONswlbNsbo1HDdpRHffeMQY+xU1zUtw+6dMbXQ7UN+hiWrP2zgGI0Ej+9T9EcSz5PsOezz8a/WMEKy0PU5djwkMQrt+xjlge8jpYeUklAKatKBWmqX0LA1GIFLU/t5Lyb5rPEC3JksyRoirCyx7K0JPcfeDhChP+KuxxV37GkiAkWostHFJfdkjNhyF6lUm5N1po9GPjdeMeSlV3f56zum6CchwwRCD6LEzZLJam2cg2QlgxzT+RmTi2pA6+4Wie/GPaQKP/VIkoQo8fFUkrtQSiVcvSPhebtHpGiOv67HYkdghOBjt9V44pCP5wkGI8UT+zyikXI1N6sAvQxubJ1/GFp8TLdSW4GoDd/78hEvuDRCp7BlQ8qGWQORwGiF1orRyMZ8qVYYASp+sOH5r/2wSZefB/S/JYDf/egBDh45EyzMLYEKAQXGA1KQ9oozUmN8zcm24eSivbU8+IzhA7ekdgcSw+a1Ka+6bsRUU6NzQ/Q82HYokBKWe5LPfbPGYk8hpJU8pB4IZduCagqkfa+EjfpDBTVpCKUmcL6uXwK2rxywXbOx7wtCT9hn1/USuKo928ZmpUkQGMv4gWNt53v7Tp5EScyTRwM6vRphSxJKV2CV25nlOsLiXGeecJ470JJEK6LYZ+205IoLBoT+wNamJIIwsYGmF5tSN4629dv5RZSFfJkVK4sqvrx8Is1r0RNPkvqSJE1JlEIlWQ4hyXMJnkyRyjpU29cn7NyUIqTmBbt7GGML2pZ7gs/dHbA8EG7+ofg7Ik/7naaamptfELFprSF1MaRUFgvGSNLEJ+6VzAtTfu3+gJ7HRM8E2vRX/XMrAH7y9AIL7f6P/9YHv7Qm8uoWVJXbzJh2khr80sCd7NYTaE4uGT78hWbVFK2iugrwTMZICaEAX2IyzZc/28jec1m3UBgrPVySInCrG/hZGlqZvIsnq4e2XS6itByKBXcmTQI/0+h2doqdZajd+IXUzSq3wzqPzmu++kADVECgnD04FmCuNI7L2T3hMnbSDdXxSFKfV1834qO39nnqXJOu71NPbKGU74qksr8hcstUFww+VhZggZG5F8J1r+vcwfESRZItOKBSlKfsIgTSgtwuiZISRRohNUrYgUtWRmoagebtr9EIZVzOoqS3wb0v77y7CDUksSIaSjdDUqDjLFZz8RuycODKMZ2xx1RrSTJ/95rGpl/68Wg4//6gtvbZAf7JLz3IKIrffurE/EToebjYtchCoRyQS4DPwatLwYQBZSCA89N2CeROy+WIyKgJ6Yp/bFLak3auSSAMfp55s6zmZ7Xfrkw1e+175N0sGYv7nsD3s55F5VaPcLIksOAOfEPgun4CP3Wed2rrWvwYKWOeOiI5eLqOUF6eIMnrRMplp25XK/UYWQdTWtSlJKll8Qs2jLh0R5+9Z0cMEp+BJ6ildo6jl5i83l06LV5tGJbuFIjS3UIWzQVe5r/bzfM0SSodwCVeagEuVeqedb6sjHROVu5oSQvqwVAXVq4DuSCrkzHVc50TuXPUnAFBbkZQMiUkRVmHrBgWAFr7mNHchA4eeLuQ/vuflcEXljpobYJ/998+LkliJn07kDErlsn8y9Sl2DXudgElu6e0Q+WO1fMCO/uPKGYI4rrh3essq+ZL8IQtCMoKmbwSwJUqQF5sIl+8ynPPWVd94EsH8gLcxVZ0/gSlJgkbjFmAxybmm4/UWViq400ogizNPZ7iXmXvKyA3JTdFS4YjnzXTkpc8b8BXHhjRTeoMUkUjKe5MXmrcxNpy4ktXAk175EV+wy0annUeeCZa4Kcyr7y0AHd1L1KRuEFBUmTPRQ6ibATISq4iA3iRhS7teeX8l6dpVYBfcd7KRXkZ3sqZcU0wOCZntv94EA07UVCbWB3gg+EI4D0N31wXihRfiTzjlDUnaIrqsGzsrqZUJei+fPH6WXi7lCjIwKyy9LADcrYiRDY0P1vpWIkC4EpmoxDsybe14KICcNtwLFxn+TjAxSrAdvLE0/i+XRfeypOEwIsJvIgzi5qH9tcxKnDZv/JqcWOFSeNBZq6Ty+OLRT77z6Qe1+6OmZnp05lv0E/qNJTAd1o8H2SajaVGI4S0z/lfkpXEWlH/4Ra+9WxhnFb2OVV2S5S0EkUZK1HcZLLsOVsNL2udK5dNZKxdFMcVJFeOO1eo1XJeJEsCZp/pEthL4DauHEFrgR/71+k0fg/wL8/L4HueOgSw4eCBwzKQKUao0ng0U2SkshODIBu8U07JZleiHt8JkXN1sYlsCpWrL3GfZaDOu3TKYC/3XAoL7Bzorlvcd4X8Xs7eNqC0LVsy36wep7APfU2YTYJy7O1nIPdTfD/B82KkjLjzYZ+7H2shah6BA3juf+dbqf1rBYMX7F144jYp0x8EvOTKId/x/D5/8ZWIKA3pp5Kaayz2JKgk88Fdl0+iVySVMrmiES65IihKU6XtwvJsXX+qBKknUKmdXaO0RqUyB7eSxbzJnMldyYQsDfMUY/KkuNDPT3k5k5fATgXQJWCXcipaC7vEyrljsj59aMP4/TIH+PzCMjNrJnf/9/d/bGu3NyDw7IFQBnSp7y4vmKGQJWUgV0TJGIuX/eAyuPP67rwMtpQGFlnau3Trd1LFdrYUYC/GIWSzP0pzQFw3eTEfpAB3HlR6Rcd9Ps+vxNy+l+Ary+CDNOGPPjdDJEI8qQiyWvRSDqTYx7J9V9Xh2YlLs7S6s/HS1EMan595Q5dP3z5kKa3RT2vUU/BTgZeCSuzfjDOp4uSCYFwIlJjccyzuueZwz45r8D2RT5VSys4qsdlSg1LSOUMaqUrglrL0d4ukXLmkeTWgP9tjpVQp7nbkr0vVqFm/QTSgu3Twgp2Xv/WyeNR5yg8nqgAPAp80TX/i9FznpecWuvi+h6Q6SaqcZs1ZqIRqk12BVdKugD8PK7KCnTLQ84o1qkAX2XzB0qzByiYq7J23YWUzQJw88TzpQJ51mZdkiQO2X5rjF/iWxX0/Ww3CsrcfRjx1SHJqoQbKR0lh9fcqzJ2HF2L142Gy+TBOg+vULsViRxL7bFwTc/HWPvcfaBB7Af1EUFPCBpvSgly6vk+ZjGWA80Q5rsSiXJNd7pF1f19py9wepFKjUpH3tqbZ30izkW8yb1nM6vLHy5nL5/RbBXjB5o7RTVm2ZBfA+LQFgTBtot6+dcAFQqinVjD4/kOnCUOP5e4QQ7H8nHQIzgFeAXS1cuzZVXe1E77M6LIC8HJpZgHu8hDNIoNHIVmUyFlcqWKwTb78twO4ZXCeBdxFg/I4e3vKBpdREvPnX2hyeq6OCDN5Uh5oWcpiUr1rna8JIHNUMgbXWhElHptmBe/4rg57/qhFLwkZqpBBamtTvGzfE0pMKlxgp7GulM7PjHXEitt+Ma5DOL/cShbPjdez5KHzsde2RFdTbjLJz1U+HsNUGbykxcfP/98N8HIQWsR3VbDbvVMK0B29fO4BrdNh/v/nAP/QX38FpRSHDp+w4wVk1eBYbYrrs+Vtzgvwip1VBne1DLMMkgrAZTH3UJbYW0nhWLuYQ5htKhvZpqSdjZIB3DNulESJuf2yY1KA3Hfr+dTDiH0n4PZ7GsQiQElFKAuwVcAtqyxuSo2Z405AZQKB68pJEg+tfV754hHbPtXn6WN1Rp5vEz/SxRkJYxeVKR1nB3I3g8OYkn1oCvMgdfMfUw2em47gpW5+oZJIB3AlcHNUimA6J6LcySlkSZnJqXyvbwXkJqeGQu4W4C6XWgthMEYTRclFS2cffoUx6ZcqAH/iyX1ceflufu7f/G6Ijqj5dueKv7aati798cqLMprLb43rzq52hFRkSoXBy+wtVjJ5CdhSFasVZ/o7m0WoMuZ2U2W9MXAH+Wadk4K9tUvoFOD2vRjlRTx2yONsOwTl2wWeXAd/tkTiuC+9WpBpAVcerVBe+tAlfbStFVk/MeKaXQOePjpCpwF9FVpPPEsqlexCm7YvBmmSgTyTK3nFZyaNwHOvPafPlbZj9zxtJUllUKcu3aXGgV4BN7lHXi57LhsNq9uHFN+zAvjst6ogz7FmwIgUGfTCz/7+L3H21H7Wb7rIArw/GLDnyWfe9vkv3f0Lz+zdSy0Qq/zDVaBnsmW1rzh+cRYHu9j57PfKACjXbmQatgpsUbBkWaZk7C0L3a0cc/tK5mPbPDXG3H7p2Td4yq317hXPReraNi33hil/fusUC6MQESo8IfCktkGvrF6c4+PPysfJKWXrbGTJYZPNlHHtgK60dbLh8Y7X9vnsPUN6SY1Y+QykZfGiLqUcaJaCOxd42iIRbTOD2XN5moHKZIudl6KVA7t0EkYZUlEsYJDrflEwdyZRiqBTrPJdxqRKTtTF51VYifMTbPlzLRmMEoLJ2V/4ifcceCCOB3+ZM/ixY6eo1YLm/PycL0nw/CC3BcsNpCuutfPWlax8Od6sWtHfbuez4v1xaSIkKDc3rypRyuPHyjIl092ykvTxfTfCLQN4/jqzAjNJoh3YUzyX2PG9BD+M+MjnQx54sgEyQCiPmjKV4FLI8TuS3TkxhvCKi5LXb4+tpJBm6XufF1424G2v6PLBW+poL2AgA2p5oqsUgJeBVQaO0WAsuLNQf7yNUBvH5hI844aouryC0mVwF0tCFgxeWLoVHU4RT+Xnf4UeN6ykxbFHidHH2Vw7+TUcJgSLC/7E1MlmkozIAe4528xu9jZfHtCygsm/RYCXv3Lllu0+qIxdW1WilOZzVNg7Y25ZZXDXcV4ONMcHb1Y0d1mSqJLn7Tm/W1lb0FO2cXl+UfPVe1rM92oQ+nhCEAhTjIfI/GgpVrD4qucsZ+1ysFe2DG3VXBR7TDclr3xxn8/cPeRMJyRSHv1U5E3C+XHJda8LNkumock1OWij8xqV7Ht4pjTm2gjH3nbUXloK8DMXqzoJq0g6FRdY1UmpuirVmMx+cB5AleciMka2ua9vl3JPtXLFWLaGyjt67AQbN67b/pnPfeWNZ87O4XvK/lEj8pqZ7PCY0vf4VrKUFsdixc