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mf_newspaces • Show schema
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{'AL_dims': [[[[3, 1], [7, -1]], 2, 1], [[[3, -1], [7, 1]], 1, 1]], 'ALdims': [0, 2, 1, 0], 'Nk2': 252, 'analytic_conductor': 0.5030575327340664, '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': [63, 1, [29, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 3, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554495, 'hecke_orbit_dims': [1, 2], 'label': '63.2.a', 'level': 63, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 12, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 16, 'trace_bound': 1, 'trace_display': [1, 0, 2, 1], 'traces': [3, 1, 0, 1, 2, 0, 1, -3, 0, -10, -4, 0, 2, -1, 0, -11, 6, 0, -4, -2, 0, 8, 0, 0, 13, -2, 0, 3, 2, 0, -8, 5, 0, 18, -2, 0, 10, 4, 0, 6, -2, 0, -12, 4, 0, -12, 0, 0, 3, -1, 0, 6, -6, 0, -32, 3, 0, 2, -12, 0, -22, 0, 0, 9, -4, 0, -4, -6, 0, -14, 0, 0, 22, 6, 0, -12, 4, 0, 0, -2, 0, 34, 12, 0, -12, -4, 0, 0, 14, 0, 6, 0, 0, 24, 8, 0, 46, 1, 0, 15, -14, 0, 0, 6, 0, -30, -4, 0, -14, -8, 0, -9, 14, 0, 24, -2, 0, -36, -6, 0, 7, -2, 0, -8, -12, 0, 16, -3, 0, -28, -4, 0, -12, 4, 0, -30, 6, 0, -20, 2, 0, -36, 8, 0, 4, -6, 0, -2, -6, 0, 24, -12, 0, 16, 0, 0, -22, -16, 0, 46, 0, 0, 44, 2, 0, 12, 8, 0, -27, 12, 0, -4, 10, 0, 15, 4, 0, 2, 4, 0, -22, 2, 0, 12, 12, 0, 0, 0, 0, 56, 8, 0, 30, 18, 0, 1, -22, 0, -8, 3, 0, -2, -2, 0, -76, 8, 0, -18, -16, 0, 44, 6, 0, 56, -8, 0, -8, -18, 0, -16, -12, 0, 32, -5, 0, 14, 12, 0, -54, 0, 0, -6, 6, 0, -48, 12, 0, 6, -24, 0, -18, 5, 0, -18, 2, 0, -24, 0, 0, -36, 20, 0, -24, 0, 0, 21, -26, 0, -2, 4, 0, -52, -16, 0, 36, -4, 0, -12, -6, 0, 56, -6, 0, -18, 4, 0, 2, 12, 0, 18, 22, 0, -28, 0, 0, 32, 2, 0, 9, 4, 0, 34, -14, 0, 24, -18, 0, 18, 0, 0, -4, 8, 0, 36, -4, 0, -52, -4, 0, 48, 24, 0, 30, -2, 0, 32, 18, 0, -8, 14, 0, -12, 24, 0, 30, 4, 0, -30, 0, 0, 36, -12, 0, -64, 8, 0, 14, -9, 0, -36, 0, 0, 1, 12, 0, 70, 28, 0, 26, 1, 0, -56, -10, 0, 72, -14, 0, -56, -32, 0, -9, -26, 0, 2, -12, 0, -32, 0, 0, -12, 6, 0, -30, -24, 0, -24, -4, 0, -44, -8, 0, -76, 0, 0, -16, 2, 0, 10, -6, 0, -24, -3, 0, 50, -32, 0, 58, 24, 0, -69, 30, 0, -16, 14, 0, -2, -24, 0, 6, -4, 0, -16, 12, 0, 24, -10, 0, -64, 12, 0, 18, 4, 0, 42, -6, 0, -18, 4, 0, 40, 24, 0, 38, 0, 0, 22, 0, 0, -56, 24, 0, 12, -36, 0, 52, 16, 0, -5, 30, 0, 80, -14, 0, -12, 4, 0, -10, -10, 0, 24, 10, 0, 80, -2, 0, 30, -36, 0, -12, 0, 0, 60, 16, 0, -60, 6, 0, 12, 16, 0, -4, 2, 0, -3, 36, 0, -88, 6, 0, -10, -20, 0, 12, -8, 0, 40, 0, 0, -4, 12, 0, 92, -24, 0, -52, 0, 0, 16, 10, 0, 34, -11, 0, -38, 16, 0, 48, -6, 0, 36, -18, 0, -52, 4, 0, -76, 0, 0, -45, -12, 0, -4, 4, 0, -128, -12, 0, -66, -4, 0, -6, 16, 0, -6, -36, 0, -4, -6, 0, 88, 8, 0, 32, 22, 0, -44, 2, 0, -8, 2, 0, -50, -4, 0, 28, -20, 0, 36, -10, 0, -60, -8, 0, 38, 0, 0, 38, 19, 0, -4, -12, 0, -24, 18, 0, -50, -28, 0, 32, -24, 0, -26, 6, 0, -36, 6, 0, -24, -48, 0, -50, 4, 0, 8, 10, 0, 0, 20, 0, 116, 0, 0, 50, 4, 0, -24, 6, 0, -4, 0, 0, 144, -14, 0, -41, 26, 0, -18, 36, 0, -24, 48, 0, 42, 0, 0, 2, -8, 0, -90, -18, 0, 60, 0, 0, -24, 40, 0, 0, 2, 0, 36, 18, 0, 88, 2, 0, 24, -12, 0, 2, -4, 0, -36, -8, 0, 0, -8, 0, 56, 8, 0, 14, -14, 0, -9, 18, 0, 10, -36, 0, -48, 12, 0, 60, -1, 0, 44, 12, 0, 36, -10, 0, -32, 24, 0, 60, -2, 0, 13, -30, 0, 8, -28, 0, 2, 14, 0, 58, 0, 0, -30, 0, 0, -32, -4, 0, -116, 48, 0, -16, -3, 0, 30, -2, 0, -48, -6, 0, -180, -24, 0, -62, 0, 0, 36, -16, 0, 76, -12, 0, -18, 0, 0, -60, -10, 0, 48, 4, 0, -16, 0, 0, -4, 16, 0, 42, 12, 0, -72, -18, 0, 22, -8, 0, -48, 24, 0, -42, 8, 0, 26, -14, 0, -56, -54, 0, 42, -8, 0, -72, 0, 0, -11, -4, 0, 20, 22, 0, -128, -14, 0, -36, -18, 0, -56, 26, 0, 48, -5, 0, 54, 24, 0, 24, 0, 0, 30, -42, 0, 12, 2, 0, 0, 8, 0, 16, -22, 0, -68, -38, 0, 88, -24, 0, -12, 12, 0, 114, 24, 0, -10, 6, 0, 160, 16, 0, 84, 8, 0, -83, 38, 0, 36, -18, 0, -3, 6, 0, 78, 0, 0, -30, 2, 0, -48, 14, 0, 36, 8, 0, 36, 24, 0, -100, -14, 0, -8, 64, 0, -24, 54, 0, 48, 12, 0, 74, -24, 0, 128, 6, 0, -132, 12, 0, -48, -8, 0, 16, 28, 0, 0, 0, 0, 128, 3, 0, 174, 0, 0, -84, 8, 0, -42, -52, 0, -60, -12, 0, -20, 24, 0, -48, 10, 0, -34, 4, 0, -24, 0, 0, 118, 0, 0, 22, 16, 0, 10, -26, 0, -4, -6, 0, -12, -48, 0, -50, -4, 0, -48, -38, 0, -72, 12, 0, -32, -44, 0, 68, -4, 0, 6, -26, 0, 184, 24, 0, -8, -6, 0, -61, -12, 0, -22, 4, 0, 8, -15, 0, -132, -12, 0, -44, -8, 0, 102, 30, 0, -80, -2, 0, 16, -24, 0, -188, 12, 0, -8, 0, 0, 96, 0, 0, -36, 48, 0, -46, 4, 0, 60], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 115958
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '63.2.a', 'level': 63, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 2, 'weight': 2}
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id: 115959
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '63.2.a', 'level': 63, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '63.2.a', 'level': 63, 'portrait': 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kdPG47Na1KGTLVSTrUVg8GINE4QQhLU6pyz0WfX3IhaCMYI5lcN52021MOU+bbPsQVFoMD3YTSQXLA9oTeKCTyJrzTHFgJOt33qgeGCrQMWlz20gXoo2bEx5twtHRr1EUJAFEva/QZnV0Jmm5I0CTl21ufIacHRMwln2hF+fcQV5/X4wddqRsMZDp9qcfys4sxCyumlmBOLhucWDVdetMh/fscyW6anOHp6hrNLdeZXfBZWBEvtlOXVmKVOytlVzZmuMhu3b9NvftUFD/zr7774P4TN3QchPSrEN37B1zc8wH/hf3yKOE52zM3N/MbJY6e+fUfzL3n7q87S721iYWWSxZUGi+2AxVWPpbZgeTVluR2z2E4524ZDC4LNcyv8/Pcuc+2FdY6fmeXYmSZnljxOLxrOLiWcWEg5sZKycUOPb76+z/lbFc0wxJc1FldDFpYVC6swGEGcGDxlaNRSpicSEgPHzkLdj6iFHp5MadWhMwhp1kcIoBFqltshK11Jsy5Y7giWuimN0GCAZk2xOhRM10d4UlGvRwSe5Ohpn0R7zLYEzVCgFCSJoD8ULKzam2mxE+P7Q2qNhPO2j3jdtTGbp5qcXpji+NmA04twZilhfjnh2AIcXjZcc+ki/887l9kyPWnBvdywJLEiWGprVjoxy+2Epa5hviM41pHEnVX+zfcN+Zl/cTNanPPXvd7KTynlHZ/d8V0vNES+7uMbVoOfObPAxERj6tCRU//qPR/47DWf+OIj3/7UM2fZuVWx5zzFDXu6jGKfOFEkqSBNBdp4GK0w7t8QIkUKw+HFaf7LhyU/984FrtoVM9WcYaIxQbMWMtnwmW5JNq9Iji1M8dE7GqhgxMU7h5yzJaXbG3DOXMJrX5oyij0Emi89GrLcC2mkI04uKtrdGpu2hyz14ewCXHiO5OAZw55tPlONiJMris1TCamWLHbrLHY1m2diltuKiYbivK19Dp8KuWhnwskFw2qnzgXbU87ZHHFsMWWiNaLdjbnzsRogiWLNSy4fcO05hqWez/lbIy48RxKIOoPhBh59NmR+WbKwnLK4mnBqSXN4QdBNhrz44lV+9rt7bJyY4dDJKRZWaiyu2hVwuaNZ7ca0uyntvqHdFywOFb1+xCsuW+XtL19ksPBx2sMLvj1mt9lwzrc9PBwMfjtN+qvNiQ0vNGTWfXxDMvhtn/8y9VoYLi6v/s4Dj+z7voeePKoOnuzSTgOWBykvOvcsv/7jC1xxXoMzi9Mst5sstWusdHyW2h4rXVhpp6x0EpY7CYsdOLYsaE4OeNGFq7zlpSMu2Fqn15/k5IJlr6W2ZKVjWFzVzK9qesOUbqQZjhI2To24aKfGGEHgGQ6cDEnSOrs2SS7YkTI9NWR+JWLv4SZX7oapiRXueWKajVMRU03BUtfngu0RUZTw0MFJojhlzxbNSl8w0xqyYdLjnqdiphoNLt+dsvdozPyyz2wr5ILthp1bIjQRz51U+L4BY7j43JgNE4L+IKQ/DOgNPM4ueyyuClY6KSudlMV2yvElQTtO2H1Oh2+/aYVrLlBM1Sc5OT/B4mrI4qrHckew3LbgXu2mrHQNyz043ZOcXU25ds8ZfvXHFrlwR53VzgTtrscg3oTxL0in5i7+o6A29S/TZDS65PKbXmjorHl8QwF8YX4ez/f82277rF9vzvzOV+564Hv2HzzpDWNJbyRZHQjmB5LFbsyLzj/Lr/3IElfubnBmaZqVdoPlTshKJ2C547HSFbQ7KSvdhNVuwkrHcHJVcLanmZzoc+2FHd5+c8KF22r0h00WVuosdwI6PUmnL+gNCkkSJQKtwfcM9RpsmdVsmxuCGvHM8YSnDwbUVJ2br47xgzaPPNNiy5zikf0p2+cU/VHKRD1lYUVzxR7BwoqmWfMZDAXbNyc8/EyNbXPw8HMjAlHn5VdCUOvz1OGUZ4/UkQRsnVVsnYF6DXxPkGpBnECcwGAIvaGm29d0+prlHsy3DZ045YJzu7ztm1a5do9mut5guT3B6cUGS+2A5bZipQOr3ZTVbkK7l7LS06z0BGd6krNtzbUXnuH//ZEFLju3xsLqJO1ug04/pNP1afcEQWN7suv8a/7k0NGFf3nrq18XJ0kSz81941QtfsMAvNddptGc9o4fO/Sf7/jiHd/39DPPzS2u9MNhZOiPDL2BoTskB/l8L+aacxf49X+5yFW7a8wvT7HcbrLSDVntBKx2PVa7gtWuod1LaXcTVnspKz0424blkUGoId96U5tLdiRcu8cw1azR7tVIEp8kVcSJJNUCMGhjCP2EiVafxw5KhqOYOx5uIeIau7cF3HRlj0ivcPv9M1yxO2Ch2+HE6SYvuijm2aMesTEcPmX4sTcOOXRSE+sWzx7XvHiP4Oh8n6WVKa64IOaLDw+IR01ecpnP7h0RRnT4wiOC0VDwxHMhrbpPwxMYp8O0hig1xKlhpKHd10xNDrn6ogGXnTPkjS9JUTTo9prMrzRYdudmpSNpdw2rvYROz4J7tWdY7kvO9iQLnYTrLjzLr/34AhfvqLG4OkW7V6fTq9EZ+HT7Hr2Boj8QDJNwNLtx58IrXnHLH51//u6fX1peSTbMzrzQkAK+QQD+2U+8j0PPPVm75TXf+e+PHz30cw8/8oRY6WgGw5T+MKU/0vSGBcjbQwvys72E6y6Y51d/ZIErzgtZbU+ytNpktVuj3QtY7Xm0u4p2T9Dpazq9hG4/pTvQtPuG5b5gZWDoRQkXnTdksp6gk4Q33jTgyt0po1jhScMoNnzi7gb7TzbZMq05eirAo86ebYorLjDUGj0eeKbP2YUWV19QZ2ZmlTsfDXjRroDFXpdBv8n0BsOj+yTvvHXIw/sMG2dCeqMuK6tTXHZBny8/CpsmJrj6oh5nVle578lpGn6TK8+HC84ZorweB89oNs1EHD0V88l7QgaxQkqIYsNVF4x4/UtHxLHHVB0uO1fQGzTo9OqsdkNWez7tnqLTk7R70OmndHspnX5Kp69pD2DJMfdKf8QNF8zziz+ywhW7aiy1J1jtNugOQjo9n+7Agrs3kPQG9tz2BpqLL7nCnH/+7v98/u5z/+K8XeccBIYvdBHXCw7wr93xmzQbQePsQu+nV1Y6/3l1tUtvIOkOJL2BoT9MHNAdyIeG3hA6Q8HCUHKmo7nm/CXe/k2LvPmmlIlak4WVCVY6ddq9kHbPp9NXdPqSbh/3b6b0B9rdPIb+CNoDQT8yRKkmCAyeC799BaE0GC0JfY8NE4rtGyXnbjXs3DIgFR0+fZ/i2YMTvOrqgJdcvcL7PpUyFczwmhv73PVEzGRtkq1benzl4TrfelPKHY+l7NoQ0pzocs9jId98nU+rdZb3fWKGl11a55ZrOzxxbMjn7/UxSYOdmwJ2bRFs36TZMBURBjHapPheilK2bCTwoBYI4tijPwzo9D36Q4/eMAMijiQ0vX5Kb2Bv9M7ArooLPcHZtmFiosNbXr7A228ecem5dRZXW3R6Nbr9kG5/DNxDQX9g6A813X5Mb5BSb7b0m97wzfGFe86/ttvrPXnNVRe/oPh6QV2Uvff/CrUwrq22O/9OJO2fFWmfMAhINaTaYIwAPAQCRIoQKUqAkholDZ40hEqy99AG/u/nGuw9cZZvu7HHNReMmGy2WG43adZrTJQvzFDSH3oMhjAcGYaxZhQZ4kSTJIZUK1INGJBK4HuCmg+thmSyJdgyq9m+qc/UZJsvP2G444GAQE5yy9UBV17U4atPR6TxFFdfBquDEcfO1Hjd9YbpyQE1L2QUS+Y7CTKRfPNuwROtEY8+W+PmF89wwxVdHtkvEUxy9UUBP/amJT7/UMRdjzV49kTIjlmPzbMhk806rQbUAvB9g7I5LtJUkGiIE0EcC0axYTiCQaQZDjWDkSUKuyJCdwjzPclCF2Ix5KbLl3nDSzq889Upo2iCM4tNOv0avYFPt+/TG9gbpj8U9AfCkYNmMEoYxYY4gaVTK/L3P/gpf2pm41sbrckDP/yv3zP8/f/+rv8zAT49OfSSuPOzUi//tCcS2ayHCKHBgDHKLi9CIIRCSHJwSwVKWT/a9zR1T7DQb/ChL+zgCw+0ed01K3zrTatccV6P2akGS227vPYHPv2Rx2CkGI4Uo0gwiiVxAkmqSFPQxi5rUoLvQegbmnXN9ETM9o19EtNj/8mYj90bsPfgBDP1Otdc6PHyF3W4++k2t39tkusvDNk4O+CzDxp0WmdmImKpM7I3DbB5qsfKYogSNW68cpnP31Pj+Jk633J9nyRd4kuPbiBOa7z44k284YY2u7a2uedJj8eP1zGHQ7bPSmaagkZNEAYCTwkHcoM2Vpcnqb1po9gwcjfxMIJ+ZFe/lZFgpQvSG3LVRau85eVtbr06ZsNEnaXVaVa7dfrDgG4/oDf06A9t+W5vKBgMLbgHw5ThKGUw0gxHmmFkSLRicb4nz7TFv7/iyo3nvOcXf/CR3/nV/+u9gf/CJM3/0QE+mv8jfvw3Ai7bZd51fP6h122ZOH2TJ0zQqNdBJBhEycdWtslMCKRQ9lmmKCXwVIqv7NIcepq6Z5gYKhY7M/zRF1p86fEu11/a5vtes8rFO9psmKoRJzUGo5DuIGAw9BjFiiSRxKlEa4E2woJbGMIwpRkmhEGMVEPm2yM++YDk6JmAQ8enMXGNPdt9Lj5X8aKLOgh/nkcPTHDObI3LzjPMTq+y1K6xbVaB1HzmvpAQST00vP6GAR/6TMrphZC5jYrF7oinDoZsm5vmmvMXuOvxNl97epLhKOCic2e5+tw+l5/b4cCpVY6eNXztqQaHjjUIhST0JM0QaiUmN8augEkKUQpRIuiNBJ2hoB1BrBOEGnLF7g7f/+oO11+i2bHRpz+YYX654UAd0HeMPRhZcA9GgsEQBiPDYFQCd6QZRIZBZOhHEGmPxYVBuPjwoR/83Q9/ePUHXhsrY/77b/zbX7uQ//bvvuWfL8B/7Y9uI5h7Lb/6L/7wJ1YXH/ovNXmgpaRHLWygTYwxmTtgEHgIAVJIlJRIKVBK4SmB52k8JfA9TeBpQh9qgaEepEzVJJ2Rz/LqDH/11UnufnrAVHPAO25ts3vTKknsccF2w0W7FMORdUtSLZ0cAiVTwiDhuZNweF4wSDR/enuD1d4Uw37AbF2xdcZj5xaP87YJLju/TSqX+L1Ptui1J7n+Yo/dO7o8fjil066xYzc06wmdqEYYSDCGwPdZHcKJs5ILzw25ZPeQffsjnnyuzvWXzfDD37LIH3ymywP7WvQGHkvtFudtq3Hp9gEvubjL62/o0h4s8eHb6/TjgONnfZ44HBB4AiksyjWQaki0Jolgy6aISy7qo9OY3VtGfNcrR0w2PDZPB0RxnRNna/QHAYORbyXcSNEfKgYj6Q4YRsbKOgfuYaTz72Xg7keCXiQYGsnxk8v84u/dNXX7vTt/4cWXX5X+t3+3/N6VU3/N9NZv/+cH8D/7xKd42xvPUe/+bx/9YQb3//p33PhEeMX5hv6gQRpEaFOATGSHsC6BPQSekvbwBJ4n8b2UwE8JIkM40tR8QzPWTNRgpi7oRZLOoMWxdotf+uAspDGShMsu7HPRORGjSGB0ijE2UJNSIKUkCAOePBjw3LEa9cCn6Uk2NAW7t0o2znhsnZPs3KK5cOcKMUv8j0+0OHZ0kmv3+Jy/QyO9Dnc8HDLd8JmdgumJIc16DYX1rzuDgKWeZqltWO02ufWaNo/vjzh40mN2ssaLL5nih9+wzP/4ODz8XJPe0LDa8zizNMGW2TpzMyO2Tg74me8a0Kh1ePa45olDijA0SKWRwuksYzAaokhw0TkJV+1JEcYjjgMw0wyjkNMLPv2Rz2DkMRwphpFl7GEkGI4kg0gwHMEw0owiK0VG2etIM4xtLDOIC3B3YkE7Bm00y8uaE0efbv2rN3V+vXvq8njQfNOnhtqcSWKSVvi/3+P4RwH4hz/2J2za6Pl/8Gdf+/6jh07+1kc+fdJ/am+TX/rxVS7a0Xe/5cAtDFIYpDQ2kFQGJRWekvieTXIEvj1GvmAUSUJfMwpS6pGxmjOx1t5UrIkSGMWCYSIZpSFxUuO5wy2ePmBIDWhnKCuBLYpSgtCDVggXb4RWHaaakumWYnbKY24adm4ZsXVulZFZ5r0fm+TgoSmuPs9j1zbJ7h0rPHhwxPEz07xkj2R6QhN4A2rSRxmsr64BPWS5U+PUgsf1l9W55LwOT+wL2TApadRaXLkn5V++eYX3flzz9MkW7Z6m3VEsrHhsmGoxM1lnqpUw0UiYbkS89tqY0I/xVYJSGint5zJGoLUkShTLy4ok8YgSRRQrRrF7jqQ9YskwkoxiwSgSDCMYRcYBOnVaXjOKTa7ph7F9HsSCfiRZjQUrMQzjGDHsc/m5q/zSjy7ymstOhs8dS36zueXFv+yJ865Jou7hfwzs/W8H+G/94W0IM+vd89DRH3r46SO/efejB33COp++dwYp4Bd/fJWLt/dQ0jhw24sjpUEpjVKeDSg9he8ZfE8SeCWAB4rIXZw4NkSJJoo1cWKDrCzbl6TGLdkGrW0wmSVLhAAlwZNO0/sQhpJGTdKsKSZbkukJ2DidsnNLn4nWCn91V8w9T8+wujjBZecozt3qcf6OEUKt8pdfnmBjQzEzKdkwNeKuJyUnzyou3AJxKjhvY8pLrxix77kpWyDWbvHWV3R4aN+QQ6ckzZok8Ce5dDf8p+9d5K69Az555wYWu7BzY8pKx2OqpZhshbTqAc16nVqoqQUpvqfxlHWYEMYSOaC1XT1SLUkSQZJK4kQQJYI4lkSxYJRYto8SGEU2QI1iTRRpRokNVEexJoot8IcxDGPBIIZeLGk75o5GESLqcfk5bX7xx5d47fUJcVRDxI8Ew/nfFWF6/WvD2p7fnz/68WTjzjf90wb46jAVZw6f+PF7Hzn0y3c9vOTHcgOEKSjJp++TDGLFm17W4Xtu7THRTJGi7mxAjafs4Xsa3/MIPEngKyLfAnoUCHthYkEUK6IE4riw/JJUk6QmB3eaGoxjbWMssAGUFCgp8DxB4AnCQFIPJY26YKJhmGqlzE1FbJzpglzhz76i+NDnZ9lQq3H5TsE5W3zO2aLZuXmVzz6iWV6pc+UOydSEZHoi4si8T6fvoRSkqaRVV2zdlPC1JzSrHc2ZpZBLdzd42VVtvnRfyHQTwjBAqUku2w0/9Jp5fDnPx+6a5pmTNTZ3YjZMJkw2Fa26pFFX1EOPMPAIfevhexKkNPlnxNibWhtBmkKiBWlib7gktSSQEUScaOJYO7IwxeFWxlEMowzciaAXC9qxoJcY4uGIyaDDO16/xLe9vMfNVxn6/QZRbIeRxvFRP+1N/LqW+J4K3+vuv3+aAH/fH38arfVPffaBff/5mX3Hm3MTimEq6Kc+I6lIpeL2hzzue7rGYnuJd31Hn9mphG4/wfNSPC/A93wCz3d62yOMNVEgGUWKKBFEjn2iRFj/NxEkibIXLTXW+tOGVJuCtUvMLQTWZlPYlSGAegCNmqbVsIN95qaGbJpd4d59ER/4bJPnjk1yzqTP7s2C7ZsCtm8SnL+9h/BX+OLD00yHitlJyVTTMNUaMNHSBL5ECGvhjSKP1W5Mp5/S7ikWVn26/Ra3Xn2W2+7r89zpFvUwxlMBQkyye5vke165xPUXn+H9n5nkwaen2daVbJqImWgImjV7Q4ahJPQlvuesQyWQoriRjXGSxbgbXkOaalKX6k8cMcRptvpZYMcJRInJ5d4oKcDdjgXdBEZRgh4OmKh1eddbl/i339mnEfh0+zVGcUiceCSJR5wotD7c7A38X6hNXauOPvvJ9+y88I3/9ADebncJAv9f/d4ffuw/nz15bHKuAbE21FOopYZBKujLgKH06EQe//UvfB7av8p339Lj1dd2mZ6I6Q1qjPwA3w8IAo9R5BPFtvslChRRIokTaZfYRJKkDuCpY6lUkGpyC9AYZ0EaawUK6aSJsoVUga+pBZpGLaFZS5hsjdg406Uz6PFrf+lxx6OzdDtNdm8QnLNRsG3OgvvcLUNajWU+9MWAk6ebXLJFMN1STE+kaDOiOxB40oJNG8vik40EqRJWej6rHTi7XGfPOXW+59ZV/uyLAcfmfXwvRkkfY1rEqeKyHcv8/Ds7fOnxHu//xAZOn2iwZRKm6ynNMKUeFvGJ70k85QJngU2WAYbiRrc3PuhUk7gVzgLdkkOSWmBbgFtgjxLBIIFeIukkMIw1OhoxWevy2leu8J239HjFlRpFnZVOSBSHRLFPkiiixLPPsWK0ujgZ9g7eunt79z1f++Jv8JJX/dQ/HYD/8q/+Fh/8vV+UK+y++qm9BydDzyCFIEoMfmrwEkEoIZSCnlT0ZYNO7PPp+2rc9UiPV13T5u2v6vPyF0VMtexJGo4CRr4FeJz4TpIoksQWRcWpBXiSSNI005vC6W2BHmNuKXAaH3yl8X2rYZu1mGY9otUYoFSXrz5l+Og9E9z58AY2NxWXboHNM5LNGwK2bpRsm4vYvX2Fh58b8om7NjIbKGYnJBNNydz0kP0nDHc9EiKNvZnSVCBQ3Hx1zF1PRCys1uj0UhZXPLbNtXjzS3s8drDNE89soBEkKCUAH502GI0U2zaFfOfLV9gydYaP3VPna49Pc7JTYyYUTNQMzUBTCyDwUjwFSgmU+7zlwgyTSRaXNc4YPXHATlKItSWMzEsfJIJ+IuglMIg1OomYDXrc/NIVvvNVHV55TULD84niJp2+Bba9Xp67Tp4lpdhjGAm6g5OvGQy3/OL+U3t+7jMfe1/6+jf/yDc2wLUxCKidnl/a+T9+9w++++jxZ39odbVHPRB4CdYVSey0Jj8FPzWEqaAmBT0VMEg8lpOAj95d547H+lx3cZd3vaXHFbsjpic90jRgMAxso0NsQZ6kiji1CZtUK9JEkGjrHGgj0LqovDM5uG0Q6ymNrzSBn9Kox9TDEZ4aMUyGPHVU8zufmuLR56bx0pA9s4ZNU4YNU4qNMwGbZyVb52J2be1ydrXDH9/exMQ1tmwUTLY8JpuGiUbEIE3RRhFIgZCOwbVCeYpEa7pDTaefstr1OL1Y5+KJFu+4dZVfma9zaL6B58VW2hiPRNcYxZJuP+ClF3e58eI2Txw+zu98coJ9x1osLNcJpaTuC1qhoea5bK8ySGHt1vLDOIDn2U/n8lh5B1EqiLQF9jCFfmwYRQmeidgw2ePKC7r827eucs2FMRMNn2jUpNsPieLAgtmBO47tNYodGUVu1R1Fkd/uLf+H2cb+ZGqq+cuf++RvD7/5jf/qGxfgDz36LK1m46K9+56779jJBX846It6TREnBilBJc76cyfQS8FPIJCGWiroScFAhYw8n+WoxucesgMwv/nGNm/+pgGXndvjnA0DJpseUeK7DnmPUWS1XaIlaaocsCVa25RRkRq14A58bRnOS/G9GF9FnF5JOHBKc/eTHo8dnuD+p6dI4jpbJgwbW4aZCcHspGJ2ymfjjGTLhoRtcwOmp5b5y9vg3qemuHKbYHpCMNGUtBqaVmNEN40IfIWXWKlgjHUwGEn6w5SOK4Bq9wzLHY/55QluuqTHN9+wzB98KqS5JFEitoDUHnESMIol/aHPhqka1+7p8r539bj/mQ6PHfa574kWx5dr7FusEypJXVl5FHiG0DcoHJG705IxeWqsnIu1Ze4ohUFkpUpsEkwS0wqG7NnS55JdA77tlT1ec31MK/AZjibodAIidz1i12mVH7GyK6wDd5JJy1QyGPZFg/mfi4dReu626V9/4Mu/1b/u5v/rGw/gp06dZsuWzbXP3f7Vb/vYJ27zu52ObNQ9RGrliZIGJQXSLYFe6oCuwE8hSCBUhlEqGKaSvldjFAS0kzp/9uUJvvDIgB2zA77lpV02Tyecu3nEtRf1EShmZ2wCKE09tJYYIx1zZ+uyccytMcI2BQxGGuklfO0Zj4OnJZ97oMGBUy1WV+sEwrdsPaOZbFgffKrlMTvlMTsl2DSTsGXDgK0bV7j3aStNtk16bGjBRNNjoiGYbCZIGbH3qKLdV2xvWh1sDIxiyaZZwUU7R3x1wdAeGLoDy+KLqyFnlqZ4y0vnefrIEg8+OYevDIgYYyBJrUQbRorB0KPdC5huNXnFFT1uubrP0q0LPHcKbnuwxsFTIQ/tayB8j4Whx3BJIYVECOE0uXAgNw7khtRoTKpRXsrMxIhJEXPNJQPO3TRk60zMG14SsXlGMDOhGAwnWV4NiFMnQ2KvxNRV+RgnkiS1FmXs4qUkFQghSaIu7VX589vOvUlee81LfmVp8e3D2Q2bvrEAPjVZ844fO/Qfz5468v8L5EDOTPpoYy24VNs6iexIlNV4XmKXzzi13wtcAFpPBc1UMEwFQ89n5Pu0h3WeOJrw+JFZhI7ZsXHI1bsGTDZTXn7dkK2zMWmcYLS7cKaQJjgNKpUh0nD/E3WePtQgqEkeOdjg1FKdmucxEUh2zhimapqJmqFVl0w0JJMtj6kJj9lJmJtO2DQzZMemDikrfOiOKZaWJrh8h2ayZXssWw3NRCPGmJgHng5YWvY5f8ZmF42B0UiycUpyw6UDvvpoakuD+wmdnmKl63N2qcmluwe885Y2DzxT5/DSBEpoIHY1Jr5L0Aj6I0lv4LPaC5lotJieGHLtBQNuunTI6aUhTx7uUKunPHnI44EnQlIjEVKQ12nnNqIBo0Fr0sSweUPCy68bMl3XXLFLs31OkKQeWjcYxT6LKzZwjFOnr9MC0ImTjBmo47Tw3m2cZMGduBhpEAUstYcy8Q/9Bxls9qanZ/8TkHzDALzfHxBF0X/56l33vGvfM08GEw3PWXTWnktTSEqORZJCIg2Jsm6HnxoSVxwUpxC6YKeRCmJtteDIF4y0T6x9Ym042Z7g2AMaqVI+92hMw0vQRtuLZGy3ep74F9IeUqKFot3zSSKP0JO0aobzZ6EZGFpBQj2EZk3QqCladcVEw8sTPbNTCRunh2ze0CXRK/z6X9R59MAs52wwTDWFA7egWU9p1iKajSG1eh3fBXrCyYJUC6LEZzAYsjrUTIe2Vrs70LS7ipVGwLEzk1x13oh3v/0sv/oXHsdX6yBStEnQGuLUBmy2dkTRG3r0Bj7tbki91qDuguWbr4jwg4hrL0h568uGtlhNaoTQziYtou+MHFJtrcaplkLJgOHQY3HVI01tzJM4MNukkQV3mmYuliqAPA7symED7sztGsWGRx99Iuh0+t/darZ+6e6770puuullLzzAD+x7kNMnngqXVpKbDx48UANDreahEk2SWI81VQaVA17gOZmSRe1ZHXOaGpJSJJ9qQ6IFiYvyYy3c1xCFkrQpSbRHnIQsRjYDbkyRNxDClqd6wpaT+i5bublpqE8bQk9Tc9q05gvqoT0aoaJR92g1FBNNwXRLM91K2DA1YuNMj22blvj9z2g+dudGNk16bGhpJhv2ZmjWsQCvR5xe1hw4GVIPhE26kFX6CYYjjwu2JmyeHdHthbahY5DS6StWex6tdo2JxhRvf8U8B06c4X9+aruzDDVaJ86z9hhFWf2IpD9UNGoe9dCnHtiisSBICfyE0E+pBSmeSFEytRljYRBSV3zybPVLU8nisiTVEq2zZ0GaKne93HMqHbilvTbOxSq+tm5WztpZkskBO0lxtqQgTjSHDx8556Uvu/l3ELUfvevu+0cvu+n6Fw7gxiwCs429T9z+3meefPhGT/Sp12x9tZTSyhOXTVTSAj1NDakUKKVJU8voZaBnzQ5pCmmp7NO6D+5nmb3lMnPGZOCuvj+ZSRPhglu3ggTSFHUtHoS+pBYIaqFNmNRrHs26YKIBk82UqVbC9ETE3HSPrXPLPH5oyJ98eRvNWsjmCc1kQ9BsKBp1QbPufPT6iEePCB7eV2PXtHGlCCLPKPZHHi++yLBn+5D7n5ikH8FgmNIbaDo9yWrDZ2GlTi2c4m0vX+LBvQs8eXgz9pbVpDol0cYlY2w9yWAkadQE9VBRDzWh7zuAu2ywSvGUtvaoK4fImbxyXXESTziL1bpR2qX6U21vgOqzA3KaAVy461qwdqotmDOnJnV2ZJFcMvT6fe/Or9z/vS960XX6dW989U88e6jdv/C8//UBQ38vgB8+chqllv7N0tm9P6BHJ2nVawwjK0XixLJmkqqcvZNUW5Brg5cqx9jGJhxSUfFjbYIme85AXRT058mKzAIsg9tdMCkKe0wJUMpmLT3XqRN4EPiC0FeEgaAWKGo1SbMmaDUME42UyWbCVCtidqrPltkVHjvU59++fxMnTk9x/qxmqgGtuqRZVzRr0KilNGoJvj9iEBk86REqcs2bSZQ4kaSpTytIGKaa3kjaDpmh1eTtrqIehtSCFjs3x/zaj6/y7vcLHj+wCYwk1akljyQmijWjyGM4kgxHknoIYSCpBYYgUASeIfAsyD3P5ABX0ha2FVKlBHIAlz8wGcCNyGtadCnPkGpZWoVdDiItAVlbgOsUt0KXwJ0a0rSoHRpFmuPPHhdGtX7gxVfvOpiO4l/4+2D0fxngn/zkZzh2eHH7fU/sffGG4BQ1TxH4VvvaBoWsxsPqb8vaDsSpRisrSbwc4Fa+aGPcEB+XZcsAnR1YGWJMxjSGMWwXAJc4B8eV20qb+LDsLV1lonRgkFai1AzNmqbVSJloxEw2I2YmB2yaXeWR5/r8hz+c5eCJGXZNG6YbOM2taNYlzbqhEaa06hHtfsLH76ljUo9AGaQUVoO7zxMnEiU83nhTl7uejugMa7aRYJjSHyi6A0mj51EPQsJggt2bE375h5f4mT+QPLJvo2utS62tl6RuvIVkFCuGI/uZwlAQ+oLQN+7zWl/cUwalXEGbAOFqVmyJcnE2CybPUvwuaVbKDhdgJwd16oCudSFHip+Ty8+c9Bx7Z+UBQig6y0d58pHPvnhm0/Xb7/jiZ0/c8qrX/eMBvNtZotma2fbow3f/xrS3+OZoMMSrKzxlKi1fKrE1HioVpQ9v3LKmc2BnKWOT1YxomzTKn91JzeyscmNE8d8iHZ1lKkUJ4EoW9Rm+Z1PZvi8tAAJBLbQj1uqhplVPaTpwT7cGzE23Lbg/MMNTh+fYNSvZ0EyZrNvCqWZd0Sixd6MeYUTEmeUJpLDbnMhKFtExmvHZPG3wdEIvEbYrZmSbobt9ST1U1AKfwK/heZNctjPhl3/oLP/hA/DwvjlSo4hTG+tkdSNRpBmFilogCSL7+QI/KzXOCrEswO15Me5clUFefq9jQCcDN0WWOF9tRQ7wbPXNwZ2/LhFaakica5MXxaWGIBAsLfW5/9GVN7/qliT9plte+5Nnzi6e3Lzp7z49638J4P3OcdJ4+UKPs29pemfRSgHGFiyR6V5hta92VqEq3eESUmMTMRnAdSZBssMBvAD1GHPnyDaVKyJE8feFY+68WtA1S/juCHxbGlsLDfVQUw9TGrWUZj1hojFismnB/fCBIf/+96d58sgcO6YVc03NZF3QbEgaNUWjLmnW7L/RqCWEXsT9++H0UkAzsEkuIaw1ly/32jY/b5kRXHZ+j/uebtEfZe1g2gWdilqgCPzAaegpLt2Z8iv/4izvfp/h4X0bSYxj8tQQp7b+PYoNUSAJAulqU2S+Ynmek2mSHOQZwLPCrPxsitJ5dnLQYN0WC/QSwE1ZUhYxk84qOTNg56u1LfTSLsZK86pP26SR4PHkvjOcs/vsW2Y3HXxvt9s7+Y/C4M88/RCrvfq2walnfnn++H3Ua2keZEhdBHVSSDssMrVJHq3JbUHtFUtY6mUMUAV6XtaaVQFSgBtDSZYYxzol9nY+r5LCtbqRl8P6yjYTB76xdd+BLbCqhyn1mq1FadVHtJoDZic7PHJgyL/93VmeObaRrVMeGxuayTo067aKr2BvTaOWUg9jAn/EUwc9FhbqnLeJohbEYUU7J2Uw8jh/h+Cy3X3ufFzTjySDyCahBkNNb2CrAwPfw/cCPNVASs2lO1b4rz92ln/9O4aHn91IrD02pNoCPIYotLXbYagtwN1qZQuwhDtcnYospJzIwO7AveZRinvyLKhem/LPyClfjUvgrjyXavQzdk+1sRvnGttMcdvt99Fqhr983YsufMu99z948sbrr/3fB/D5E1/j7W99E7/ya/9169L80WtGvS6+7yFTl4p3wWIiBFJqUm1PYOqcEpXa11oL91y603XGblQY26bbTYW1cyvQXYnysmobk4s2t8x79xR4HvjKEHgG3zfUAk3oW3DXwoRGXmjVZ2ayyyMHRvyb35vlmePWDpxr2ARQs+ZKVGvKui6hdg0HCbUgRqoRvchHKg9f2ZXNsnjBhJmVFic+zSAGErpRaFvFIs0wSukPJWGgXKDo43sapRpIadizzfDffvws//q3NQ89u4k49V1RlCFKDSPfUEtKGtzX+Mre5Lb1z+77I1VxnjKQl89nqZzcPpeC+hzs2Sqrs1r7kuwsvS4DPTcPcmBT+r7FBELSabd56OEnr2m3u1t/7Ie+9+RtdzzIa2/524P87wTweLTMn/3Fn0z12qc/0ls4GKiaxJCSSrvkpqkglcYGk1k0LQtdloE6LQWNaa6v17oj5QCnXDCVvyhpxuzIXZPscMuwpwy+7wDuawJfEwYp9SClFiTUazGN2ojJ1oDJVocH9yX8xHs3su/4HBtbPnN1zWTN0HLM3agpGjVFvWbsEWrqYUK9FnHkjOaPb28R1sAvORXZ2zYmcxps4dT3vLrNn3y5z/xijUGcNfdqBkFKOJRF+avnl+w9w4Xb4Tf/rwV+6rdSvrZ3I4OkxlwqiFJNw4dRbKgFhtDLSmjtCpY1bSspkKpY6TJysHIqA/laKs8IpiwbM2Cb8gpclp6mDPKSO1ayhStWsM5WB8V9jx0Ldp530V+eOHXyTdu2bHiiDIN/UIDP1W8Tvb66ftiWGxu1iDj1bMCYitzftpYRpNK6IqkS6HQs+Cg7I+VlLge3sAlJqnp7jVsClcBIui4WKcrgNq7eW7uWN+0AbhMftSChFkbUaxFTrT7DuMdtD8Iv/elm9h3fwIaWZ8FdL8BdrylqNeUSQzYwrQUJYZAQBhGahP6ozmQg8KStxRF5CJzdzPZcxYlHq6nwxIhhohnEwgLcNVIPA83AVwS+JPAUnvJQKnA3jWH3FsGv/Mgq//UjKXft3cDJbothqpj0Da1AE6WG0DOEiSHwMovUlHS4KBjcOT3Zc1n6rQV5dsOaPMtvKOKmDPSFC1aOsyhs39RWMY6X7Rblu3ZFu+Nrz+y6+JLz/+jomZXr+Duk8f/WAO+395OY0evk4Ld/32d+ql5romJs94wULonjXBJZrsd2IM8908xTzQIUk4M6A7oNZAqAV5i7BPD8IjhQ2zLYjMFNPhwoGxCUjZkI/NSBMaEWRDRqIzZM9VhoD/iVP2nwR1/cSGQm2dhSzNU1U3XDRJ7Ct72ajdDOOKmHdlxFLbQ3iu+NuOMRn1T7li2lswhl8TmK1jFJnCqk8Ln1RV1+91Mb6MY+k47Fa5GdRpUxuK+UY3DHrsJgtODicyTvf3ebD98x4Bc/uInTy9P0JjymU8VEoqn7hjA2zg+3MYjt2xQlN8VJuzLAhWPz9Yjc5LGnLY0w1Wunc5BnsVSZ2MyYPHXANmXXxU3pSmGYKu5+4jgnfvOjm3/j3d/1moefOPyZa67Y9Q8L8PbSISD9iWg13ioEBJ69iWyWUNoI2BVWFawti4SAC6xMBnRTaO6sjWo9S6rMFhlj5+fbgTpn71I3fiZL7HKc9XXaMROhnxDk4B5Qr/W54xHNX351go/csREtJtjYEmyoOVlSg0ZNOFBLaqGi5ti7Fuh8JQj9GC8YcvtDU+jUJ1TkoMl1bVHTZFPZqUJJj1df0+d9H4voJ4Flcde5PnJBpx2VYWfDKEXO4BZogulJyfe/ukPdO81ff7XPHY9u4GxSpx8oJhNNw3dMriDwjItLTM7i2Y2jpHDN38WqKJwWrGQ7SyCHMYBnjG6MHSAwHoiWu4kMlZU9TQWpKRJCcSoYpQKDZNgdbn3u4LGfUFJ+5h+MwbsDQ00/g5DeDx7b95HrRv0ugW+9XRBIDIlUyEySaGPBraxsKad5M7DnjF0Cc1mWUGotW8PcGcAzYGNc9O8yc8rkWboKuJWtyQj8lCCICP2IVn1AUBvw4S94/NIfzXFkZQbfr7GpDrOhZqKmbXYytGPS6jUL7rpj71pgXIBqV4R6GLHc0fSTAOUpAqlzl6KiwSE/H0miGMUBoTdgarJPe9RkGEtGUcowMASRrV231qYqgkNhN9PC1Y9oLZhqSd7+yi43v3iRX/6fIz74+TmW4xaD0KcZC1q+bYIIlchB7uejOYqVLw/Ucxa3yQ1RVLBVg88xMsozzBXZWc1Cl19njJ2zuPs6TiHSFuBKChaXe3zqziev++kf/bYfvOvBg3/wsmt3//0BLjBQv/g773rgq78+Z56e2TjRIUpCpBurJoRCpoZU2oIbpQ1aChs8SpNnu0ye6s3A7QCdtZMhihODqLB2AW5T0d5Z13jG3NIN5JSq6Mj3vNS2pHkJQRATeDH12ogwGPDM0ZS/vqvOH9+2gZMr0zTrPjM1w3RgaNU0jRCargCrFkqbyg8ltcB657XQBqqhb9m71RzyhbsUzx1qUM8SKpk7UVrnsxvaxi52e8NLdsPNV3X5qy/P0q17tBJRzB/xNJ6vC5tPytKNYyqJmSSVbJns8fM/0GP31pi/umuSJ49MMfTq9FKPpidoKkPoZXNgXBGasufTE0Uck92YUlRt2OyTlC9RxV0pM3oJ8OXDlAyGHOSmkCaJW+EibcumBxqifszJM4fmOoufv/GLn/jhP3j64AqX7p7++wE86h+kJmrbP377vhk/Wubd3zlCKhhFPkIYEmGQUiJTO2Itm72htEQrnTPVeOFOniwwIvdXDWNuSTbpqpQ+zhglB3YJ3Epqpyk1niss8j3boR/4EfUwIghG9OIRv/MXNd7/mQ2cXZoiVnUmm4rZ0DAR2OCsDG7L2MoVYwnH3hbcNVe1Vwtj0jTm6SMB/ThkJnDLv8xihQKF+aqVzylRTCiPS8+N+EtvRDfyGASCeuy0c6zxI+0KpWwRm1B2CpdwlzA7l1pboplo+PzUd/T47tec5QOf6fC+j21gud9i4IV0fUXDE9QVhEpboLuGlOw95yDPAW7WZDnHM575CmWqgNdkulwUADeUiuZELlESDYmxNSyREYy0YJBClGhacsAtVx1k18bN3/eWHzn1wHCw8P6/F4Pv3XuA6dnzG7/1Bx/YeeTo/bzlpj6hL4hiu2RasGmkVkhpyyqldiyudd7Jnne16wLk4xZgGdDreUBZnUQB8HJgmRUQ2Uo5T6UoleKrBN9LqNUiQm9Ee5DwwBOC3//0FF98ZJql/gS1WshcAJOBphUYmoGhHlpZkjN3qGy9SigJAytNan4B8sBPaNQizq4kfPqrM4zwCLwSuPNZdBTJEi1IjS1DjVOFMT5vfHmH9322z8Jqg0Ei3PwRQxCDH6V5gsZTyjofQhb/duXGsd1Njbpi88yAn3rLkKt2n+R9n57ksQMTLPWaDFWIHyhqnqQuIVDGVlm6kuIsw1kF+dpVdPxRAF1U2Du7xhmoM5mWZnkB1zKXmIy5YWQEo9QmgjApw0TzxCF47vDjQWPqE5ff9PIfaZw6fqS/dce5/2sAH/YX2L+3982hED/5hmvP8saXCIxRIDRKpYAdjim1Rhlb9K6MwOhiWqsutY9lYLfjG0oAd6g266bPnExaj7mFRjjmliVw2yMhDCMCP2K1l3DHI5KPfaXJZx+YYqHdQtVrTDQVUz5MBDYIawSGekBeF56B20oTZaVJYAgdsMMgc2NiQn/E4wcli4OQ0JME0iZ4VGmpz5b1Skd7KvKO85m64Jrze3zyvmn6ic8wEdRiQxBZ/97zbLCpRsKVI4PI7JkSc+qspNUI4sSjUfN508sG3PyiZT73QJePfqXJPU9MMt9tEHkB/UDhS0kg7bSDQDptLgrLNWNxWXJVctVVqpYYZ/Jyir+IuyClcM5SUwA7MRAbC3BrH2owKZiEBI9P3bcZI0b82LeZn3z44afuTOLeR/+XGNykHZCtucPPfvFbL9/6NFtnApKkjpIxSqb5mDWtJdIotNYoKfNl0mRd7Y65TYW5C4DnAWV+cjKRZ0rMbUGeM3eWPJHGFu9LjZK2kD/wrVwI/ZiFdsIXHvL4zF0tPnbvJMudJiKoEbZ8Wp5gyrfArvuGegbuQFALha0PDyQ13w7UqQXk7G0Brq0b4yUEfkwtGPHZ+0JOrdSZbQm75OcuxDouWy5RCh2+Ycrj9Tf0+PjdsQV4LBj5ECZ2mpQfaWvtlcoQLKuWQE5xrlPXhJ39+83aiO++ZcDrbljmk/f2+PRdDe56rMV8u0GiAgaBh6cUnhT4UuIJy+i+BOXALSk5V38DwPObLvu8FBIlzVjbvY6NBXfivjZZd5ZOHcBtHUgsm3zpsSlGvSN879v2fOt3fvstXz0131vYurH5dwP4idOnQM3sCvyV79uzfS+eJ5AyRqkEIWzwaIRCS+EALouGXyNKjb+yUjxfZCWzhldROTE5xHNbypSkic6BbWcYasfermulFpPECScWDE8f9fjj26a49+kWp+ebpGENr2U3cJrwoOmlNHw7V7vmOnosQ2fgthV5FtwiB3gYGEJfW+b2UwLf1q48ddjwzJEaQvoEilLGUbggs4D5GhC6hE+Selxy7pDLzuuy72Sdvi9pJKkFt4LIMy54dlOrpESSJWWk/ddzFs+cmqwBwSNJfAaRTz0c8Y5bR7z6Ravc+3SXD97WZO/ROkfm6yS9kKTuMfI8hJAoIS2LC2mlCxnYLcDzXMR6JElJg+OATSFLCjBnLktWaOQAbdLSUVg4g0jwpUeX+I5vG35fGp/97SRqL/ydGPzjn/oi/+ZX/5pWY1ZN1Q9y3kzMy68YcfnuqBjoaGyrUtHFLtFGOQBLOw45095UgZ7LkXKyoPQoNF5Jc2Pbq5TQ+bPnpfaGUwlnl+GOuzyeOVLnjnsbnO7UODrfAC9EtXwanqKlDE3PUPccqD1DzYcwEG7GeAHuMLB1IKEvCX0IKuydEvra2Y4J9fqIg2fgyKk6SnpWnsjy0s6YVq5aZanzw9PU47ythgu39Hjq0Az9hmXx0AM/Mfixy84qnWcgbf1I5tJIdz6r8tAG/lnfpCJOfMIoYMNExLe9bMT1F7c502tz+9dC9h0J+cLDTc4uhRjpE0uPrJhGCJVXRVoGF6UVdn2AV1icTK5kLksGaF0cOGBrB3LSXLjbczjkwvOXueHCIdtbn6d7+kklugs8+9SdXHjZN/3tAG4M/OR33LLpwScOvf+3PtwR852dnLdlhW0b+vzAt/S46JyYZt2wY1uEpwVSZydTVcc2UIC6DPDigz+P5i6DWti2KiUNwjXMGpWijWZhAfafUPz5nQ0eORBy9Fid7iikn4bgBcimT00JGh40lKamHKjL1YS+sF87cIeuzDR0IM+ZO6tf8VPH3BbcYRAjiWn3JZEJbCpcajv8UlQ98DLD2mRIqQ0slcSphzCKVjMCRgxin6EnqLu5gFHskjNKu4RM9jdkqRTADcAf/xt576TCT9wY5dgn8AM2TEZs2RBz2Y4R3ajPkeNtHjsQ8GdfarDveMjSQkBqPGKl0ELlDdw2PVsMP8xGUZRH0RTLs6m+ds3hFtC6xNgmf1Y6RRnNjm0JzUbKxTtjvv91A7bMGnbM1ZhfmhenFl/6/qD5mltFsnr2b83gb3rDLeLAs4/t9kX3fE9ohqbJY4cNjx/wuevROkqm7NoW86aXDbn2kpgXXxahTUrTT5lqALpg7UyHY2QpiSNyx2TNPe9WiKwpFmHnfa/0DPhw7KTkyw8GdIaK2+6tc+BojV4akBgflA9egAoVgZLUlaGRgVpZpyDMwO3a1QIfQs82PYSBLU+17C0IAwiDQsZkIM9qWTL35ORiykfvmGC+XWd6MtOsVfZerypP546HBflo5LNhRvHtrxxy56N9TrQb9ANJIxEEMUTK4CXgxW6vojzF7mpdcltDFgGecyqy0okktRN6k1ThewXQfS/B92NaXszVFyRcdf6It716wLNHJZ+7N6QzUtz5YI0TJwLwJEt9j2GsHLjtXWwqkec6rJnxuCk/F5MQhNFMNVKagSY1mhdfHnHtxRFvetmQXdsTFNAMJFFcp9uv0+0r+sPh+bNb/N1XXXnz/DpiYH2A9/u9+sa54IPnbfpaw4SCKFWgJEb4dBIJJuWx5wIef6bBlo0J27ck6NRw7cUR3/ryoa3h1jDdMly4OyEMjBtJgAP2+swNVl9HI8ET+xX9kcTzJE8d9vjLL9YwQrLU9Tl2PCQxCu37GOWB7yOlh5SSUApq0oFaapfQsDUYQTZkM+/FJJ81XoA7kyVZQ4SVJZa9NaHn2NsBIvRH3PWE4s6nmohAEapsdHHJPSlILr/WJrdNyRk2SS3IX37ZkJde2eXP7pyin4QMEwg9iBI7S8bLam2cg2QlgxzT+RmTi2pA61aLxJf5CAg/9UiShCjx8VSSu1BKJVy5K+GqPSNSNMdf12O5IzBC8Bd31HjykI/nCQYjxZP7PaKRcjU36wA9D7IsuI229ep7zkuYbqXo1FYjvvkVI158cYROYfvmlM1zGhE7Z87YYDlJFL6XIL0O7//ow42f/rGXfLDf718F9McRtS7A9x04jEyPBMPREXQyC8mEjS6Eb/WY0RipMZ7m5KrPySV7Nz70rOF9n7Z3pElh24aUV107Yqqp0WmJv9Y1ui0KpITVnuJTXwtZ7imElNaaTBUIZf9+TYH0QCiUsFF/qKAmDaHUBM7X9cvAVraTPnDNxr4vCD1hn13XS+Cq9mwbm5UmQWAs4weOtZ3v7Tt5EiUxTx8N6PRqhC1JKF2BVe7Tl+sIy5eYHNxZgJ5oRRT7bJiWXHbugNAf2NqURBAmNtD0YlPqxtG2fju/iZxkyC1YWSpsysol0mKsgydJfUmSpiRKoZIsh5DkuQRPpkhlHaqdmxLO25oipObFe3oYYwvaVnuCT90TsDoQbv7h2JI13rKPrUWZahhuvTZi6wZNmthfUhKMu1HTRJL2PSdrZR7bgaEWDmnUe6z0FAuLh4KFyeG6lLkG4MacJIn6P3Do8btnJuqaKIqtJsKzoMretck2kzTgF0uOySptJJxcMXzws82qKbomyZsXl+QXBykhFOBLjJAW2KVnG9HbrFsojJUeLkkRuN0N/CwNrUzexZPVQ9sul6xtrQB3Jk0CP9PodnaKnWWo3fiFlMCz7kk9HHF0UfPFBxugAgLl7MGxAHNNCjBncZeyL1l6SeqRpD6vvnbEn97WZ+98k67vU09soZTviqSyvyFyy1QXDD5WFmDjn1KjcKpJtc4dHC9RJF7qHJoU5Sk8mbpgNs2dqihyAb772spITSPQvOM1GqncNS4NE0Ksw2Z5OYYgjRTR0HNTvyTxmJXMGktZuLgspRHGtHuS3/vIozP/909c+gP7Di3+9kXnVfs21wD8gUfuQevoHUcP7J/4wn11zq40bCuM9KDkt1aa9dbVVu7nwfOwdrnxjxIS8sAloyZrhUlhB/h40s41CYSxyYgsKZE9ZyAovfY98m6WjMV9T+D7Wc+icrtHOFkSWHAHviFwXT+BnzrPO7V1LX6MlDF7j0gOnq4jlJcnSPI6kXLZqfuo1foMV4uRFnUpSWpZ/NzNIy7e1Wff2RGDxGfgCWqpnePoJSavd5dOi1cbhqW7JKK0Wshi8L2X+e/28DxNkkoHcImXKptXcPU8mR2bJdSkc7Ky7WaEMAyGuqhwZPx5vYfIY7LipnerT7YClWK1chJQCNuat3Eq5e3f1Oaep56aOH7snncEvv/bX5fBe70ORpvg53/jI/KTt2/gyLJhlMkC5PNL54wqcnZfc7s+/6MoDyx8AAEqGz0hsAkHAb6rGPRFUcjkOUlgl+0C5MWR9WEK1/hQdNUHvnQgL8BdHEXnT1BqkrDBmAV4bGK+9midpZU63oQiyNLc4ynu5zldRVVleaiOZDjymZmWvOSqAbc/OKKb1BmkikZSrEyem7MuK4kvXQk0M2AU5auZTNGlwiaBn8q88tICXLtyAFf/Iss5h+ym0nkmWbrYybpe1ZFwQvxNGMhWdJG7ausDvwwXTZoqPKX4rm8y3Hp1G691Sm7Z/cNBu9OLJieKpE8F4P1BBPDrTeVdGw0DAk9ivAK7efaqBN1cfSAq33v+G6HqKmQJAymszM+0qydcJhD77LlsWt6KJgqAK5mNQnCglpTqNrI2LYHvRkZ4awAu1gG2kyeexvftvvBWniQEXkzgRZxZ1jx8oI5Rgcv+lYq/ROXeXRNvjddqpHkbmw38TOpxzZ6Y2dk+ncUG/aROQwl8p8VVVh4s7Fg4iUYIaZ/zv1RyrirVfK6UwrN9s1rpvPsqVYJEyRzYST4Fq3jOCtsyxrbZZZ2/zuqGKL/+W5DdWtt4nSRg6YaJYjBaIakTRa1rMdGvY/jJ8r9QAfjjTx3AwOb7HjsoE6NpeIJAs55ift63m1cIjr3PbPGxp726pAoc65HVO5RtNuO28HY136JwKXKgqxLQs+lVrpDfy9nbBpS2ZUvmh9XjFPahrwmzSVCOvf0M5H6K7yd4XoyUEV9+xOeex1uImkfgAJ7736Uy03Kt1TjIy9WV5aRMfxDwksuHfNOL+vzJ7RFRGtJPJTXXWOxJUEnmg7sun0QznlTK5IpGuARLeaaJtPX7nrCaXAlST9hJZEpaDZ4W4C4YvATw0u54WZ0Q40AfY/LncxLLgDJfRy5kVGpwZSEmwURPy37nis3jv5sDfNBfoVaf2vP+D71/x76TS7Rjj6aPHTtWvnue5yY0X+eraqbLVIAtx4Cel2lS1CKrUl1H3m/pgJ1/XWLtfESbLM0Bcd3kxXyQAtx5UOkVHff5PL8Sc/tegq8sgw/ShN/71CyRCPGkIshq0Us5kFwTl+RXuZw0y3VkTcjZkEublPGQxudH39Dl418aspLW6Kc16in4qcBL7YYCnjTEmVRx5Qzly5Qlf3Im9xyLe7ZdMPVsl7vvZaPzbBtbmpq800cp6aZg2UDSNpfoPMDNmXxsFFxeAeqK5SqwFRnhrQXy3yBqizPp/k6zERHUDnH89GPnXnblv7hktdPeOzUxWQU4wgfSH3zmaPzSs6sxjdC3CQtZKo/k7/4YbzErTIUq0IvC+lIxz9iRtVWVQZ31E2bsrUrsrbIZIE6eeJ50IM+6zEuyxAHbL83xC3zL4r6f7QZh2dsPI/YekpxaqoHyUVJY/V15v+W+xuLkja+AWQtfpsF1ardisSOKfbbMxFy4o88DzzWIvYB+IqgpYYNNt2uGdH2fMhnLAKNLf0zmlX3WGzfVCVVakCptmduDVGpU6no23fBU6TYwsK9lpfCtuGaFHi9XgGar91om/5vg/DwAd/9m1qIYDbsE6bMbteFcIeTe7HdzgO8/dIZa6LG4KJgOA2qBzi/YeD/e1wP7mu+vUz88Duy1AC+kSpbuLr/Om2TLQFciZ3GlisE22QwQT2Xbf2djzJ4P3EWD8jh7e8oGl1ES88efbXJ6oY4IM3lSHmhZymKWzomgWl1nSoDLS0d1VuNjdyXbOid45+s7PPV7LXpJyFCFDFJbm+Jlnz+hxJzCgUtjjQGd30wa4aRKFnAWVY3WL7eSxdNOokhQqc6nE9isabXJpIg3SkxeBnZFrmQ4MCW8mDWg+VsRqQO4kNYBkmKKZk3o1TOPa6MH+a/lAP+Dj9yOUooTx44zWzPO0/w6eunrgFuMfWMNwMdlSeWEVAvsKwCvzBokT1XnLK5KU6xUcahsZJuSdjZKBnDPuFESJeb2y45JAXLf7edTDyP2n4Av3dsgFgFKKkJZgK0C7qwIyh2m1JiZgcyUXJTyiGI7PN5Da59bbhxxzsf6PHOszsjzbeJHCrvCJlRuKpkRisAxuCRrdjWmZB9mddrG9dG6hgPP9dV6qZtfqCRSF43ctibI2IrCUtly/rdlwdjl1Xg84CzIrlpG+ndSCcIgUPaUGo2X6gvE6n2vNCb9fAXgT+99lksvuZDvf9dvhqNRRD2w4CkckvUfVZ3H8zN9xaMtPvw4c5cBXpEojq3LQC8DW6pit+JMf2ezCFXG3G6qrDcG7iA/rHNSsLd2CZ0C3L4Xo7yIxw95nG2HoHy7wZPr4M+D4zFfet2SUldNV0n46JIWTxWJtrUimyZGXL17wDNHR+g0oK9C64lnoCvZhTZtX5xfMpBncsWUaoRcN7vnXntOnysNqbRglw7onrSzbjJJkGYjOrK/W2LyjLmlKF9nU2Hwssz4XwY4JaLQKTU5QifL4ZN/9W5On3yOLdvOtwAfjUbse3b/d3/m83f/xMnDA7yaIM3HphU24PNb9lXIl1n/b5IlZDKIavVdpmErMiUfMVaAXJbZWxa6Wznm9pXMx7Z5aoy5/dKzb/CU2+vdK56L1LVtWu4NU/74timWRiEiVC75pK2tKcdlFmvOR35RsoQGphJsatfGZvW4LW2dbHi887V9PnnvkF5SI1Y+A2lZvKhLKQeaBYngAk+bQNM25Z09m8KqNCqTLXZeilYO7NJJmOwGVsKBewzgoui0ErKQmIVlWCK2CsDLbFwF1POBvdo15KYTpB4rXUHib/+J63704IOj0fDD4Bh8eWmeQT9o6mjVn6il9GOPOMlmy2X/oKmw9roA/xskSf669H1JKWnpMpblmRzZayVL02IzOSDL48fKMiXT3bKS9PF9N8ItA3j+OrMCM0miHdhTPJfY8b0EP4z40GdCHny6ATJAKI+aMpXgUsiSDeo0MYzVo5RLZst24fhOCmmWvve57pIB3/3KLu//dB3tBQxkQC1PdJWaEETG4kVAZ5+0q+jUOVlVG1EsoD0j0BI814yQxzjZlGDtgk2ZuSlujoosxwFVNpclWVIwuRkjgDGAmwIn44xdlDTZ952mgihRLCwb2vGqb/zTzSQekQN855aIeh32zyQY94eyhtnxaa5/W4BX7tB1mFu4T5wFseO6OwNH9j6K8WLFgE0lZZXBXcd5OdAcH7xZ0dxlSaJKnrfn/G5lbUFP2cblxWXNF+9tsdirQejjCUEgTDEeIvOjS7Xa4vloiDJrl4O9smWoSLUiij2mm5JbbuzziXuGnOmERMqjn4q8SbiQcllQJ0o2XEZOmSYHbXReo5K9D885KkpZyaQ0aIndrEAW8iu/DtLOopQiGxYkSl1M1Rutwt5iDNQVnJgqrsbOXwbwYj8hm5G1JJKy1InxFyLSxO4t6j257yhTc1t2fvqOT7zx8w8cY6Unip1xxVodvt6UqfE3s5bBRUWSZIEloujrK8/fKNhQrBNgivzk5rO/lVhHplBlb8/gVVi7fFj2tnNUyiMnHIOrhMCLOHxWsO9wDUyQ1554mUc/dpRiyzX14Ou6KLp8ZBs/ibwAS+Nxya6IXZuHnFmuY1LL4kFalAeoEtisLMheFyAvZErG6qIEdMveugR0L98G0s51Vxmoc7tWlCRK9trk17EAt6gC3E0RKs5NJmPEGmzhbgb7a6KCw6wzTAnDptkE7e/jwvPn3rjnkrd87q2jg0c935NIMbhwecV/4wOPdDlnY82Z+uPKeh36FmtfVtLTZfbOLrRYy+B5cJndDBVGKmblqTFgW6DLtQHmGLjtCLe14PbyfWsKSeJnz15WF53i+xGQcNejTfadqUNoa88DWcw+GW9PEyVkP6+WLL3IJUpFqqhcpkRDnws2Rdz0oj737WtAGpAoj4GWhOlaF6eQCIJsJJUogZxy1V6+kgi0dJJFuRvQgVq7FSr7WjhgpzrbAykb3EnR0lZ6DwVzFzddhbVLGd81uCqP1CqDvHwuhaEWekw1l5lqhG9Mk+g3k8Q76oW+Xdo3TynO36wIg0w3VrtP1nus92bWJHbKLL6eVBFZDTFV5i5LlBLQVTbmtzT2t+yDl+tRlKsBLwZwjrG2Y+xMnniZPMlGT3gxnooJw4hHjkj+9PMtRlEAjbI8WQ9YpVVr7BzlF6TUwWU0VCsMS80JpabkybrHd9864M77+jx8MMAon6EI6LsqS5WuAygnV1gjV8qyszTDRsl8VcluXC3J2VvnbkoRDwlRYnW91g3Lz4cwOYllSaAcGzl2qpO6MiIsn8as/7h8DsFu7LXSnqG5pcXUZsUw8vFMmpAmMaFnmJ20gtdu21faUeHrPNbLVGZLT/bzcXmSA7vC6IVek7k0yZhblL7vOspFIUdkFmi5NL2S5IPnM+bOAa6yznTH6G52YS5JVOrck8w5iYiSlM/d0+DJo3XwfYRQRWmscJ5w7hpUM5jrgXzNEHlKejyfvitLwabV4qORz6U7Y17zkj57jzUYJBFaegy1IkyL+p1sxEOeYKmsGc65KaHcGMAxtjIaIx3YpcSowjrMXkunz6U06NI1y+OlsZVsjW2a40FUAlBK2MkzoV8