5UdKkY2yiNECuN9M26V/IDm41GHpMnhUyhyt6ewauwdnmz7G3nqJRHTjgGVwmBF3H4rGDv4RqYIK898bLgazw4ZmUyKz9BsNJFKQ9Lyhd+EnkBlsbjsh0ROzYMObNYx6SWxYO0KA/IMptFulzkUqE4Y5lMwbG6KAHdsrcuAd2TNui07J3JQkM6dlFlpCO0cXdmYy90ynJlfNS1qWAk90nGScGUBYzDYskXz+5AQija7TlGw94br3jeK764OH/qqKc19Puji0ej9I3HT5yjVgvzi0ZWxLx4VlBXAD7O4CvYm1LbU/V2Pj5spjiIBXPn0kTirKuxAHMM3HaE20pwe/m6NYUk8bNnL6uLTvH9CEi465Eme8/UIbS154EsZp+Mt6eJ0g6fj8TLUi+XKBWponKZEg19LlofccPz+9y7twFpQKI8BloSpitdnLIOtkwlSmcwA3a11kMbO/ZaG+E0uZ3trqQFvpTGPYsSsCkxN/kFJqVApOTMnl9wFRyYVcnwfKRZHK/C4CjbiFIq4sE5PJW8MUmHvyelsQDP5+Tp4oSUB7aXkW3O88fPy+CIAvCrMbf7eT58XYgSUIQrCRWlIFNU2DsLPDMfPAd3Ppswa/NahbUdY2fyxMvkSTZ6wovxVEwYRjx8RPLRL7UYRQE0yvJkNWBlfvRqboE7jiXpVwSZlAqvSiuauabkybrH224ecMe9fR46GGCUz1AEDIQLNtMxtsylQTmaKzIWReCm89EeWsn8rpJduFqSs7cuSTGZnx9bNV22eLPziXCyCVGVJ4LS3b1wV8pf9bzEMGZ8lLEVBobALzLcXhxHxNEIo9M8gCtGjZ2HdUpfYLXwoHpVriJPEFSlSRXUBYuL/ECKHOBuaLso5IjMAi1VBEXZ4PmMuXOAq6wz3TG6m12YSxKVorzUdbYkBEFElKR88e4GTxytg+8jhCpKY90KzrmDMb5vq4C8Au68/CFzMaqzZfLRD1oxGvlcvj3mNS/p89SxBoMkQkuPgVYEaVHKoEqsKSp/Osslm5XdY46xldEY6cAuJUYV1mHmrEgjkNr+rTS3DEUeYEohELp6Fxkntyo2SneX8wBbiFUKtMZ+LgUkRhIndvW5OEnw/uYTn8X3PU6fmaPV8PDUs99WS/he9Y9UX4uV4B5nuFJAaUvAxViQKQppIsrsTYm9qTzn4M7GJ5dA7pXmhHte6qxAXXkuGNxmLg+cglvuahDHlr2lFFaeiGppbLagcnm/MosoB1o5C1wCdtXNOH+w2aop3vCyIZ+8c8Dek5bFR1IySB2La2NXuUsLuUDq5EGaCU1HTar6PTzlvHllv4901qGSAiOt0tGyYEcpHdiF1d6ydP7KYIcC7OPmQiY2xCpy7ltN7ZeJ1RiffXuf4OTJ0+g0wVtanEcpSTTsE/p2BMGzXiqr/HWx8qPzXKXPBnJRSBSZReZl7V2sQKBUYRWWWTtrAvAkbj3IrLunALrnZROiCvfEz7tZkhzYnhfjq5jEJHz6a3W+uacOdQ+Ehy8Fvih17oxnMFdo8fMxhagke8zYTPVKwJlKtFKMBj4vvqLPG2/qc/iv6oy0j04VA+Hjp9ZOVRlzptkxLpyVKkUVV1umuZUqfHFldA52bQRSW6BLWbB6xQQw9rUWBqHduYSirW78/I+R3wrsjKP3W3horVhaHtDtz2GMxkO4HKMQOXDMt/KvrfIlii8m8vdV/1uMgSAD+NjKAmKMscseeAlUlYIrZRsditdjm2fliLfKplSR1MmkiacSfC/m4BnBn32xBV4AwkdIWYw2K/Ve5iea8zU5VIVCBmqwhFJOnRfp+1LSx7F4qj107PGjr+nzmTuaPHPGB+kRp4qBlLbKMLurYMbYsnzvLcmVPNdhSh019r00AuPsWCltSl8auxaqluSglq78JbN08xoVcGAvznN5Im7uqpSOWfEzs9rhe1ZQ6tTgBdb21toWwNk/7PxjKSXl9d6/hVyOhXQFyGW3ZLVAs9Bkeb10nrks1okps7Ys3xpVEdipbAagCypV1q6WLXqav84CSlOwdp61zCSJZe8sc2m8hE/dWWf/0Tp4FkiedMGlKH0fUYBalvePYqs8VqnnyYO8zDrUVUclzaRK6hEnPhdtG/LdL+/xu39VI1YxRvgMU4kvshR7Bp6iRKIM7Oy1MQJUaYWG/OKzUkUaMEZbKZJpb2kw0jJ6ORmXv9al4yCLY1MJesfjlFUZvADT+Ty8cgEWlFcKsfvgecpQrymhE0k0ytZyZCwt/yzgLrOVWEVzZ59XdlKseC6u/DGpIqgCXJUZ3FQYXGXD3Mv6W5mSv61zeeKpwu9WMqUY2mlZ3A8jnj4m+NCtLWI3c0VIG1zm/ndujbn9ksWJK67m1dknA5KmKF9dTZNnEiWrT0mV9cXrgeLHXtfnC3c32HPMBxnZRolUWvmUsXgGttRJlTLIDbbgfwWTZ9/BHl+jQBqD1BIliyVmpDAIp8HLgWfhiJXBvlKWZsBdTbKUSXKcRCvHsRywYxewkpFAKCXiOEZ94uMf3VWreX928MCB9VrrkmvhBsqsYsvJ83xWTp+rnH3dzzLXQ0r3mcxdESWzaanCLbknVuprldV7Z+AtWYJe4ZJkGcvVwG3dkmpBld3cDHFXUBV4EUpGfPAzDW65a5LEq9kRcNKjrgx1N47CV3Ykhec69/P2uCyTWsqqKinzGnXllVyfXGZlq1Nk+6tLy7EUI6LzLho0a6Zj5pYFdz0eYpAg7OQpIWyD9sqEk6gSlBDlJGGZM8cKnQwrgmPGlnYEVvQNlFyacpyxWpmC0eVAW1Qy6fnr8RUhSp/ZJVEEaWIX8br8yhdde/2Lb77Ve2rPY43TJ0/uTuIIz7P1wAWDm1V2fRX2rrA4+S1IZk6KKB3gMVki3dEvVwwKUbrdlSP2EmsXC02VFpyShURRnrFFUA7U2frsFfb20lyi+G7QjVIxfhBz9KzgE7c3GWrfyhOh7FiKvFWu2mGUyZSKPSqKY5O9rkiBCqOLPPmSLxLgZEq5X1MrlUuVuq/4/lf0+cgXmxw+44GMMUIx0B6qdNxtXOCCTgRiXK6UizyMwCiDKrM4wulxUKakwyUIYzDCShmdJXhMNdZaEXyz+usqe4sKvlYoiNKVWP762gh6gyFHjx3bPRwlDa/TS+gOUqJY43mycjLOp+xF6WcrNHdZX5W+5OrSpFo1KEpAWSlPTCW4lGVwVwCerTljSuB2DK40nswqBLW9AFTiZn8UAaZWCX/4uQn2HbMdO0gPKRSBAF/YDv/yaLbx5oaq/l79GK7GbsXiTWX9nYG9LFMkqbbTYndvG/Izb+jyHz4YkqYRCHsB9BGoPOC0FuGK+tIyyMvM7ACtSlJVyeJ7yhIbS2kTi9pYS1C7z7QodLgeA3hZk49byJSOYRlf5VuPGNuDcWwGHm7OO3iDKGU4SokSbYdFCbH6P34+gFeYfFyDl95XzH6Rz82ulsiu1Nzja19Klc3dNhXtXQa4KiVzirV6tAVx9qzSHNhKJSiZoGRK2Ih55IDH7fc1GKZuMXvpWX+9dPco0tSmctGOn7wVEVTpGJY9aErAzkc8ZBrcaDcYPvvMgjhJLIu/4kUDrvrKgEf2+9CKQXsk+AyFbW2rlNGW2LJ8/8jbvxTO1RE52JX7uZTGBZuOzYVjc+FA74JIY8QKYMvS+dfjLD6uBFYLPMf4dtU40B3/IMAtzmvw8oGepqj2ylKs4rz/YMFLxcVQAD5LcOQgdwZ/helKZaWV+pO8as2MyRNTalczbujN6gyuxsFdDijzZ/eZG5zveTZreW5R8+FbJnjqUMHeQlh3whel5E6lZmYsiBo7bqvxxHhwpCtMXqxIV9SlyIptmKaKRNq2tst2jHjH63uc+HDAuZ7V4kZIRlrhCxf85d/FlKip7JZVmVyV+24NTrJYEJvSawtsB3RHSjoLQLNs6gqwj5PfKoy+CuBXkmzxukzKudSV4PlZg0CpkKk8qbRwBCgycWPyo+phisqXlhWwV4FcLrTKAFN0i2Rf1DgPvJApynV2550mKltdzeTzPDIQF1uZzYtGBpUldpQdqHnbgwF//rkJenFgZ0kIDymypmJhx5aV+kXHbTDGwL6SHcipu/DBxwI3gw26KkxeAnqq0DJFOxZv1BN+5A197n0y5G9uC0A5qSIEAy1RaVFrX7D3eAFWAfPyzBZlCslidbfJL0glnTSRmZ1o0MIyvRYiB7l0fy9zmjTkwK8y+ZjsLQN7DOQVlWGqstAYSBJBkgg8mVXfebaeuhwArrhSVvtjZdun9KUqt8PSlTUeeBTNDaVu+pIEqKz4pbAAK7F4Vaa4wfg5i5e2khVYtQUTPBnjBxFHlwwf+3KThU7gspY+SGmDy3Lddy6nxlciK4RbRaGM1TYYihLnFevZuLkfxeJduCVhdGEZmiKFL7VHFPnMTqZ8/6t73P1IneNLCmQEQhJji7FyKeU88dUKsCq3l1LFnsLg7HKnwe2/Z61CZ3HKjLkZ0+EW7LlENa7warykAftvjjMy5RzKKuw9ruENgLZ2oW3DU3aB0TBQ+OUgs8zIqwC7rIlWBAmraawxvVXc4kuzUPKkQUlz56+zNqkSuEWhuTMbzZMrwV1hcpm9TnL97XkJQqZ87cGQ2x+p27426bngUhKIateMKn/XkuSqHIdnzfQUQC+DfHzF53LxVeaoaF0Gt0ZpZeVKpHjVNSNedm2fv/mqj04zqaIYaeVcH7fGTipcRbgDuxgDuaSkvx2Ty4zhM0C7riBh8u8tBDaV72SMEJkuL45P5jRZ1VrUqgiBY/YifqskeMQ4wM9DwMKueBIlEKcCr1GTtBp2/XWpSmtVjrHOOKDH/+AKcJdPeOl3ygAugz2TI2XgFyvvZj8rml9zf1iV18csgVzqitb2x1LxdiSZCy5VzNE5+MydDZbaQV5zgpR4AldYZXKZVAZ3BeSiiuvyYwXGSw5F2TeuzuEbd1SKnk2ppV1p2i0FHkU+U5Mp33tTn3sfrXFowaV8hUIjGAppwU1RZZiJlJWdPzbWzACtZHGHUTm4jZMpwtqDjs0zNyUjJpPpcG0bINxYk7wcOw84ZVFSWwZu9bkMarPi2GbHMhppegPNYKjxbJe5Xc4D16I0nsVcIU3GmHtVkK8GbJFpL1aVIzmws8+lKVmEBcCrCZCS5i4tBlvIlLTE3NlrF1wqW1QVac3vf3SCv72jCbUx9pbFQJ+qtDIVByi7/efHZxWgr0rkZUPcUDCkcXNM9FiNSmmJ9FQrlBuDLLUiHnq8+TuGHD/X5tf+0KefxmRjpxPtM0SgytoXQ1whqyKjmSd2Mm9c5gYL0lmIQliqFtIC2TigZ4FoocPdMTNOtjhrsUyUoqSjyXBSjvPOg7/8MGblBcAoToljTZLYVemsBebZ/yMVVV04/o+tCDrHAJ0FWdK9ltgLp9CA5eDMrCpVlDSln5f7HTNgU5qXZ4og0s3O88bkSKa7s63cKe8FCU/s9fjcXQ1S6VvmFtlwfSpNDZXSWMoX8FiwNHbHOx+88656yjKlxOKaopqvXGFoZMVVkU6Lp2mK0glvvHHAR24d8ugzCiMjXKqHWHgMtJMplPS4kyiZTCKXIyVp4i4+JYprUgmLZmHASONATskqNDmghbsAEIWcOR8hriDMMqjF6kczKw7T2pAkhtQRg+e7JT2ymRhQGvKzyj807lmurrtN9YSLKohFDvAysE3FIizLknHmzpbtthLGAt3LtHUO+BJzl9m75H17KqY7NHzgc00On6rZDIF01qAUpXHIJq89WVEWWz4Z48eC8z9M+UXO0I6F3CTfslRZ2c6WWYcKrbVduUErkthnx8YRP/3GLr/8fp9OIkHEoCVGSCJkvjqaJGPz1YJNkd1SHJgd5KXr9jGZ3jaO2S2Ajaxqb6vHLdhNdrHIcnbb/m3pflapVSGrOhRj78sgF2SXo23chjQxJKkmTjRecSsqTo4c21ex2tVTAbipgnkc3O7n1aROeX7GuHOSfZbNwTO5ZClPOc2W8Sg7KFaelD3vdAzUCUrGKJng1RL+5K+afPzLLRLPSRNhdWveklYuXBr7nuNgt7ZnWb+xwhcvI7zcejVe5JTXYORANqWlAY0baG9bzXQqSYVCSs8GnnHK97+mzzPHfN77UbemuLG9ZxqfkZC2ljuL9sYclcKjFxjpACwzXY5zO9wFKe3/KYVj8Cy4dOewLFOMkzUFgxdzU7JBVqsyeQlvZTll3xcX4RjyAfAGkWAwckvUedkOFH+s8v+UAMsqX2JlYFkdx1Z9vzKgzHxwUQkwq+6JHcReAvkYuMs6u7p2vbUKpbQBZhDG7D2m+KuvNFno+hAqF1h6COnKTsXqA+0rMmVMklROTvVUrMrgJvMMTRHgFY5KEcxlBUlau8bgcvJHWJmitUanilQqZpspP/CqHp//Rp1nTigIY3AraKTaZ0BWXTjO4BnocYxrv4Mqfe+MzTNAZ0DXjgyEELllKKW1GGVJvhTgLt/pC8CWYxpyli99VsLgCstaYNdZCuzmDUeC/lDQH0FLVlk2J6Ixlh5n8fIFIcbZ3O1U1W0wqwaX52Pt4n3mnOiKVPGyyru8/FUXcsQt9e25VLwnrTTRaG79Zov9h0NbkigLBleCfHmU8uD9cb+7wkIVhjl/T+sqJLOKkzLW6bNqS5u0KzVoiZQyXzVZCoVMPeIkZffOmNe+uM+Bv/VJU6cLtdXjCR5DYdPuQrtss3YgVwJTmomtMmaHXJqoXHcXiSEpsmuocFCqjF4+VmWyE6zajJyB3eQHtvj/so/cQKAcZ1JSCxUTTZ+Jpo938SWX9xFi35HD+68wpPmIhrLjUQX6KkHlWE1vweRjDI45f3BZXplMlV5XNHdZg5fKRzOmllmiJy3kiQN1bguqBL+W8Omvh7z3LyZYHPhWe7vAskjLZ+uzjyd1xvcpOw7jmcLzRENlBh+3CUusnrG41lYmlAcDGS3QYrxe3DG4dIVYsWZNTfPOH+5w6LTPZ++UULfgzr51LFTO5CDcMHgH8szHKxVoGQNu3DAI9x0lGO2AXgF0JlsyWVIQW04MuVfudHh+/EwJb6Vu/MxpKQFeYnJSkcYONJpo1ti+bcu+yy+/vK92XbBusb28sE9J/Q6TRsXQ81KJaqUAaiyFvmrlnzSVzyzrVl/nQ+1VKYBUYz63MoW/XS6kKgWUXi5DdGEB5gGlptzIoFSM78ecXhC8968nueuxpp3nJgNQAUjbdF2XhrDU2FCefVJeNqU6m7yYkzg+kGi1MRdZB0zRmbTasTSrHHs3wbVEAMX7sdmEGGanEhJjuOfJgG5/zNcs+SmS8p2nPLJ//LYz1ltjVv6SWeVHWQlAnrHNL2Sx4mK3/8PY56a4yIr3pXKH7H/Thlq9wbm5hbfffc8DD3oTLYUQ2khjEMYCqWzEV6PdMeYe19ru89X0dvnznAnHTpQShf4u5k/rCmsXbD4WXGZOSf6zLJFjdbeUNmMZSc2f39LiE19pFtJEKJAl9pbFxKp8GZWxgHJ8K9/lxDg6xuKZqs9cZfDy6hmVUlpddVNWWIey6OGUQqKl7fyRccr3v2rAE4d9fu/DimEqS19Q2KAzd/CrTJ6XzjqIZlpbYR0TRan4ynnbxp0/o11/b8bmjsEzRs/YW1awI86DKXfhmbJkKWtyF9BqK+0GwxSpYqM1eK2as9sw6GS1dVXGT+BYvUCuw00F+HLVALOU5JHlW34J1KVh6mXvO1s2oxpglvzuLKiUZSuw7H3HIBK+9kjAh7/YYpR4NqkjHMixA9+z4FI5iVJ2S1bWnqyc7/IsqmQlGZbozWSslQEbF1ji3BNMDmQ7RzMbg2xrVIyWaOmak4VBaLsKWpJ4hA3NO17T46EnQm57xM5bsdkZi0ptPEZGWC2+mlxx31hlwafLYNqvbJxMyQDuLhPnqmTuiXF/MkvR5xZi+RiacdyJCtizz4ubSTbsPzueBq01g5FGKI3WGs8OYbQ/zBYWLd2N8kh3BXtnYK8EXGPJnNJ0pZUJnRKwhakAvup/6zGwZwGlXZC0zNxlcEsHbOk6dTwv4exA8N6/mODJg2GxWrL0LHu7tHwxzKdkCZYAXL4zFTzIilt6riGfRYOb8322Im1vVgSbxZatf+m0uDAO6NY6FMIjHqZcsSvmnT/c5vG9PmcGVRYHQYrHUOJmUhqb8RsDuRHOURHF3Ue5tH0ObkElsMyDTUGRrczBXcbMGFmYcTIV1eMKrJg1j52Ia4+XwWiN15pci1IebRYY9PsW5CVQVzOWZuwKKum9VQJLwUpgVyXK+BIYmTTReXpeVBwUnbO4lKuAO89WllhcWu87Sg0f+kyLOx6t20bKLGspPezqybiOHfLlC7MxEJW7UBkW4zKlxOrlGLOM8crIGVOVJhWrcNXalALols1d4CkKiaKFA7tQaKnduu4+MjK84uqIH/2eLr/7MckoK9DW+Rcn1Yph9q3lSpArUfqZJmdu5fzyHOCuFDpj9SzJU25lKyeCykGkHAN7YdWPj1xepe5eWnBPTrZYN7vWTrZ64UteT73e4qkn7uGRhS+hlJ+7IpVb6jiwVyR3yu9NFRSVz8bmSYtqWr66/ksV2LksyWpQ5Bi4x1Ly0rkmMkh49MmQ3/3wBMPIpW1dQqfinJTswNVa0qo6vDyDeyWYVyXu82mXcsInB/24Fi9Y22jLiPZZYGRJh2eltEIiU4UWGi0UaaKoBZp3vr3D7Q+HPLBHYQLhkkAiXwgiWQ3kcswfLyWAsp02iFyDZ9Z+BuSsulA6oEvKDkqVJDK3pWB7sVI9uNvcCowaSNOU617wPF5x0w20Ox28IPDwA59aKKmHtrVrfHq+/XfH5chqMuXZgZ3ZgRUWr7C3XuV1dRHSosAqLQE/kyXFayUTPGHtwUMnPP7rhyeY6wegSuAusXehvQ3lYfLl7OVqjG0PfnUtnuwH51XkJebGJVJWkyV5Ch+Tza+3FqEsSZNKCl9ipHZNwUWdSio0QipEopltJPzbd7T55fcpDp4WIJLyPQmkINGSES6Ak6ZiHRptpWz2WV6ElWvwQrJIWcguV5CI0PYisDKkbA2WyKRsB+aWYRZolkilBNDszhhFdu55EAT4nm9HEUoBoZ/SrMeAly9KZKoIL92ay9qoAHWZ2eWqAM+mQJUsLrFKYOnkS77waOakON2drZ2ey5Syc6Iy1yTFCxOW+/AfPzDJZ+5okPhl3Z353sKCu+yaVAJLVi516I5D5fOStSbKv/is1F1N15NbXqsAHliRxq8wupUnqZbYIieDELZuXAiDTu3CJZ7UfM9NQ3pxm1/8L4rlvtNmWTG2FiA9EiMZ6hKTZ66KKNWBI1z5rMtuZoDWri6l5IlXalPy19nvFHfDImlTJdPcQSnLidJBzGaadweaYWQJIdUghTB4XvhM4JvPrp2ZxlPxWJCXrbBV2HSVXsjM2y7Jh5XvM0uvXMddnvuhqw6JKnzuLAW/Krid750FlLZ5OEUJWwZrpOZTd9X4yn11kmzIirCNAKDOw95VKVLuvRwvj62k5ktbRaqMi/BVpEkG9HHfd2WGsxhOb6jOEikXYlWHBmVsL0mNXWDW05LXvHDA99zYR+oE0gRMCjoGk4BOMNqQGBhpGGlBbCDWgsRAYrKlxyHJF89ibMuapF0BlK4+Z69Tg1vC0G2lfUxN8bv5lv2+Gft/NAyjlOk1a9FGfLbRqD1jDMiJ6S0cP3j70bDW/GyjtQ5j0oKhSpq6DHop3Yq3ZZYtXxSq6l3nr0WRZrcXTFlbm8rrcYYuW4L55yIt5IkqdLfnJWg0H7+tzrv/dJLTbd/pbteGJpxz4sDty3Izsal43/ldqHJMRBF8rxZQ5u/HBPpKXFeSFmUmt+nv6pB6XX6vV06jze1CtxkH7KwDSKceWnvEsWLThOFdP9nmTa/q42FBbTcHcmNBHhsYOpBH2oFc47YC2IkZA7kpAb30e3rsQtCl37UgtqBd8bMxsI8PEAKIE83mTeuZnJz47N98+vajOy/YbNfoGUYST0v6I0kUSzuCzD3kKhq7ctLLr2V18SELBk15YaLKqri5BUiutas2ofVyq4Fm4Z5IUQoqRVLo7yDl2JzkI7c02X8ohEamt0u+t3C2oDArkjnjBVWrlccW7kp51YLiuK0IgMaRvRrQV2Hs4v24XZil72Xe9yhLTC60ne8tMl9c2IAzNRKhPeLYcPGOhLe/ocsDjwUcnpNWqmRWiLY7abRHIgVD570L7ZI/rvnYaCthrAZ39eL5e7vjebo+T/RU5UrurBiq+CrJl3KavmLRZmQi7ep5Nd/OnkzdMpgeQK25Ed+v9YR3PB4lx/xsNNo4oK3OLq+Ytbrezh0VWYB5pf9dDjDta1tJqKt3BidLpChLmQzculQ5WNSanO0Ifu8vJ/jS/XVbfyHLwHbSREIoXdZSVCdVjS8nXgmsx8CeobfK3CtZ+9keeWbTWYXlVHcF6KxiFzoGl5V5hgIhJDrNzoXT58Lq8RQ7+i3ta173ghEH3tbhd/6n4Fy/9KUlFOvIWpDb91khlkVbVmyVFaUZQOkCzFmwKbPvj/1OWedPWZNXAJwfe1PKXIrid2Q12y4FTDYDLtg6G1+4Y3NvMBjmu4Hyaly4dfdfttud9wnZQGtTuZrGi5yKYqeyLjc5O6tVZEpZ2mRFUuVy2Kqu1vnvl1PxWSBZgNtKFCmdRFEJsdL86Seb/MHHW0SmWuOdpeTBzu7zMbnnXZ7FUhkHMZbYyXm6FPlXgs9xUIvVcZ4HlWPypAzqvBliHOildP3KakPpVhmruiuFJlfOG7fj3zwh+IXv7/Hj39ulplMrU0z2nNgOXpOuLleMGJMmpdfu4iukSlmDF/p8XK5UNHhZpxsK3W2K3zUmOxWGqckGvV7nfZdfdvFfNhu1gsG3btvNV77wYYRQo37nHElEqZBKF8mfUvS7mpNSJHZKaXmKjGWZuYvioPIFoqvPJVliL5wsoNSlbKVrHBYJwtc88nTAJ+9oECVuMmapBa3M3tY5GZsxuEJ7j7HJGHvLcabOZEr5Fvp3sfeqgLf3ZJOzcwbw0sSp/LlgcumSPnbQjhvVkEkYbScmZO6KEJ7VuqnGCxPe9Io+d9wfcv9T9bwOPJMp+ZfUyjJ5Jk2yDKYsrEwlVkoWSmxe8caFqLB0UbNSZfOiHIRCIWTHyf0/BgjCkKnJydEf/OH/5NJLLy4ADrB9xyV4fnh7r33kLYOUi1QlgKzetq3GXpnYKQM7H35ekiBlS1C4i6fqhRe6W6lMrjj3JPO4ZeGcZHaglCkqTHl4v88vv3eKB58OHbgdY8sM6BIhREV7qxJ7V9wTqmDPSbviohTFQazy/C0h2926yXoic7YuFTmVP8uGX7raFNvJDkJLtNDWW3YeudQmL6uVuW9udbmVKsqiaGS47tKY33nnMv/Xfxc8sq9m9TgUmc7sanYgz/R3UAJzWZdLd2ytRLHfN6sZz+xEkdWouOMoXdmtWAXkZY2enxMnlbTTIkr5+6+55qrbB4NRfmwLgO+8giBsyGf23C6HPe3KPYt0ec7QDrxl9pbPBvLSZyvB7EAsykFlNbgsGHylLMl1t58SacGffKbJPY/W0b6yuyYyYK+S1Cl16qhVnRNK+5jJlrH08Jg8qeiSbwHclSBz7DNT/nzMJpQ52EsBJ8UCUTnwhQs2nQYXZP64QWiJEAphNMIoZGx46fNG/MQbe/zr9/pEiciWR8iXuS+DPBWCKEv4OGCji2ymcgfGlC8A4ZI+2hQs7oBeLbwy+WcVJqeq2bVTCGCLBZvNhrz+umtkf9BfCXCtNcZwZO267eeS4eldUnTtCroyc0syN2Ws2KgM7LwmpSRVMDmL50wux+SJA7OoSJRCdxfvq+CW0q6IlgJ/+LctPnlbg8grBZUVaWJZpWhmKGnvbKMA86rd81mLV+kCyGRJ0Z7293sUCZ6VYF5RSgtQaU62oBbGrZ+TsbmTNrZwSiIc6wsj7XwS56rY154tUsLgxYY3v3LAM8c8/vATLZJUFI2Y4yBHkWrByGVXjSvS02TBpHFgdv0FplSMJUSpGaIEdDKJIkqMbSogz3s3s3OlIRWGmakGuy+84BxwJE11fnxzgDcaE5w5dt9T27dtPZL2HnjRsBe7W3r1hKyoLlyNsR2orW4yzg6kYPEKmMvae1x365JkGQe3dUwiDR/4dJN3/8kEZ5cD151TdkwKgBdJnaJiMOuUzw+YWCW4zH8+tjTJuJNSCTz/7ra1DOFlLzwDRxn8WelEAX5TclNESasXn2X2oRHaeuPZeTLCsbdGoNz5tM+khk1rEt71Ex2MgT/+dItRynlAbgAPrQUj4Wa4CDtmA5Extlshwk33MSUZphFumEUhXfLalDJ7u7qVceyVHaskNUxN19l2wc4jX/3ag0/dfNN1KwEOML12B8CZdRu26rmTZ2SqVX4Ai1NZrs0trMPCHjQrwFzV4FZ7lwEuKrKkyuJSpm7gZeF7y6yRwTN84ksNfvOPJznX9u2SCyuY2waWBXubMUuQ/ELMRjqPa+3q3MHs87JW+fsz96pYL7squYNSWt7EYUxmUgXH5lnLmCkVYGFKLC5yYEthnGa3iS6hZW4lChRJZNgwlfKr/6zDfFvyV19sViPqVZjcIImzWhRpa9c9B2IbeLrZhrIIjDMwZ2yeISxnaqpAB3unyg+0JpdlSSrZtWuHvvTiHWfGz0QF4FKFgPnXQpgX+T7XyzRB5yAvWKVSaAUlAJeAXZYjZMGmrnrgZXBXpEh2AWQBprUBpXCBpUhRgWb/GY+/va3BuQUf6mUrUBYBprsLlaVJPmNQrpQof1dZrKzieiXwV2GYFQ/B33lFrLQGbfYOUdbfK+vERUmyaFFIF6MlGns7t5eNdOfIShhhlK0DN4Y0MmxYk/LmV/a5/5GAA2eECzpTVtXk7l9M3M8yV6X8M+lcFukArcr7KNz4t1KAX5YkFUlYknOZzYiQGCMeCIPgX8ux26Ysv/HDKRZOfz1qtDbrWigJ3BIf5XS8qrgd46n6lWn7ohqwlJIXupK0qZa9VoEuM2mSsbdIUaHm4BmP//iHk/zt1+tQKwM6G/+Qgb0kTbLamYzBKbG3WAnksg7P/zv2e7kUKVkolaKgPHAq0F+t9V6Zqq+UzJalSfY+P8HO+2Zlal+Xnsttbib3ykUuZYopWco1L3ukQ8GbXzbk1/55m50bIojSPIWf++Q6Lnxz12QQ66J+JdK49P54yj5b5JbcKy+WahlLzZuVW14ekMIoAVTIzh0b9aduvTdaOzNxfgYHWLPhxeik95Gke98V7aVjEyZ2q96WTkQlWznG3hVmHgsqV7B2zui6qr8z1nYjHyrSJNAcOuvx7983yce+2izZgFkB1VhgCWPD61e3Bc/rd5d1ddlZGWPiUsxZIeryq2cj7cq4vDLaKYN7lTFvOAbXWbq+mIhlM5quFU0UMgWySkMbkQoDQmff1OQWnBAxb39NH1/Bu94/xaGzAfhp8f1cptNWIhoX91iQZnLFdzuSyStlbOtbVhcuwX7n/PiLfJ9l+U6aRaHumGhja2FGKWzbvLHzHS+9+iPTk40Vx1WOfxDU1mGSs/9zYvalizL/V0sntgzaMmMLzcpakqzIagzAY3UlmdZeuY2BO7Tgftf7J/nEVxpomVUIFo3DBdht6Z8nxvssxx2TsZktrJ7UGWftFcVW+QXwv6fGV5UmmSShyGJSYeusEMv9XI8VZp2H2Y0pirPSfPa4yjOeaapAC97y6gG/8fNtdqzPmDwtMXk56xm7zKfV+VGJzfMiLWMLs5KxrKfdssItlwF1n+sSo5fDFKvVBd/3nS9YPHpm+X9u2Tiz4nh6qx3koHkxhkZk5BriZIDR0gWSq/na2fvCKbEOSlVrS6HHAk7NuO8t8gpB7ZyXUoWgrzl4UvFv3z/Jp+9okFQSjrqRuwAAKIJJREFUOOPMLVdxTZz2ZiwlX5IhWa16Gez2QK4co1BJ/pR/VtaLfy9gF3FO9r7cwlauxiq7LnlTRGmmoaDcmFwUX2VsboRdBTgLLjEGYewCwFobMtvEip8EJVLe+qo+vjL88vunOHw6WImcjM3B/f/SBp+lr259G4PvfiPT5gq3YoTzyqV2TgzO8xf298ZrT0Czce0U11yyNdq9c9Oqx1Wu+qE3NRgOB+8gvLrfHwji1HViUwJ3lgCqMHk5rV5lbDFmA6oxGzADt3DgrradafDhI19u8vk7GyQmY+5SUCmrrsl4KWylWpCVaflxFl+tuIrVWP18iP0WQV4B69j7TFuXX49LlHxYfuaoOC2uIa8XHy+xtaW0xZRa496neZmtcjXkyr5OFb4wvOGmAW9/dd+Kal1m8hKbm2zLalotG4/clpisttyW3KaO2VMzxtwr9HcRf0hhDTNPJLzqxRf1e73+O9ZONwerHd9VGfzg07eZsNY6GOupA71h/apGLUEGRXlsubBKjDki1ZS8dmW0pZS80KUyWeeWVICeBbXOLVEa7Qk+f1eNj97aYJAqWwJYsQHPA+7VpEk5eFwF8KsBeMU2ZpWUkzxlLf53mSWram5nU2V6u/C+C5ZekQwq/Y7WRTuYNia3CHVJh2uTZTKrCSApcT8zOBOSjM3TWNMIND/02h4PP+Nx6zcbpCr7ceV2UtoRy9PGSIwQxC5FnxrbRWUwuS7PRpeUnRWj3bzD7JiKwl3xpGFywmPjbPMA6fDgJz57m1ntGK/K4AAHnnngbK83+qnm5DZjdFpKsY+l1jMrr+R8ZLp6XIaoXFdXfW9VrgiUaQXcqQdfuKfGv//dKZ4+FI6B242IqgDcXeGS0mRYk7smK+e1rKK3GQN5WWOLlW4KmUsy/vi7WHwM3ONp+vHPVnT5jD+XLMP8tc7qWopun8xFqQz0zKsQpbOGbdVhXnloPNJIcvnOmHf/YpvvfPEAL3WL4RhdMLke37KfW5sw1hAZu42cFs+6hBLttLkpN0GIUjWhKFY1TjWX7N5m4lH/p+78+r1n5XmO9aoMfuFlr2Jx7hBBOJWeO3kvx595Cl/JopQ1d0Z0HqgJqSu6u6rTy4xdfS+dLMleZ5aglJrEE3zh7hq/9r5JnjgU2ALu8dLXXH/LimvisQp7l7R3JUIfd0jGgFvxusdYuoLnXJeXfnI+kFfj92rtSf5ZUfu9omw2I0tRtRWBvPYjS+MLx+QZyHEZTa2lvQMbp8ld1SESx+Iuryptp42QwCjh6p0Rv/kv20gJt95dIxGQzywc328z/qEgze4NxtaTeAg8bYflZ7PGM1LS4Lz8bLKWXdQ20SnXX3cNr3vV9encQptLL97xrQMcoNmawQ8nDwcefzYx2foxZRaQShSALkuOMpizFH0GZsrANg7AuipXxsCtpEYH9uC963cneeJw6MYbrwbuIqi0ty6bk6gElivkyWoW4SplsmUwr8bYpYviWR9/z6Bz3BsnS98bKJoixCoSxYFAQDZnJbcLAaEsUwsDxugSm1tfT+isM8GC3j5DXq4HtpR2mPD8CyPe/YvLGGP4wt0NtE9VD2iqB9CGjIACY+eGZ9MqNG6ovrCSxAK9mFhrmydsKUBq7BIlm9etwaD+bO3aNYel8s97LM8rUYLaFMtnvjrXmpz6zKbNO2jU+3YhpxXd7GMNDc7yq2jrshUoyrbg6uDGF3zuG3X+/e9OsufwGHNTBrZXWIIUxVQFuMu23xioS6DN2bz0MwvcsQE0Y3gdlzLlepS/E8TnAXb55ysATFbPUQV3rsl18Xmxrk8hUfKgU6+SANJjEibr6dSFdMnkizYe6Uhw5Y6Yd7+zw+tfNkAkbt0+k45tCZVA1JQki5MikbYBaGRsz6fdsMGocY0V7rNBIjg3gIsuv5Sp2dnPfOQz35ybWTNx3uN8XoADNCfWMTH7ki8Gofy9oDaNFPF5fexCX6/0uovETXkMRJo3KlTAHcBn7q7xrvdOsedwgAlkFdQrmNtJE7kS3FKM9VuyMmuZDxMugbjC1mVQlwC/qhwpJ3RK//P/v70vj5KjuNP8IvKoqq6ubkl9qXW0bnHosARmBEYGm7ENNssgdvAYm+EB42vfzBvD+rEe2wwz4GOwWS9jMIb1MMAwOzYe2xiza3s4PMYGY4nzcRqQQAcIdbeQWuq7jsyI/SMyMn4Rmd2SUAsBdrxXUlVmVlZ15Re//H7f7wgX7xm/klhsae1wt7GMdTdNgmhrCVvzTrVxZIuXhQV2E9W0K4G8JMqpQJ4+rwEr5tfxDxcP4r+cWAVr0Irg2NHJ9WsKdgN0XcFf1YqLYKhLlqotkVSKS7URY2ZHK4LQv/ZPTll1d/fszkkNiT/ZzqD8DowNPjtWnH7mM9VqVK+NPxyCKCRpmitkqpMri0ZzTgwdMZFLE8RR+1VpmvQZfv7bIv722hY8uy1Q/Ys1kJFVS2garE8eLu/WnaqohU5BTnTvtM9JnlyYA9RMpiUwIT/fv8EAmOU8UimcWHBNV1ILzgxPT3VwR1mhWYfa+ivaortiKS6uwc9S6gIV0eSCvEaitngqeFmPsbynga9+ZgixkLhrfQkiVVeAJH5JdHIaqpGK8zAOo7qbBWUbQq0uHSTauV7t7l2rFtY/c+57ntnwxItj73vnkkl/0UktOABwvx0v3LfwRj9svVWwTghBl+fTDS7t3G2aU5Lq3Snfjm1awrUUCPxsfRGf/2biUIYTOZQU8CwFuOorqCSlrHKiQT2B9XaArMBLODbd7xznhvFd/3KfMqHz2tLApQZ0crYMZWFZmpLQERrptKy4U8cppdHEzXE8o66k1j1RVmSat+JBJJb8axcP44MnVOFpdYVa7ryHcLepWSwSi94QQDUGqoKhJhiEEFgwaxo62ltuXb703TfO7py2T5Ph7+uAYrkLe3ZtAuP+Br6n/yze6GsPPE0rpHNBqSU3Cgrl4+Z5DMZieCHQ4Ax3/7aIy76VcO5ccDNHFrSjlR5Ib5McxzKTbwKQHBpbRcnj6ZnswNdnoidHeY4mTtWVNPCTKiokTVaSPHIBCKWYIgkK5lpzkWjqjFAaCA6m278JDplo5dAOqFZbwBOyD7W9FmPF/Dq+8tdDAIC7Hywi4hxI/T9mclaygij03cvcuoytr0uGmKngzqK5bbs+vu6PNpx3+i/QM7tjnz/vPi04AExvXwKv8eTNnbOOfqS1NURTaQylQg2+r1Yr01aZcUNFOAU2c51MBW4eAjv2+PjBvSV88ZstePLF/bDc6XaWG9CxI5N2obRb2JCx3i7vtri2zbupg+nut6SX/ZgPVsBHEsvNzOvUojsBIEjKv/MseOJ86ghnqoEba562f7M6ZSUZh4I4mpbjmVhvaSr1RQ1YtbiOf7hoCB9+/xi6ZzQUL6ecnFTqA64Fp8dqHb0O2agiGq+iXCljzZoVj9z78OabVy5bvF/2Y58WXI9iZTEg6tfJ0dKqkaGR7mLoIQx8xMJPb3Xqmqp5Z3JPNNATUOvXBWBLn4/Lbqjg/oeL2D7gT6xzgzyoJJjopj6hI277Nau3oGW9cyTB1IqzLLAZI88NbN1JAQJ+2JsdRNvgls7xJqLnBH5cOiIloSl270KWcHRlON3iZVPAzKRyQCE5mIyJJVdFylwXF+hmJpLbmYT0/6qy5F+/ZAi/eqiAv7uhonJXQv0HJP3v9JdhOuKZ2Fpd1ECAXg7q8MMGOts7epcfMee6UmFiWfB1AzxoWo6hPU/ds4d/ov/yf7utu8V/Dld9egyI1HrpUtdfaooC4lSmMqAAmIAXApv7fHzu2hbceV8JUcwnt9xwrbj64iFUxFIBm6xrj8RiayDTsjS9DflheXqcW1Gf4eQ5AN5v5pKG5bObJJxzaeDqVFJS0kZv9poBGHmQaOOCQXog4Cct4QTUOvISCtBSJNQkaQAOmpClHNQsuFn6mtdjzJ0R4ZxTYxQCib+5tgVb+8OEriTfWHMn68dLtPL01hWDiRouP38n3rVqHgodf9LPOO45dtmiqQc4AFSmrYg39Q2c39J20p29W7fOBxtJJSr7WlMebjRuxiV4AGze6ePS61tw569KiLAf4OY2uLUq4jHAR7b1WnZ1Nxuwea3YXIqRx7vVMXkQnsydfH1k3XIe3UmQOJjMquhBOgkslUWDOMn7tq04VwEf6ExEpAEfZbFFEgGVCTVR34FzkUY8bZDbnNz3Jc567ziiiOHSb7dga3+g+CT9bajlkJ4DegZIge7pwHErT9gaTJt3PrzOGAcwDgjgt/38CfnRD61+yv/A1Wd3lWf8tl4fCCMRQOp1FokVN5xb55lIsADY3Ovji99uwb/f26T0Jo9NQEtUSapSTHiKQqOYKGpirVAGA2CjnmSjlgCynJsZADMX2HncnBxA7wz7E6WfGNWEj7N0E3ESCW1JjzGA1pZev4nSmFRDZ9qKS2Ptk7B+WiwBUsQsGCRXa3JCN/zWT4VM9jng1pY8UuuWfvQDY2Bc4ovXtWBrrw8E0q7xTHtvS/MDQ2FD1uu45Rer6zsb0dmf/VTXUyO71h/QT3pAAP/Y6atxzsjPsXJZa299pOXxoZ214+PGsGrswmP4nkysX5JvgkQO9CQakmH9UyH++cdl/PsvmpLiBK2M0LZqBNgkkKO5reLcJKDDbevNHUDTBuspGJm0rbdr0WFPBPpmamAsUB+EqmLJhdJcaCvoQ7m4q4VL9UUyi8cyTVGcGk4Qq69bMXOkyVmCywTcXK0bKwU4uAnvJw6rBIeUsaLUUtV8uiBncQwuJT7yvnHUI4abftyEh54LUdfHseRvBicA98C4BxkLzJw9G2uOW/P4EUcs7P2XO36D5vYTDui33S8VxXpD84cwNhbuEOGJX2Dl0zBeKyCKveR2p66GlgZZUvlekxw3/b8yPvb56fju3Qm4vRxaYgE7mwJrJEHCu5FVT6wWX8Sa04IGDV6LT2tDkkNdUgxTMOeAmplZMeExecA2gRxHA6cKChzqQnRwQSKagnJwen7Nu2HUEm2thbPP7XtoRz5JxDPRwmUmnG/2iZiBxRLnnTqG731tDy44YxQhj0kmos5I0T+26vzbEgCfXHc8zjxl9Rc85u+44Ky1BwrXAwc4AIRNPShWjtwIr/t2wWcjaiR5yjDW2+OqODhiDP90RxMu/04FO3aFkLTqXQPZAnd+EpW9SJRanJVWwGf7CtqLSLmA5rkgZhZlsbDK9D1EY5xZOM9VTuikmADceTkp+TuZRWEo6K1J4gSKNLd2e42bieEA3pIS3ZC9BrcTACKFE8IBeZp2m4B8TnuEL316GJ9cNwofgpTAaaArmijjCMt6ZmBpz4zb/2jF/I1HL86v2DkkAA+KXdi+6Yc7xqu4qNg08yd+WFFJkIxUzHsCL/f7+MZ3m3HlzRXsHAwSycM7AHDzlAr4MC0fzEJRRBJ0VBFr7RcYPp4J4GRA7jqdtP+gzJkAWfTajIUdEHvJs+Q0DzzFvaWP2zkqGsjpHSCtvLe1chfs6dLhWnWR+/fQOrnWyg3oPaORSx+x4IhrDF3TYlz6F8P47LnDmDuzTiKeSW5KLNA+vYKenq6f+LJx0TU3/t8dPbPaXhfAD4iD0zF36Z+hOvTYq2BnPlbdNbIuGu0HYwweFwjCCBue93HF9a144OkiRhtJFU6GW9NtttXWqGIgeSYg/QRh8rnNSm12rnfqaNqntNOjnIlArfGEXDwP0fpJhr7Iid83ySEU0Bb4E46eVF6mr41jSXKnpZmAhn8T7s1pjoqzLX2P1tEZBBIJMeHjWjvnEOniWIDSzcFN+xSW5KdzxsBYDFmT6GqJcdknhnDymhquuL4VDz/HgYKv/upGHauWLMFfX3DqY2PV+qsfPfuo1wvT12fB9QiKc1BoXnZ1sbL8FhYsUG6038BDz/v43DUzcPcjZYzGZPkQ0oDe5JPQhCrbscxEKrndlcqtkqeZgRkpEHZYnsqICo8OwglILTUFidLi7HeVlwMdFuVwBPG0CgzMeQ1iyVkKXk1hLC6ecmzX8jMb5BNmI1JrrV9TusLS2k7zXFtzz1h24avsxIaPJg588LgqrrpoD447agxB1ACLJY5c1C3ffdyiW05cvfDqIxfMPBiIHnxGRX3wLnDGCiPDe74ztPPWc//t7qp/xwMtePS5ImSgFZAEejRp2gU0NDfnKVp8AnC9hiVtWE+DOyZ6SV7z5EG2m2UB6T4oJSizL+H/mu/zpHYw2a6PUZ/DkjuYmgA8OZanz1n2c+hnJc9TVYjT7WQ5w7QBEz3OrFpnmiuR2lln3VF6rN0Xkq60QYrJnd6RtJeNbsGXVmnRnCOuAn60wouxpD1nKikL8EDgsRd83P6rJty1YTEu/tTH1rOAvZeB1S5cd+JB4fN1UxQ9wtbTsLf3Z7XfbX7xL1/YtuqkK7+7Y8FwlQPFTDzOvE6Bru0uoSvJ8R6j1jubJZgqJ/pd1LGktAQ5ciCc/5mTW8Jsq219bdc0UMHkoM2FNsyJDKg3ZM6baNuMAS5NIYlXdjotM4lZVGJ0lBrGlEauCnuScL5OlOIABCeBHiMfQufDsKQfOVSlEFedzJVTLqVyIK0/SQIR8I6FEkfOibBqRU917drlvw6DYq27vXTQv+dBAxwApnWfjqdfGqjP5Lu/d8ZpD/yP2+56NJT0Pku1LY0Kbdmd7EAwA27dicrSuGHoiNsKwgKy9VpmQU6O01/JeupMBn0t7MKIfF7i5qbkgzhnI8s8zYTvrbdIA0qTt6LD+iRXRW/TQGaEtiR8XZDIKGAmgxAcnCddapPJoQAMRUO4UP3IuQKyOh4QEKpXOYMqf4PjN0hCqQBUaxx+8yn1j6w77X95Qe1yxqZPBTQPjoPTUeL16LR3Lf7K2mMWXtkxvVlAeIBXAFgI8MDh3xrcjgeYgCNNraJUhMG2zpnWa/lLj+hEggzo84BsgZM5/7HspIC9zwU0y4FzRtpz/p8wfRZONDM12LYFtjg34OwjnJsqLInEm+1haPdUkTn7MzJjqs6YfisA5fJKXYmEj0YUoBGFaEQcXjBdBOVlV0pvxVdqoyKaKlxOGcAXL5iJXz70QvX4VQvv+NtPfzDubq/AlwK+b1ZXsMJ+1KTCgFtXw9OVh93VF7QlN6CUWcsN5FptV7ymqa9U+7Yoi4Vb812tzZnjJrDUk4wJwS/NVKFWzz4o+XBnnwac3peRHt1JYYF3gslB9xPHU5KiibTKn0qWMEGiOPbQiHzU6hyx7AC8zisK4oGr6q9eUi02z5oqWJrCoqkYt974LXS3t+5e3NPR19laPPnZZzejVo/8CKotmO7/bzmaRO/2oKriNT2h5Wdmie2cdFhGHTSjjrhOZf52Zu9LHT9nO2PJHGXpXLW2JefRjqk5LyMPpP9blUU5tMlSeKwJJ9PzJ5DO+hHpc9u3MD4GyxgAOK+pD2LZBZqrk3ecRetoaz/N0lXGYhz7qDd8NESbhN/95eZK29eHRuT49IVfm0pITp0F1388gKittXzLae9ePvf9Jxz5r/O6WiF1tXVMBH3zrvRfA2q3cDiHa8MJwdMfO71Y+dKguWhONJIAwPp6Lpj0qyy9dv+sTKKWHnZgJv8UGdoi7fdnzqcPkRPQGYuaaGmRpAXA0BGROdZIj2n1fWq5zXNKYagnoZtA6Xbcat37SoMHs6+U4fwv7RoQ1c6lX5pKOAKYYoCrC8rAGKtXmkuD37jsvCdPO3nFUJOsA/VxhLIKRA2oSg5pmQedOGW1fHAtHexSNG0dkGcFWY41AsEr2UgdR0sOz+Xm+u805zQbp/jHdMPuyOHccMAumQFshmKQPBa3pQTVA5IP1V2xTJjevEe9JvulMzk0yKX2jwTCoAHOayiG4wgCgVJl9j3zVz1wqaztjOevvHSqoQhgiikKHVd9/Up43e98xPN5de+egXfNKL1SOP2EYWx9laPaSBrUJ2F7njTrCZNGmYaaSEvfpqDPaNsZmiEnpSfMpSGcTChut4fQrw3lUNafnodSEM4Bm5JkKUruHSWZILnUxDkul3Lk7mcZl0cXVLuUxD2WTnb3hpVSoHSiS/v7aGqS9MsJgwZGahFu+2WIMIwxZ9acoWLlmJvj8dUb2hdedKhgeOgADgD3/8f3sXLtuocWz582csGpjZPOXrstfHIjw4uvlIAwBFgAxhmCBOD2stoyE7yxAZpfWDwp96Yg1heBu3cEwp+5e6wBtT0JWAJy5AB5EoC74M3h4LngTu867mTRgGM5k8B2qCebGEBKNzPxAHrz01v0Z+pZYL6faZ1daqrj10/7uOzabpRaVo6ueefSS5taxbeCyqcOJQSnRgefbHz1wibpBT03sJg3nnk+unb38KaAZhMGzLRa05zam8SRtCRBIJdKmCUP83i3uWATbdNXUl9iKjmaC2oDIXfsK/Lj7JawOaPWw9OADQ3QMKQLqUrnf5a8OQ3yMCQLOEnDxZMTy0RE17p5urhxwnt04Mmpd0jvMqpXigr+aI6uu9kCHDGTSiMXHM2FBj7wniWNiB1zyZ33d//zroHBAxWaDnhMOQd3x7TZZ6J/17aoPLP7pie2r/irsHl1Q0ngHgoeUPJkSk3SdXMsa+z0Mslpmmk/t/cDNnCzt1kYqwNzPHKeu+DO0wgzmM75XItbO9stOk1fkxiZnVWYnFlLiQ6PhnYcofm3y8XNkida6LLyVlLtw84wFE4VvrT4uep+FcceothHHHuoVoFjjz668fE/6/6rF0aW31SVfdHFn/zAoYbfoaUoelz77dsxXD5bVDrf82TRG+pnzH//4J5Rv+IDgc7NINSEc+Q3recm91sDMo+KMEacVJ6lMKmkx+33GD5Nz5nDvxnL7FfntGmLJdflUJTcGtFJaAnoueFM3PTYfJqSbCHc2tb/OfT5CTWhk5564U6w3dz1SBKaZIglRxR5EBIolBfXmqYd/Zk5C0+56cNr10fHrjjnjYDeGwNwAFh/7/dxwnvXyh9+b9Njp5921N6K3zhpfHg4rDUEWFKxw5GsgsZpb28NYtKAn1zcPA5uwJrl3hw2l3adTOMkmomQcTYz/Nt1NLUe7vJwh4Pn3oEM0Fxguy0vNJYyQJ5gv0W74H6+A+wcPq63aJXGvR3aqpVaSW2sWoYMFo80tSz7m+tv7Lthzcox6TVf8EbBbsqFrX2Ov7/mDqye42GoJi/atnP8ih/c80xr32uD4Jwj5CprMEiz5QjtcC+YtuoWmLP1mNS6Uwcy13pn9hHrzek+Rs5PQU+CPZyAP1mIlk4anSnofk9rwiXRXCvXXfc45ySyq7MKmVlC3To2fS5zjzFZhjqLMNlvramktiUQJ4qPUko8LuB7ellIoRK2vKbR8fiIB1FY+R/jtfCb82b2o2P+n7+heDvkTqY7rrjoLADAcDW6ptGI4hd3jKy+58Fnzx0eqRf8kg9Pl6Nxw7f1yHjyltWwl3m2rQnSwBC9y06sDDifmbOT0S+UN9ICBCuV+4CHBMwSeiDkQPcOYbB2JG5w2gpC5yWmSVlQjicDKYxgxPEEkv3GaUXyHVJ/gJl0ASlVkhagrpfvAaE/DnitdfizrglZ4+/nLDt9ynJLDnQccidzolEp+rjr/ieuO+eMNZ+/5BOnjrdUCojjGKEHBJ5E6EkESW2ytuaAc8tNRgpCessl26msZum86QkcSoAssG0uiwlBz3K2TTbS/TLH6TS77AAM2Z7mm0DnftiJm5J8ilnfJ6/wwQ4YSTqjkuN1BqAQiSMZc0T6EXloRB5iIVAolURLa+XKlgr/ckt58LCBG3gDOXje+NF3b8Tins7Gwp6u3TPbKqdu27qdyajKAg8IfJWXwglErIuf46hlihjI7Z3y6fz/CX8mHJxSlDz+bb/f4dmY+D37eiBvO+wJDHc7eZ8J0phJDdj7XEeUua+TUkCabqx/fLNysVJMdPdavzAdhdKMy9s62P+M6tF4Zd7VhxNih8+CA6nz0uiaUbn1XasWrrrowtO+9KE/PkYWQ6DgS4Q+4HlmfUQ9JhJPGX3Qi+xQFet/YnapZXadPH2AzPk87bTlfqF9DDnZNsmQyTlxXxDLb1luUmisrXy6XZIMRSuTMD8vxoDbZKdLCcSCo1b3MTbuodbw0dq5RrbPXXdFf++2q17aOmusuefwghs4DBzcHQnIq339u3/3kXUnfXXRgu6gXMDnnnv+hWDn7hHEQvfuUD30NGglqEXJKWgAdVJZZp/LJ1wgZ76n+hhiQfeNXjbRyWAXK0w0rEAPnOCOe2ZSjCxl4gRSXm5p7Iaj67fqgJD+3Ox1SqYIk8kismrFhdEqRySaat1tPbtmzjv51pYZS7/S0r4qKjXNmGqovK5xWC04HTO72rBt+85owzOvXvbfPn721Reee8Yj3TM76rV6hEYsk6Wg1W1RED4K5Fhs2MqIdVsHsq/J98jbng/mgwzCTebZTjScrEIahJnoK9Em+lbQBslqI2lSlZvzbb6mXhPV8wR8LuB7apUOJhtornRG85b88fc9v7K02NR2+fho/5sG3MCbwILTMX9uFwDIjjvu+3ypWCic/O7jry81bzx/wzOvegO7hlEKfXhJ7kra8Ie8n+rjLi1x+S3IvqytzYE0y1pbNsH2qRhSkjuN3gakZV9WiZtr4fXxTJeI0e/MoBo/JBafOpzSPVbzcANuxgUg6ygUZqA8bUnc0nb0vxaLzX8ZRXNrhVL71P8QBzneVADX45yz3ovevtdq01uaPrtixdKXdvzvu4+Jvb4/fWXHLpR8jpYiA5eJsqItDXU2cxzLDOhZ1nLnDbpOpu30MQuBNLPuQAa1qJqO6O8HGKCnlIxSlAxPyVIXfadL3wsjIwIs7V2il/1jUpolLxNHUy3NLhD4NQRBHUGhC0Fp9u3ljjMe9wpzvy3j0VpT5c0HbuDAb5Jv+Pi7636KWj2eM7er+ZptOwb+60/veQzjQ4MoFz0EHpKHROCrbETPg2nlwGwrmz5Pzs25Bq49EbgT1MnbZxQUVykxEyIN/tAsREYyFXMzGW0lR6/MTFUiZgV5TNDHBHakOQeSpkgAdHNLM2FJm+mk3YTnCQSeQOCrh16LKfBqKDeX0T57Dbyg88fjo3sv4p6/ffqccw83RCYdb3qAA8BrA3vhe17P0y/2LVz/8PNX/uahZ47bsmU7Zwws9BmKgUTBV2D3vHxw5/2xeQCnvU5sABNQU8Di0AI8A3ICfHOnor1OsgDnCY+jTrl+TSVBBXCJwBcohBGKYQSPx2AMsmXaLDGtY+UjrZ3LvuAX524G4pcZe/Nw7YnGm5KiuKNjxjQAePmBh557ec2qhWcPDw12n3Tc0h/cu2Hjgm1bXkHoAR5n8HzmhPhtfpyRwJz7uZNyYQWQ9GaX2kzmLMqkmiXvADb5W833g30QVV7SVuCTnSTn76dBHGPJTaEwYxKhkAj8GiotbYNhZc1rkGMfLVSO6K1V5atBqXXKru2hHm8JC07Hvb96DO87+Rhs7xtY+eTGHbfccMvPugrx4Oz6+CB8D0gTt3K4KU0l1WCldMPT1jGHotB8FL2NRkBNJiFJZCLHe8TC5yaBJedzfYZMDjx3aEl615EpRfG4NOdOk9Rch5JefmPlpRAIfImO9hK6O/2+cin+86DtvA2AGJNiXHbMOu5wQ+CAxlsO4AAwOFZDSylkw89tkBur0z+0eevLFz/33LPL+/p3dff27wFjQBh4qWOlNHSZrCxmKxSqGt9tp8ZIgpNDS3LoSSZCqbdz067N0KAJAM6R48hS51ha76M0xE6aMgDXS6zToWsphdBFCfouE6s05XA6mittvUuOOPKZtvY535R+989rvd9A99FfPtyX/XWNtyTA3bFlyxYA+Pi99z184sDA4NkvbdlSGRochO9xcM4Rx1ItBx1LtT5pYsJVjnmS68ITesOJBSf82/DybPsHwFVbsvWZeb0Jczk3iJwJ24JbKhHJnmS6nYYGtUeeJ8AHVLVNHDNE5CGEWiyspbUF3bPmDReKrT/q7nnngwBumj1n3uG+tAc93hYA12Pv3qFg98De8+/+xa+Xi7jxmc0vvcR27d6DKFYBonoE1CNlzVliub1EefE4U/87DqZ+rilGmh5LZUFG2k84Fn1/mm9SoGfyRkD3y3RZo2w6rbHanqccRt9TDy+hLrFgaEQc1RpDtS4xNi5RbGrFwkWLZKkQXHvUirXPNJWn3VosNTcO97WcqvG2AjgAvLBpM8IwnN7X13fi2MjQn9Yb8QUPP/qEfPb5l9ngcB0CPmKhQBF6DGEA+B7gewy+N0EOOAO4x0xXWWbyvYGs9kzVEqqk6DuFBjfN9XZ1ejjno+qJudNIcjcwz31PJlKfRBgIhIHq/FqPGKpVgfF6AWF5npy/cAWLBP+XGdNbb+/s6nqwXq/v6Zo5/3BfwikdbzuA65EUzXbtHhjoueMnP+O1KLxxaHh0yfrHNxW39o6guSDRXJAohgyhzxAEDIGXnynImZIfvcQSpxX16WfpgIpMrTm13oyz9G6hgW5AaoObsfyGQBrkXmql7aIH6ogGfiL1BQKFMEalqY6mUgPjjXYUK0dVw7C8acdr0SdPWPtB0dIy7WUp0c/52xMKb8+/yhk/vXs94jjumDG9vKhUKv+fx3+3PXjgN49MG97T3ypEAz4XKAQMhYCD82S9SOgkfgYvse6exxOQm2C+hExyOpIwt8PDOTcTQ08Sj+a5O7KmLpIQOkeE/B1pOZ8vk7uO6UWic0sAidAXKJcECiFDqeihu7t1cPb81Xt5YVFjfKx6HhMjL3HuvdbVc2Arlr0Vx+8FwAFgYM8gOGcsFij9460P1C88c+WnH370qb/Ysq03Cn32jt7eVwpM1rB37wiqdQUcIZTlDkMPoc/g+xy+l1hlaCBKxLGEENLSpSmHVyDnCQ1SAPc94uASK6xlvFioRch0QpS24IGvHmGgKAiDQCwUDRobl/D8JrTNKKKnZ3Yt9OMnyy2z/Dnzlt9ciO/7Dq+cGcYxG2dMymKp5XBfkjdk/N4AnI4dvf0IfB/3P/goTnnP8WG93vjGli1bO3ftfHn2zl3Da3fvGUN/fy9eG6iiWh1DwRcoFTwUiz4KoQ/f44nTJhFFEo1IIIpFBoyccG/P4/B9riaKp1Z18SwuLlN6IgRDFAONSD1ioc7pe1C1jzxGqSgwrcJRKhUwUm1CuSl4vh6VeGtbz66lS+a9MmvWvJ2e51+y7aWH63MXHAshIrS0dhzun/4NH7+XAM8b9XoNgDzK8/wLduzoFf/5y/uwcetgobO98qnxkb3lpqKHgYHdGB7ei5ayB98HqnWO8apArS5QbwhEsdamtaXXqomy3EHgKc4fIKUpnCetoj2ldas7AkOtDlTrDKPVGCOjdXgeQ3PJQ2fnDHS0taFYEOjuah2NGnv+afdIW7x48dH/ufTIZZ4Q4mUAT5eKhcP9k74pxh8APsF4YdNm+J4XjlerH+7v62sKfNYYHR1f53k4s1xiACKsf+hpDA6NolYXGB2LIAGMjtXQqNcQBgyBrzh3LCQ4Y2gq+aiUOZpLipZEQpXl+b5EMZRoKhXAeAFCAsNjDONVICw2Ye78oxAGPpqKHKHP7wwLpZ8UQgSdnTPHwkLxhyKO6h1vM/VjqsYfAL6fY2hoGIBcwBhb4nsQ9UYdt932I+wZGEAtkhgaaYBzjx177Kp/3L59+5G+h1hz7mpdQAqJ5rKPSpOHlrKAkMB4jSPwlMNYLMCb2T37+Y3PP/XfpRBy74gCeGdXO055/zqEYQCPM84ZNgHY0lSuHO6f5C0x/gDwKRwbX9qGKIoXPfXUsyWPC8W7PYbxWgwRS5SbfDSXOCpl5RiOjXMEvgrEFAsMCxYdNc49/6XW6XMP95/ythn/Hzm7oEvB4T3WAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjM1OjUxLTA1OjAw2/QhrAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTozNTo1MS0wNTowMKqpmRAAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 781000
{'hecke_orbit_code': 33555232, 'n': 1, 'trace_an': 19}
-
id: 781001
{'hecke_orbit_code': 33555232, 'n': 2, 'trace_an': 0}
-
id: 781002
{'hecke_orbit_code': 33555232, 'n': 3, 'trace_an': 0}
-
id: 781003
{'hecke_orbit_code': 33555232, 'n': 4, 'trace_an': 0}
-
id: 781004
{'hecke_orbit_code': 33555232, 'n': 5, 'trace_an': 0}
-
id: 781005
{'hecke_orbit_code': 33555232, 'n': 6, 'trace_an': 0}
-
id: 781006
{'hecke_orbit_code': 33555232, 'n': 7, 'trace_an': 0}
-
id: 781007
{'hecke_orbit_code': 33555232, 'n': 8, 'trace_an': 0}
-
id: 781008
{'hecke_orbit_code': 33555232, 'n': 9, 'trace_an': 15}
-
id: 781009
{'hecke_orbit_code': 33555232, 'n': 10, 'trace_an': 0}
-
id: 781010
{'hecke_orbit_code': 33555232, 'n': 11, 'trace_an': 0}
-
id: 781011
{'hecke_orbit_code': 33555232, 'n': 12, 'trace_an': 0}
-
id: 781012
{'hecke_orbit_code': 33555232, 'n': 13, 'trace_an': 10}
-
id: 781013
{'hecke_orbit_code': 33555232, 'n': 14, 'trace_an': 0}
-
id: 781014
{'hecke_orbit_code': 33555232, 'n': 15, 'trace_an': 0}
-
id: 781015
{'hecke_orbit_code': 33555232, 'n': 16, 'trace_an': 0}
-
id: 781016
{'hecke_orbit_code': 33555232, 'n': 17, 'trace_an': -10}
-
id: 781017
{'hecke_orbit_code': 33555232, 'n': 18, 'trace_an': 0}
-
id: 781018
{'hecke_orbit_code': 33555232, 'n': 19, 'trace_an': 0}
-
id: 781019
{'hecke_orbit_code': 33555232, 'n': 20, 'trace_an': 0}
-
id: 781020
{'hecke_orbit_code': 33555232, 'n': 21, 'trace_an': 16}
-
id: 781021
{'hecke_orbit_code': 33555232, 'n': 22, 'trace_an': 0}
-
id: 781022
{'hecke_orbit_code': 33555232, 'n': 23, 'trace_an': 0}
-
id: 781023
{'hecke_orbit_code': 33555232, 'n': 24, 'trace_an': 0}
-
id: 781024
{'hecke_orbit_code': 33555232, 'n': 25, 'trace_an': 0}
-
id: 781025
{'hecke_orbit_code': 33555232, 'n': 26, 'trace_an': 0}
-
id: 781026
{'hecke_orbit_code': 33555232, 'n': 27, 'trace_an': 0}
-
id: 781027
{'hecke_orbit_code': 33555232, 'n': 28, 'trace_an': 0}
-
id: 781028
{'hecke_orbit_code': 33555232, 'n': 29, 'trace_an': 10}
-
id: 781029
{'hecke_orbit_code': 33555232, 'n': 30, 'trace_an': 0}
-
id: 781030
{'hecke_orbit_code': 33555232, 'n': 31, 'trace_an': 0}
-
id: 781031
{'hecke_orbit_code': 33555232, 'n': 32, 'trace_an': 0}
-
id: 781032
{'hecke_orbit_code': 33555232, 'n': 33, 'trace_an': 16}
-
id: 781033
{'hecke_orbit_code': 33555232, 'n': 34, 'trace_an': 0}
-
id: 781034
{'hecke_orbit_code': 33555232, 'n': 35, 'trace_an': 0}
-
id: 781035
{'hecke_orbit_code': 33555232, 'n': 36, 'trace_an': 0}
-
id: 781036
{'hecke_orbit_code': 33555232, 'n': 37, 'trace_an': 18}
-
id: 781037
{'hecke_orbit_code': 33555232, 'n': 38, 'trace_an': 0}
-
id: 781038
{'hecke_orbit_code': 33555232, 'n': 39, 'trace_an': 0}
-
id: 781039
{'hecke_orbit_code': 33555232, 'n': 40, 'trace_an': 0}
-
id: 781040
{'hecke_orbit_code': 33555232, 'n': 41, 'trace_an': 14}
-
id: 781041
{'hecke_orbit_code': 33555232, 'n': 42, 'trace_an': 0}
-
id: 781042
{'hecke_orbit_code': 33555232, 'n': 43, 'trace_an': 0}
-
id: 781043
{'hecke_orbit_code': 33555232, 'n': 44, 'trace_an': 0}
-
id: 781044
{'hecke_orbit_code': 33555232, 'n': 45, 'trace_an': 0}
-
id: 781045
{'hecke_orbit_code': 33555232, 'n': 46, 'trace_an': 0}
-
id: 781046
{'hecke_orbit_code': 33555232, 'n': 47, 'trace_an': 0}
-
id: 781047
{'hecke_orbit_code': 33555232, 'n': 48, 'trace_an': 0}
-
id: 781048
{'hecke_orbit_code': 33555232, 'n': 49, 'trace_an': 43}
-
id: 781049
{'hecke_orbit_code': 33555232, 'n': 50, 'trace_an': 0}
-
id: 781050
{'hecke_orbit_code': 33555232, 'n': 51, 'trace_an': 0}
-
id: 781051
{'hecke_orbit_code': 33555232, 'n': 52, 'trace_an': 0}
-
id: 781052
{'hecke_orbit_code': 33555232, 'n': 53, 'trace_an': -30}
-
id: 781053
{'hecke_orbit_code': 33555232, 'n': 54, 'trace_an': 0}
-
id: 781054
{'hecke_orbit_code': 33555232, 'n': 55, 'trace_an': 0}
-
id: 781055
{'hecke_orbit_code': 33555232, 'n': 56, 'trace_an': 0}
-
id: 781056
{'hecke_orbit_code': 33555232, 'n': 57, 'trace_an': 32}
-
id: 781057
{'hecke_orbit_code': 33555232, 'n': 58, 'trace_an': 0}
-
id: 781058
{'hecke_orbit_code': 33555232, 'n': 59, 'trace_an': 0}
-
id: 781059
{'hecke_orbit_code': 33555232, 'n': 60, 'trace_an': 0}
-
id: 781060
{'hecke_orbit_code': 33555232, 'n': 61, 'trace_an': 10}
-
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id: 781958
{'hecke_orbit_code': 33555232, 'n': 959, 'trace_an': 0}
-
id: 781959
{'hecke_orbit_code': 33555232, 'n': 960, 'trace_an': 0}
-
id: 781960
{'hecke_orbit_code': 33555232, 'n': 961, 'trace_an': -13}
-
id: 781961
{'hecke_orbit_code': 33555232, 'n': 962, 'trace_an': 0}
-
id: 781962
{'hecke_orbit_code': 33555232, 'n': 963, 'trace_an': 0}
-
id: 781963
{'hecke_orbit_code': 33555232, 'n': 964, 'trace_an': 0}
-
id: 781964
{'hecke_orbit_code': 33555232, 'n': 965, 'trace_an': 0}
-
id: 781965
{'hecke_orbit_code': 33555232, 'n': 966, 'trace_an': 0}
-
id: 781966
{'hecke_orbit_code': 33555232, 'n': 967, 'trace_an': 0}
-
id: 781967
{'hecke_orbit_code': 33555232, 'n': 968, 'trace_an': 0}
-
id: 781968
{'hecke_orbit_code': 33555232, 'n': 969, 'trace_an': 456}
-
id: 781969
{'hecke_orbit_code': 33555232, 'n': 970, 'trace_an': 0}
-
id: 781970
{'hecke_orbit_code': 33555232, 'n': 971, 'trace_an': 0}
-
id: 781971
{'hecke_orbit_code': 33555232, 'n': 972, 'trace_an': 0}
-
id: 781972
{'hecke_orbit_code': 33555232, 'n': 973, 'trace_an': 0}
-
id: 781973
{'hecke_orbit_code': 33555232, 'n': 974, 'trace_an': 0}
-
id: 781974
{'hecke_orbit_code': 33555232, 'n': 975, 'trace_an': 0}
-
id: 781975
{'hecke_orbit_code': 33555232, 'n': 976, 'trace_an': 0}
-
id: 781976
{'hecke_orbit_code': 33555232, 'n': 977, 'trace_an': -58}
-
id: 781977
{'hecke_orbit_code': 33555232, 'n': 978, 'trace_an': 0}
-
id: 781978
{'hecke_orbit_code': 33555232, 'n': 979, 'trace_an': 0}
-
id: 781979
{'hecke_orbit_code': 33555232, 'n': 980, 'trace_an': 0}
-
id: 781980
{'hecke_orbit_code': 33555232, 'n': 981, 'trace_an': -54}
-
id: 781981
{'hecke_orbit_code': 33555232, 'n': 982, 'trace_an': 0}
-
id: 781982
{'hecke_orbit_code': 33555232, 'n': 983, 'trace_an': 0}
-
id: 781983
{'hecke_orbit_code': 33555232, 'n': 984, 'trace_an': 0}
-
id: 781984
{'hecke_orbit_code': 33555232, 'n': 985, 'trace_an': 0}
-
id: 781985
{'hecke_orbit_code': 33555232, 'n': 986, 'trace_an': 0}
-
id: 781986
{'hecke_orbit_code': 33555232, 'n': 987, 'trace_an': 0}
-
id: 781987
{'hecke_orbit_code': 33555232, 'n': 988, 'trace_an': 0}
-
id: 781988
{'hecke_orbit_code': 33555232, 'n': 989, 'trace_an': 48}
-
id: 781989
{'hecke_orbit_code': 33555232, 'n': 990, 'trace_an': 0}
-
id: 781990
{'hecke_orbit_code': 33555232, 'n': 991, 'trace_an': 0}
-
id: 781991
{'hecke_orbit_code': 33555232, 'n': 992, 'trace_an': 0}
-
id: 781992
{'hecke_orbit_code': 33555232, 'n': 993, 'trace_an': -16}
-
id: 781993
{'hecke_orbit_code': 33555232, 'n': 994, 'trace_an': 0}
-
id: 781994
{'hecke_orbit_code': 33555232, 'n': 995, 'trace_an': 0}
-
id: 781995
{'hecke_orbit_code': 33555232, 'n': 996, 'trace_an': 0}
-
id: 781996
{'hecke_orbit_code': 33555232, 'n': 997, 'trace_an': -78}
-
id: 781997
{'hecke_orbit_code': 33555232, 'n': 998, 'trace_an': 0}
-
id: 781998
{'hecke_orbit_code': 33555232, 'n': 999, 'trace_an': 0}
-
id: 781999
{'hecke_orbit_code': 33555232, 'n': 1000, 'trace_an': 0}