ffpU5l0ki6A+g3YVRFDMcJnhf/fLnCHyP02cWmZ2uMRhqhpF2O519HfYWa18/n1PC2EWXZB+u9IFl8XW2BUlhD8pCspRYu2BvKs85uLPxySWQe6U54Z6XgVmPPRfDgwI/5rlT8Om7GsSxZW8phZUnoloam22oXJZj2Z2dA61scZWAXXUznj/YbNUUb3jZkI9+ecC+k5bFR1IySB2La7svkkzJQU7qJECaBXGOyVX1fXjKefPKvh/prEMlBcZp80x7a1kmIhDaypdsRa5kVnX5Ohcu05r8yNjXFZw9D9izZFWSCIaRYLUnuPf+J3jymRPoNMGrybMoJJONIdMTiii2d792jETpojwfsMtvLtNSPM8du0aeiPHXIncipBBVYGfuiSql6dX4s9vwNdsyT5oK0D0vmxBVuCd+3s3idHdWc+LFJCbh41+p87Wn6lD3QHj4Urja9JKjsA5zjdehrKUfUUn2GM1YsFkKOFOJVorRwOfGy/q88eY+hz9SZ6R9dKoYCB8/tVpYZdIkzZb/wlkpMzmOyQsf3HUkuq+V0TnYtbHTE7LPq42VI+XtYrQpwF6pxZG23GsN2Ndo8ew5C4xLq984wF1okb1/beyw/NWuoTO/gucPMMbgXXHBMrVQ8uyRiIef0XT6srI8CKj0OlSWkjVvbPxuHJMqzwvw6s4CxYZI5dkf5cROuSalBGyVVRVWh98XLF6aOls6VIW5k/zwvZiDZwR/9LkWeAEIHyFlMdqs1HuZB8Y8X5NDVSgU8s+Kyeq2LVmgWUr6OBZPtYeOPb7vNX0+cWeTZ8/4ID3iVDGQ0lYZZqvKWMa4Wr1XyJVcqihT6qaxbC6NwDg7VrppwYVEsR2LGdBzeZLFTBmL6/His2LjsCpeCidl3KwYT+2LMdAraXel7k0O2XfasNwL8GSK98ChHq2G4N4nUu7dK9k84dOsFY5FRUvmf0SsAXYBcDHG6Gs1dvY6Oxll8K8HblliSSVxqXn7tR2XXADbc1OlKgyeTYTKGDu3ALOsZUl7e0meuTRewse+XOfA0Tp4FkiedMGlKL0fUYBajt/I6xH4mO2a1dAXm60W/ZPVbh87HChOfC44Z8i3vqLHb3ykRqxijPAZptJ2O2mBTEssmdFdhb3ta2MEKON0uSjdfFaqSGPrPKQDtnTa20jL6Hl5sKYkV6iuxiUMydzZqUq5HDs5g48Duyx3TS53BPb9+J7d33TXtg7hRJ9nT8TUghTv9z8+RatZE0uLfUh79p42Ip/tIkugXMvS64MZl5Fcw+SZxq7czWVgC2Tp64oHPsba+TYlJQZXDtAV/a1Myd/WuTzxVOF3K1nW3ZbF/TDimWOC/3lbi9jNXBHSBpe5/537v9lSLErnoKzP1lEnFAFmVr66nibPJEpWn5Iq64vXA8X3v67PZ+9p8NQxH2RkGyVSaeVTxuIZ2FInVdYBOTmwTUWuGJfJNAqkMXZysDS5tSiFQeSgL7aRFGXcaCrSTYriHK1XMl1m8CpxlpnbqgdpLLiFsaA3gJI+r7pK8aprlNA6Qt1120d2T4b+Hz2zd/+mZqCphSLfrKiSDpd26GPGqkqWMotlb1qs/f8qSRkpS9+zM8VV/rqoBsx1dUljF80MpvS60Nt2AitFQFkBtym5JeUjS8mnBE53B16EkhHv/0SDT981SeLV7Ag46VFXhrobR+ErO5LCc537eXtclkktZVWVlHmNuvJKrk9+02a7U2SfN2sNy+qvjfue66RBMzMds7AquOuJ0M5BEXbylBDCtf9VV5E8iVKSTWOtKfnNWe6oMaX9ZPKglLGtHSEHfkWCjZUl6PL3S2O1TWkFq/y+Zp1AvPS+TfmGgTiVRHHA9NbXXLNx53fc5t151yONQ0dO7PEZ0GgEef/i+KZE60mQnKREEb6Uf68sScpSRY7JkpyxRUnLVTKYZQavbrehVDEEx8vcE2lQnrFFUA7cmTVYZCrT3EXJqgWVSlAqxg9ijp4V/NWXmgy1b+WJUHYsRd4qV9K6JZlC5byUz4eT2yVZUklUIPLkSyZRMgCU+zW1UrlUqfuK73hlnw99rsnhMx7IGCMUA+2h3CqagzsvWxWIcblSTngYgVEGlYPKoBBOj4MyJR0uQBiDEVbK6MyeNGMJvLFnIbD2osNLpTBtTBVUqhBL59EaIU4uZXGDkSRpQK8fUTt7fE+amIaXJHbIYT20u4cVW2OU92kRa8FcEvhrg4UqoMflyHrALvul6wFbVlyLYnPVCrhLO6sVe/SYalApS4GlLIblq1KAqVXC735qgv3HbMcO0kMKlXf2eyUJULlwpYswzpprJMrXYbfqbhgZ2As3JVWSVNtpsXvOGfKjb+jyH98fkqYRCHsD9BGlgDPT5Fm1pyBLjZflSr79iAO0MsXNmAWUxrhnW7tlXwubN8lAJ9zrDDt6HbCXtbeuAHwduVKSvxnodabBtSB1OElSQRSDFJI0NRiT4k00FVMte4RBYZcU/6gY+6PVnYXXRLzlnwtRqjWpMnp1k6OxCsKxDp7y3peyxNpSlBjbafAC5GPg9rQDcfZcAFupBE/Y6U1hI+bR5zy+dH+DYeo2s5ceSpJPjS3KRMf83lKwKQqEl0R5SQyI0nKfg3187yKnwY12s7SzBJBra0ssi7/yhgFX3D7g0QM+tGLQHgk+A2FBXi2jXfd2G5MXJrcwlXNalBEYh2Zt3Gd3Lot0MWzunBhhQb/m+lbBXnXUWAfIZRKtKgbI9L0ZuxEEaeqx3PHw6h5es66YbHlMT9r5fqm2c+PM2MVYu3ysZ+VUwV38nk00rAfonLFLwYkUBaiLALMkTYRxQ2+KLpMycyu1DnOrogw2Z3A3mkzJFOXZrOX8suaDn55g76GCvYWQJfZmffYeW6VKim1dUI2PkaloT0r7iJrxAqzMTdEk0ra1XbJrxDu/pceJDwbM96wWN0Iy0gpfuOCv4OmccMrC2qxpAHYMTom5XXVhzuwie66CWjrZUpQMiHXBvgbUosoH4wBf8/1MLbhPkjVwDIY2m1lvgTczCfFAMDctGUY20ZOkulJ3uwbgpf9U/nD2O6U3K8dYvewXC1kFSQZsIUr2W6lTvdjLMWPvAuCZ963cHI8CxNqNILNzPsrZSqu5XWJH2YGadzwU8MefmqAXB3aWhPCQImsqFrazXBTVdLljUF5WS2AvTlgFOyVJIIogjZIfrseZvAT0VKFlinYs3qgnfO8b+tz3dMif3xGAclJFCAZaolLyQfnFtcmq+aqRgH0fjs0lKCdZcKDN3qNyhVgykyMZ0KXLxuY1MUUpbRXspkKIFWYei2PWZfESg2TEkLqRGivtmKV2TK2V4J2zqY+vB5xopSy2fVtbK7LySZPTfuUPlO+e9e668aWn/PVYQ0Chu4uEiRLkLVDlOuvMTSizeG4VumGUFsQW6H6exHGFVZkkkVVL0JMxfhBxdMXwF19ostQJXNbSByltcFmu+xbFcrymyMqdobJCGSfHSqFT2YlYo7+dq+BkSm4ZmiKFL7VHFPnMTaZ8x6t73PNoneMrCmQEQhITMBCikFJkdqEovbHxeoySLseBPFtNsS5XFnQaYaVLlsW0wWZZclogm6xGfbxO/Pn0d5ksK5grPVO8fW3szPwk1qx2Ek4tpZhQ4w2Ggt5A0B3YIqssqi3/S+VAaS3Iy6ywVktJ8TyAz2XJWpBU26EKWSJlJk3K44PLQNc5i5cZ3JNlFi8Nlcz0t5cgZMpXHgr50qN129cmPRdcSgJR7Zopz2jJP9t6NSglxlzvMQ7yzLVY0+lT2We0DG6N0srWjEeKV1094mXX9PnzL/roNJMqipFWzvURRcpcFOAWJZBXEj1G5HJEZmzudImR7v1K+36FoKhXEaCFcJnP9WTcWrCvS5RjGCtUQvGN3NZ059DzBM2GolmT1APwPv+Ax9kzgmNHEuamfTxlfep1/8jY6+d7M88bROQgHkuQiDE5UpIAhUQxhfYW5KDOpix5X1eerE3kKJWgpDtUzNEF+MSXG6y0g7zmBCnxBK6wKmNvsyZAXi9YGsf0GoxngWUFVFXPN9+hQZYZ3epwu12jtQ6VtCw+NZny5pv73PdYjUNLLuUrFBrBUEgL7jWgFk6aFDdXIc2rIM8EuXEVhVLa4FO782KyhEupGyy3BEurdfVclTKbedY1+51MRpXOYw5uswZzUtpJwRfvUtzw4pRtW2O8/gi6A+j1U2YmbAKl7EevYe0Se4+DfV2pIgqNSsV1cHUbsgB8JkcyFle5xh1LeORBZwHq5wO3lSXZHpoliSJdSt6LibTmt/50gr++swm1MfaWxUCfarywDtBLlhbrAH1dIq8WZleAVuwMXUp05OW0dsSbcmOQpVbEQ4+3fNOQ4/Ntfu53ffppTDZyOtE+QwQq67bRZp0bUeRvxGXwLaABVbISpSwY3kgnVWRRoJcBXeclz6YC+Dz4rKx4a/Fj35HJY7jiLRbSuQxuiU38tRqGVsNQrxm8HRsEMpJ05pUbb1Zk2MrMvOY0iPWf17K2WfO9jMUrvnfpayFLbClMSYeXQW5KLK5dmr4kRcqp+BKwyxahpxK8IOHJfR6fuqtBKn3L3CIbrk+lqaFSGkv5M40FS6x33tbCO++qX8PgDtCaopqvXGFoZMVVkU6Lp2mK0glvfPmAD9025LFnFUZGOCohFh4D7WRKBp813T4FQ2ZTmJV7g8Y1QRicg5LZi5LcOjSiALowpdeZDl8jVxwbfx2JUqw41dNYTt9LtyeUSgQrbY8T83Vi0cCbnvAY9n1mp3zqNen2LK9ml573MlXAbdZl7yqwzRizrwV5rsnLIF+PuaV2qe2y/s7mWRebw0qZWuDLKshtQVVMd2h436eaHD5Vg8AD6axBKdyYZqu9s9qTNWWxY593vRXv+Yi7zOBZ+jljRm0y2VCqEV/PUdF2j1KtU5v8iX12bRnxI2/s8u7fdlvOiBi03Uwgorz1YLaSukBQm9L7y/xvsqlvToNbeaJkNlbC6WyZOS+OrXP3xGXTRTn4zDR4CaQyIwlTnDu3KtoTqivnr7Iyuhsl1QadCnoDw+KKwK9LvEZdMNmE2Uk7qLKsbfIPOx5kfx0mLy83Zb0NVcdkjR4vB5ulkWBrmRuKUb6Zc1JIEynNmNddSuzI7DlGyQSvlvCBjzT5yy+0SLyCuS17CzexaqypeDxGWAN2UbkA4754GeGV+R7ZUSq8qm5xYkpbAxo30N62mulUkgqFkhqtPVSc8h2v6fPsMZ/3/KnbU9zY3jONzwhprT0KZ8U2QAj7R/P3KHKJkr1PVWJu6f43kUkWmcmTMtCrkqTytSidI2MqrF1ocXdmSnK40gQPrmWzuDGiOKbTS5gcpHgTjZS4lTIzkWKEsrNQspl1azqYn/8OqjD3eB2yLL5XAKJcR20qsqUMcOW6tJUqjQtTBbBlib2lHAssZcHY0oFcSut9B2HMvmOKj9zeZKnrxuhKVUnsFDNHytbgmExZ58Yu/OYM7OvJk9LFyjMm5YDTFSEpUwzMzJhbjiV/pA06C7mimGumvP1VPT5zd51nTygIY3C7oaXGZ6jLpVclu7DU5WKZW6DKDovT5kYaJ1OcBy6pMngOdCjXf5uKbM0clGpVodXWVVCXSaJU++UswvKEMOgPUlYzgDfrmqiuaTVSt28Lblu7YnzAeEKi+gfNuhc4W27G5UoWRJaHa5bHfpV9bpHpb5UNfNRjwabO/e8M3OUtN6QqAV8WwaWnYjSa277W4sDh0EYm0skToWxavpy1HBsNUZUm1dpvyhduDMxrVr/Sz6s63MqFHDTrtbQZ6aSJ0+PSWYepRgqPOEnZc17Ma2/s89xf+6SpYxNt9XiCx0gIlDEIvXaGCqX4AIraFCfns4kT9kYQRWLIuPNiRBXo2fXNGZwS8F09RwHw6rDOjOULsnVxi8NmNoXNShToDQ2j2DYhe5Nz1/QHoyf312r7LzM6JkklcSJJUtd8LLISRlNh83HrpipTDNVlu8TeMtsHk3xQY54wkSVQrzPFtLAJyxpc5wyegbkonio7JlnmMsGvJXz8qyHv+ZMJlge+1d5OnuRpeVnsMqEqN2R1SGgB7FJWt6zxBOvwdym5Uwb3OOgzD9xZc5n2rjK5xJR8cQt0jyROmalp3vU9HQ6d9vnklyXUHTrdu46FYlBK/GQgzwPfEuCVKGKEXJcL5xyKgs3LnrgsA90BRlYY3ZGBkxjjPQSVuFIUMqKIVciBnaQQJ4Yo0YRhyGUX7dx/43VX9tXbXucvm/j0/noYv1OKAVLKIrihylTV6r4sfT7uW1cLpKpNCqWZdmPlruUiqjwFX25iyOuhSyl5pSuvs+pAz+0MVjgpxRgI34s5vSR4z59NctfjTZfUCUAF+TDNujSEpcaGXKrIbLuUtbPJv95Aouosl2wURvn8lUsTMttrvXqcLBAvrXaluKA8Mk06qTg3lZAYw71PB3T7mV7M7kR3rckyr1VJlcuDys03VkO+zvKUr/aln+kMnOWirrEbu7ytS/ln4w6TLj1rB+5RbBhE0BkYhN/k4PGld3zstvse8nZtW0RIaeJoSLutmV+eJE4ksWOobDCpGRtU/vwMPsbesjjZFTelfFFK/niFtQUUe8KUts4oP2cet9RIlebyJGdsmaBkpr0TIqn540+3+Kvbm4U0cdagEDaxk7H3eil58TcdYwSes/h40F6pRynFOXncY8YuatVNMVmlobC7MkhZ9HBKqUi1RmiFjBXf8aoBTx72+c0PKoapKi0zAo1HhKwwOOPPgkKHC4oKQ1GwePasRcHoQmR1Kc47p7j5cklSOXdZ4LlOId86K6AxWXxiSFPoDODYssQfpkwNhyZNNd5vfjwk1YqJ2ogrdnaZCOqkupYH0yJjjOr1qly4/HRVhiyWmCQLLMqAHw8sy1NK88GOpiRbyh0ubq8Yx9rSMXf2rGTpKFmCiISvPBrwwc+1GCWeTeqIYotE63tTDJZfA2wzpsHHL1K1+OzrPda/YIKsATl3VPJSVpPLEluLLYosZw7somZcCIVMFQkeYUPzztf0ePjJkDsetfNWrPVhEaqNINJZmmotyI10xV8ZqHEgF/YclePkTJ5kwaRx56RI8jjA51WN65zPUoBZIdJ1zhnu/5PSIJRm9842r7xWcd7WBsNI49310CxSKEajgC+FHre8qMG2WS8HN5QC67E7qhiLW3ZSTF7LUtXfpsLedjr/evo7c1d04ZqUqgez7evyDKZja+m8bln2u90hpa03OTsQvOdPJnj6YOh2S86CS1Vi72yYT1YDU3ZOiulMUpZu7HVOfjnwXu9RTmCWv8jZvFJ8ZdZ23OeH3f8ya4jQQmIyoAsPKQzxMOWy3THv+p42T+zzOTOQlFkcBKlUjIztxhEZ7eYdP1nSx8YDyu0BbFzVnGXuojguC0CzYLPwwgsCMMJKn2r+wFTAXjmPGaGWz3F2XZTArwv2nKt5xTWGnVsbNOoTaJ3iXb57I57nsbSo6HciOp0a7VBQC22fYe56lCRGBejr/sysw+JVoOcD0ksZS1Fi8nyjI7Ge7111SmQl0MxA7gJLaUtho9TwPz/R4s7H6raRUlbZW8oSe1dkSdWzzyshSytVZSXLfO8yEZSBPRZJFh54qfGYsfrwvDbFlEBfGtop3JG7KZbBtdCkQiG0j4wMr7wy4vve1OU3/kIyygpEdAnkKIY4DS4LkGdlsipHmSW23DbE3vz2/ykAnAHbjGMBUfpe9XwWCqDkpDjZtv7v2ux7LVS0agHtdkhvZga/Pk2qU7yf+tE3MTExwd133cMdd9xOLbT7tORuCWu153hqdS2bj4O5DHozpsELgBc7BVQdlHx/RqGdi1KyAfNdeDPGLphcygSpEmSQ8NjTIb/xwQmGkdvmIU/JS4SrGPRl4ZoU7kmp/oQyoEsnvcQoJbJZ+1jvm2NJi0olIVUtnjfoyrXPRZbTsrgWBi2lsxMVaaKoBZp3vaPDlx4JefAphQklyKRAoYFUW5BndSaUwJ654VmJrHJta0a7BJBx6XhZBbYpncfcBzdVRs+6gvL7ZwzsOVm4JmPpamJE1l4pYBAJjp6W7LnsOnZfdgP9fhev1Qhp1gMmJwKmJxSN0BoLSpYtuvHlYzwoWMvaZeDLcYCXVoWq/i7t2pU/VzcglVKjRMkSLKXh5ZhE8aRtJD50wuNXPzjBQj8AVWQrLXvbmhNfFLsqKzFmX47drMWYiIJFKit+xYUQ64K6cA8EFVth7HtrdHjmHpTYu9zeZqQubdutkMJYJpcKkWjmGgn/7p1t3v1excHT5dvRHVKQaFv4LYxAaGcdSrcTBQKvhMRcf7vzolySpvy9caDn5xGTg9lQtVlz+VLEuQXYs/DArTCpgCS124nrRNOPFEYEaAK8rPakWYPZSUOzke0Rae25wquuLh1rHJPKsmIqN0Fxg6zV48U86XFgmxzQue+dAVxWwS0zWZJrbqe7g4TVvuA/vW+ST9zZIPEzzV32vUW+NXiR2GFtYmfNKlZdwSjlK6tgf14+zyXLGtvMjH0/lydizZEBXYrMUbHb+9mOGpvCt2Pc7MYlntS86eYhvbjNT/2/itW+gCB2Pp57n9In0ZJh/mFcV48DOdIlooSt4FOZD57d8DprX6sG6RWAMw74gtWrgC4xuqn+v1oYJAKTGDAarQ1dHdPrJRgNSWLwpDQEYfhsGPDJ7Vun3xiPVgh8mbNszs5AJaWaFcxIszY1LwxU2pTW0+El1q7Uo+hKYJkzt8hswdS2jUnjwF1lcSUTlLBBpZGGj91V5/b76yTKs2WSQjr2tq8z9rbgXq/5Yiwtv452ZF3wFxLmefFdJA2rehuzDuBLGlyT14hLx+apG+VQBr7QEi10LlVSIxHaI9CG11w34E0vD/nQZyU6cSeg4vV5FuTOQQmyJJDI7MJSwOlS8Fk9SsbaMvu+u/ZlQEtR1JGsZ0oU53usq74MdmySJxWQJDAYJWyamyHR4pNhLXxWr7bxNsxtY9+TXzg6PVX/5I5tU29cnj+NUrZ1LfNecx4qsbcFgC5d5KrsgPK+iePFVevsr7iONBFjzJ2zt9Bj7kkRUEppeyy1SPnoHXV+6QOTnG77dkqPKGtvhXDg9mVpnx1ZSJI851cGvgNv3sRbAvU4X1dqUJ4H5GUPvMzq2VZ/RXeNkyXYQ1YCTgvufMybkPl5zYuzHJOnwhDHmq0TCT/zQ236keBjX2mRpFWZYnc7sSDPbEJrGTqbUrhqR2Ffq8xl0YU8MU7G2SlYRR1KWbZkbJxjah39vS7YS+fOukiGUZRw3nkbCGrNT37i03cefcubX2336JlqDpHKYDZ0qJkuw7jJYOgRJc4zLV2kqn85xugVi3AsqHQMnd+lJUCXNxHNUvI24LR6W1TKX0vSxJXDlp+VSlBByrFFxZ98umlrTRqq0N15xaBw7G1y1ySfylrS2BVmrjBN9aTnaeevp0jWKVpbI1fcL1TMFsfqhaQReTGWltKCXdshmdoYZMkzz1g8dcF05q7EseHCXQnveEOPBx8LObxYol7t7mQD4JFqyUhSclXKMiXz5F0NUZaNdFWIwlmGGhsYijGglz1yp37WSJOCSBy+jMhPqNYQpTbAnG9LNi/DSt/QH9jz5QHMzG4kCBu94yebsVGr/nTNECeTxGmWURrfMWCtM7Luz9bR38X3NOXkTqHB9ZhUyRi7zOIFqCtJHZetPNsR/OafTPC5B+pQX6u7re9d1Htn2ruYVlWsOM9XNVitk6hiuvJ7X4fAqyB2v1WaUajHdHg2fD7Tv1rYzpzcRdG2i10LgRCWuS2LK4TOOt0NqUvQp33N61484rnv6fArfyiY77s347LXjtEqIDfazka32e1S8ClE3pyshP09XWLr/NkUnrgunes82DRVUimDXJhC7mQMbscmw9muQTVjLrmkFc9t3tEbjvoFwD2/hqhd+eG3/cv/du2myU3/+luvG6BTz1WglXzqEnPL9QDOOoAvA1uQM3c5sKzKEz2mv7X7Xkl3l8AtS0GlUgmxMvzBR1v8zl+2iIxrT8pdE3cgbFInrxg0edVgual4PHuZebhrasBLKF4jV54/vswjy/G68PLPywFn4b4It5VUUZAlRSZVyixu2Tsb36CNRDiPPDUakWo8L+EnvqPLmWXJb35oimF2Z+ZsTgXkUcbkopThLBVbKVEkdwoNbqpOCoX2zjKd5XJq1ujysSpOU1wfT0GIYMvMiO99A7zx5affu3XX+R/+wuP7C4CrxtX8zC98ACnl6PDhLXz14S4Xnauo1+zeNVlhUFHDbQEIpWVj3PtmLcirmrzwu3PQl4E9xuDrgTvPXLp6E+FrHn0m4KN3NogSVakSLOSJdOWwtuZkvfmCmee9HnuL8okvUXPZAx+n67+JvfOvcxBXkz7FRlFmjaOSsbp2WcgqiztQG2N3YBC2utuef4XGkKYGL0z49lf2ufOBkAf21jFBRo+iYPMykwtXZVqqGQdyyaKc7tYZm5dkSTnQzILMXOoZ8m0sy6MnMMUqUGZ2Kezu1ZNNybXbGuzaOEVntGO0uvf3ec2NewqAA7zixksIguBLX0lOv1Wk0QWjxBAaXWHwzN0YZ+wsqFwrVcpMXwa2kyh5skePeeC6EmSKLLEji5R8GdxSWt39yAGfd79nioeeCW22MndLMpBLhCjYW5XYW2V17WPFYuPzrauJnbExdmVN/jzAHkd4uSy1zOBlYIMpae/iBrDgJn8uOy7ayJzF84BTu2vgmNxmOTViZLj24phfedcq/+a/Ch7dX7MMQAncJZBrJBFZ4GlBqYXdctDu3OwqT91nkthsZzb9Km9CXhPPkNePk4G9pNPzhJF0AMfkII8TjxMLrQMvuuFFXxqNRvlpzgF+801XEdYa8uiBe+Xq0iK1wBCorBWs5Gasp7vzN2oKcJcDynEWL8mUIrjUY6/LDJ5WeiwLcLtnPyXSgg98osm9j9XRvrIfrSxNXGApBWu097jmLpi86DyvMLcYA/UaKSK+PrrXCTYrbVgOpAWwyz65KWnxzJ4rnJRKAOpYXLqqQyEsk2fBpnDuCsbgxZqXXjXiB9/Y46ff4xMlkM9gXgfkBklMYVn6FFrc5EG7KDkqpvinsm6fMf2d/Ty3EU11A4Zc05dWxljCKDIst2NW+zW5cdvVst8frAV4mmq05sgF5++YPxOc2O2rLqFX7lzPrLtqEPn8Grzwzqv7l2f/Xzl7qdcBeuGYCFGAW8oUUSqiUl5CiuB3/7rFR+9oEHkyz1BWDhdYesJ+6DJ7j5fFjrNKAeJ1JjKVgP/3flQynKXnSuKnBHyqciUHtSkOWfqeNGUdbpBIC3Bs4OklCW+5ZcCzxzx+96+cdZh9sBzkpgRyQYK1DbULGjM2V0K46bPOXTGiWkprSvpb4MYwF/LDlAikmIQm8tmH2s1JTLUhTjRB2GDj5m3zwBFjigblHODN1gSLp+7de/GFW45MyPiGfrdHqv1SVDumox14q+xtL8s4yIsbowB3WZJY4GsH+GLIexFkphV5Uk7JR1rwvo83+aUPTHB2NXDSRK4FuAss7ZSq8vjjdZI75aA4O0olw5UbABCV/1L9xb8Z02sZ3awHashnFzoJYPJZ3WNZTi0skzrmtmxvX1vQSIQ2pKg8ahPGIBLDttmEn/nBDsbA73+8xSjBLnWMMbkApMKgSJze1k6Pe6WWMikEymlze3+U5IusanCdMflYuWzG6mWikcK6JwYYRAZTazC75bwjt9358N7XvfLFawEOMDl7HsCZaPOsXhHHZG/QcrXFBUOXM06UgF3dHKiaoRRj+lw6b7sSaK4JKh1zi8IWFGXXRKUI3/BXn2vwCx+YYH41S+aMyxIL+FyajGvvseBlPYekLFOeNzM5xua5J/63YW1KTkrJ82Yd2ZLttlDNbhaaXBhRAKk0LEiUmN1o6UBjkG7moRAKYQxxZNg8lfKzP9xhsS35yOda2D0JS0wuSmxu9SgaQeSKrzQWrNm5NkJUVsgs7tC6SiSZg6KzupQKzorTXh5pkmhYHcEN52/Tl1y468z4xakAXMoQY8xPf+H+jTdsbUxeP92yTbzldHxBTMXXRQr/+Vi8KkkEhWtS9r8Lb1y7m0CjRIooyRMpU6vJfc2BMx5/fUeD+UXf9huKcrayALkQWSEVY+OPSwVUFcYer7FZR64g1jD53/exRodTBnE5lV+uMhyvUzEO0OTpehtYll9bZ8W4SkOBGyjvoJdGhs2zKW+5pc8DjwY8dyaAYO2NWTwU7gwSa8fmwgLVc/+2AjdLvFSf4pwQDW5ofimeyYutREGclEFekOf5WxSvu0Y8WKsFP51P9M1+r/I2/WmeeuLR6IqLztUwSZoKPJUSeAlBaYNUlY1Dy6ZGyVLbmNTVr0vNCVU3pki5W9CW/O4SuMdliRQpKtQcPOPxn353kr/+at02LzgLcI00cewRfB32Hm9gWLfIirVMPs7oa61CdxuMoT/Tl5WGh3UBX9r1DEq62z2TJTuK+vDx/efXFGfpUqOEduW0RuVltUYrW147ELzl5UN+7sc6nLc5glEKJgWT2GedFK+N3SUEozHGkBgYumOkbbdQrCE2kGhBYgSJhsRYBk40pEZUfpa6I/t5q01UzwAAL4tJREFUkkKc2qxllMIoESSp9d2bQYCRO/VD990XbZltPT+DA1xw4dUkce9Duv/gZTJemgiDGKWsaM9OIGZ80Nd4YZbJ7cUqu5eYHF0wuii5Jg7cFvCF9s7BHWgOnfX4v987yV98sVkkb0pypPha2mSAKGcrxwq/8vc8lrkcOxBifbY25fS8/eF41tOOkSiNkiin5CvgrRZYlcFfZDp18TuZi1Ippy0HlGPMjQ0mpDZFMKplfqvYUlTrqghtEGnCO765j+8Zfua3pjg0L8Av3ZV5wOnecE4wEiMEiWPy1GFHCeeEOG0ujWNiM55zEHmwWX5kmd3Uvlt8N5p50+bNnauvvuJDE63GGpJYA/DmxAxLZx75w53nXf3vBmcfmWjURsSJJErs3i86VflAoNJVHgN4FdCUvi4HlVlNigV7WZ5kmrt4nTH3oTMeP/M7k/zV7Q20KqoCq8DOvufqTWDthKpSdP63aiguf9wxB4Xi6e8nVUxxjPvhGNaRKmMypeSqZLp7vTJb66SAprhWOaiF886x7ooi5a23DtBG8B9/e5LD43LF6guHRlX6gcQAqdPjWliweVhg55Wb2dyUUv13uTq1fGq0sSvBUAui1EBqmAglL7vpuuWTp1f+8GU37vibAQ4ws+lc4j7RwmnB6fke58xCs1anPwxJskClckHXau+1YNclbVvYgkIUSR0rYQpw5/pb2E1bD57y+HfvneTjdzZIpCtkf56gEiGRkNd6l4dnqkyWZIGP/JvBXf1arJEs66Xp/z4Yr7B75cgkismBTwZinQ3hKWc63Vi0jMW1QFNoccvyVpNrB3Kkcpi1ySEv1bztVX18ZXj3e6csyMeRI6AqtZzydnZg4r6TGBcPYccyS2FycOcgR1QLrdw/nRoYGkEv0rSCDjs2dmg2N3LeeVuj83ftWPd8rgtwmBk8e2T/O//sy7d+8cOfuqvx/a9f4EdelyBlCOnaYLPYCIiKJMnclIo/Tpbo0Tnoc9cEMwZuJ0uUhgA+9PkGn/lyg8Qom6lZo7czS9AK6rWB5dqO/rUALn0v+4zrZSefD8xlKfJ3AnbJPSkjZkzGjFuIWeKkAHW1MIsxTW5T97oEfluU5bZWtdcH2xxB3oUZ4/uGN9w84IlnfX7hD7yCIcp4FuVbNAvvbGGxQZJCcTigZ5tYKZO5OsX1kOuBXAs8L+ZfvH6R73xFjD9xc181eu/s1psD1nnI9b75hS/caUY9dXDnhtnnds41mZsOEAREsYc2dnsT64RUW8ekTNeUtRaFUoXlp1xQWfxu9m8ludYug1t7gk/eVedPb2swSMfB7V5TDSyVsLUmeTks1Zruce/761mC4wHlmtqUcfB/vRtgfXQXLytOSZbRzH6nCCwLW9FpU8YCUsZmqIBtaTNZu5vMQW6MrBw26FQYYwNObTzSWNCQmu96bZ9vefkAlaR2UxyjS4FmFoT+/9v78vg6rvre7zlnlrtKV1ebZVmWbHlfEwebpFkJhRB4NAFCWdo0lDb0ldcsLWlLmtJXKA2F8gpJEyhQKKHQQAsUUh5O0hICSZyNbF7ixIuseJEtybJ23WVmznl/nDkz58y9cqzEjhP6zucj6Wru3Llz537Pb76/7285yhFV/2sNL8Pz9QRQ5UAl/FsWknpUhPypcgJPspBo7lgEyFoChDMcHklh6Ng8VLz5e7lH+6Z2PlDXVa9rwV0HeHrblqFMqvHq33hr18Pt+SkyPCozC+RqZUFsdalppaOvgSguZT6OuHdEWxT3DqkJYu7NGEdgAXc/ksKf3dKA5/Y5gJsAN9UlQRpZUJlvYi7YmrTicVDnOPJgAquxQ4lI6dalKZ2L14C+Dq5rMggToI/pSnIFBmJY8qQFN7aBaJMmbiAknUxZQEHCux4JbwskzF2RyS5M/vWAVYs93HztBIQA7n04DR/QqLeQQjjVP0T4j+CR8VFXRsUbA8CowVS+kSVItMKGWsYxzwQaHYoDA4147vBisdiavnps9wNDK1dsqHuN6wL8wovegMMD+5DLNwRPP/ULPLZlADYhaG4oIZupAPDD4gIeAVbdnuJbuEZVDF08wb9JAKI5l4QEoUbO4VsEm7ek8Be3NWB7nwZu6BZbbVN992Q2m01kApWKmtVUyJO4EXzdNsjqYyTC84quJBFcNwB0IlZc8ybrtVM2djEstTD31yaAdDDjPuNRgIeIiJOLMOAjqIqIhjxcLp0Gov4KASEEAh7SkkqAdYur+OQ1E6AEuHtLCj6BnADqrJXJJfonodrfsB5KpRQi/lw64P3QMQUnUQu9jMPRkge62xycsXYj1q0/K5ianEBPT/eJAxwABCsil2voHx6z7qjy4gdmSuNoysuK6XhpkACqbA0J/qisuJKfJDZ4AuS6gxnmmZBAJt048uLddEsDtvcrcIcXR3cqYaomlJqqibmmpYjTYGusdZ3EqjoUJKmWxNuI8elPCOQifj4JZvkPiW7rhmw4Gy+HvmKExstVgUQoC8rD8siKI+TlEbhD5xMh6BFW60SToBzgzN4qbr5uHEIIbN6SAbeFpqag9mR1sEctsCIdFVFM3nwlqlSmHVgBAQ97VtpMYHFXAfNa6B3NxUJ/c9OsMK7PwQFgfnsjtm995OjKJc13/crGXmRSFbiOJ3/sKhynCseuwra8cFGnIKqRjLTrenklKpCjBXUMcFMB2MCPHkrjz25pwI5+R3bBNGhJkoMTqGQRU/PWubeotdJJENfh42q7EYqvs89xsVzniWQdpvHNQs9DSfBrofNwElMQkGhdTSRkwXrBHrMls1phmYQcXHasjfofChZydsXJGXgFWNPj4ebrJ/G280ogvuLZSU4eQJb/JJ7ngfmYh8Ej7gPcC3+qgF+F5/uY9AUmfYKSRzBVCpAt9KISFO96aMsjRwnNzwrw2aEPoLOjFU2tvffY/lO3VjP2tRl7CPlsBbZVAmU+LAoEgoYXjBoXXKWMRZZbS7KK1ZMgCupIcAOwCe56KI2bPt+IZ/fbEE5CLaFJUNMI3ExprUREmZ5mAhWisLwJZvP/WOcmtZQF8T46gPVJ8pKHHtTRjlO3KBkklAc1K060iaFyOiD1cUVVeBi2rwt8Ijm5gKz1VIEcIgQEqMbJAVCAVgKs7ani5uvHAQA/ejAFYcHk4EKRai6DSOq2pZK81WPOEZnwaJLIJvUuIwgCG6OBi4pH0FgoYqzs3HrGGevv2bp9z3Ev6XEBXmxbgpmxZ2fm97xhuz92sDoyuN3ZP8xxz+M2DgymcM0V01jYVoVrM3i+JUO9JAZ5rI0rJ1RZbpN/ExKAWoBgBD/eksKf39qAHfttKYPUgFvn4Ip/a3nedaw306iJAfg6vLterrdutSOUq89Xsx3AHEBu6N4xJTXVkoipmE2ANBncdC7VthpdPPxLhBYIiquBVBEzCSOiiPRxGp9UIjecVgOsWejhr68dR8CBux9OSZgqkBPE5TnqIKr1lbrI0QVQSksABD5cVsXCjgquvWIa+47Y2PxYDgOjGSzoWVt9969dtP2Rp/fMnHPm0pcOcACw3Cb88JsdX/mViz+78W+/3331nfcEKPkpeBUPdz82iY/99lG85w0lWAzwZLl19FpTTYkVkxjc4TYL4CG4b/y8oiWs1korB8Xg3xJoseYdg1n13NYtuG696/UZNICuwK0+T4LeJNE8G/dO4r2GnYj4+zZRn9hfJACfoCyI+Lc6nqmPKweTh8UURAO2IGEASPCoGghKQgwTqACAUNmigYeWnXOp863t8fA310+AQII8gBbGB2QurXEhKKKS++jzydgnAh8OqeC9b5jATR+YRleLjZkyxR+9awQ/f5bhuWFyx6plC77Sd2D4xeA7OwdXw0l3IL1iD3YMX/HInsPrj+bcRrTn00hlG7D3cAGfuaOAp/dasJ0gimBKMCTBHVpyFX4PAc4cwLcJNj+cwsf+XuPcUJOFmiAn2nMhaimRjqWiJcnmmTVW2wCxKRfW49l18qViwNfbngT7XEZNmD4Gdq0jSiJc6MlV9Rt3wqQkUJxb4+Uw91HLo+hSo+zNojR0pZ0T8AqwtkeqK285uwzL44CnWWSR4OHg8YczPr8AfI4NS8v406umsLDNweh4EYMj7ZianodLzl589OPXnf+I4FuxuKv15QMcAP7H+Utw9NDer/3W29Y8ftGaRmxYKLBmvg8AGBxjGJ2Kv06jUZDOu/XiBSUNOsDAqIV//c80/uzzDXhmjwZuklBL6mQJKhjpiVQS5KLGEtfVuWFyZsOyh6g2aQo5rlWPIacD/bhYTvxPTBBrwR1ourfSxblITIDo/9CzMACf1MhJFAyS4JWOpd5cX89diQJBnBmOJw+zDwUkyM/oreLm6yfw7jeV0FH0QDzVazkJ8noRgPCKCaApx9HWyEEh8PyBHJ7ZVUTfkV7MiIsfP9Q38DVC150IdF+coqhx5upu+L5/2+Rw8xmoTnU0F4/is3eW0HdILt/BRZiMxSUnlhY8di4jtUQDd9+ghY99MY+fP5bCwWOWlAJBTM4NjZpEwJ/FsSRmdbyZoZYIyyMGPK1nsWfh5UlrHn1FL4F/16BczP50rHnHUqAeDDIkQkifLSy3DKmGohxKaYmlRC5CZ1RTVFQbirCCQY4wdk5D2iKoiJYmAQcoDcArAmt7qvj0DRO4/1EXf/HFPPqPhIZLBNpFjAo847syCY9FAgScAJTj8b0B/s93HRQdio3rmg5v+JWe22zbxomOE7LgALByxRLs3PbQ5iUL6VUXbMK47U6gsdGGoGlAMPi+A89z4Qd2CPQwtTYWsaL8FAXuP7m1Af96TwYHRyzpUBrgrkdPdAVFnnwkC8Ksq9TLzuqG5ZOPNfAa8qA2Yktdq67UBflcJJUk507IxhHIQ04d7RulMOtgTkQvw5MypMYEZdHD+lHZW5iWEe8Xy4e6ZY8turTkogp0FX289y0lfPraSfTMq0q6EnmpugVXdNMK10lKyR/BIAIHo+MOyt4EJkQzXn/uJYOT09a9za09J3xZT9iCA0B7T1E0F7oe27qrafgv/3GycXQ8g6YmD0EwialpgpmyHa1uBiZAoWoxpQxISADmSnDf9IUG/PCnafiEarRE07aRBLXuaMbUxEIMapUlSDCbFY+fq5H1DA6eXBvdVEqM53RLb+55wrgWdTaopvNJ/BtRTaJb9hDEWjKK3uNQyYTyNXXC+sQM4UdZi4LK1Ctt4ihVhYaFv7IBkZISY0tuWRzveEMJvg/cdHsD+gftMNU2vBOryxWutGFRAocweILAJ3kcHrSwegHFzR8sYcZZ0N+zsPWq1pa2AHMYJ2zBAWC01II1K39zfNvz7L3rupdWlzUH2NjtYmK0CwcHWzA1k0al6sIPLAglLYWWmzEOlgL6jshihW/fm4EPimjJsUSqqwF0w5LHjqXZbs1MqNK1bcXJ9ehkDT9PTAKQ+tujSZBEf2Ii1Fj/JIgT/4vZn0ogmxg8vMYqa5PGzFUhxuP61T9IWGfzbiCrfzRrHsY7Iv7OlUWXFULCByzB8b43z+Dma8alJa8E4eKr6keC3aYEjZZAe4pjaZGgyS3i6ecXYtcLLchkz6r2tgdXPHNn79ahw/fNFiKrO9hcdv72Hf+Ee3/yE6xd3k1aC9YFzB9ZMK8JyGVcWIzInuJRGF+2dGDUh2358CHw0A4Xf/fNPO68NyNnLUtmAiYstU5XIsDHyVQODbk3NcGuL8mX7FoVb0tw9nDuxEsBwnBIKSXR/KJEPVZt3FS+iuSu8TZtO40fq/dRkydZ9KxTKX2/6LWkzuugO9GJ9hYqEa7OtrqFHfWMgnoMYTjbxqSOJnc8nYmQx1nd66NYEBgZpTgywhAIJSLIvpEpRlFwBBpdgbYGjuY8Q6Vqg1lN6Fq06fHWeeu+2rT4fZMdXefPBbJzs+AA8OY3no3WAgYuPm/tjW998+uRTcvauUqVwfMZAi4rOQgRYET2vvMEx9d+lMH7byziW/fmQr7FEgBOgluz2JqTqWveUVWI8eUC8VowqMkxMYIzGk2JFJWEtTYcTMSPayz+bFribJTlOHYoGeBRx0gqLLpqohxNnWubOSoE0K04ZBZhbe2mngIQW3vDchuh/dDag4byocbJQ+EhCCgQCFz55mn8y6dG8IG3T8IhHhCo1FopRjACOJaAa8ni5KlSFS2dZyBdWH3j/iNiYH7PprnCde4AB4CuBfMwf0HPLuoUvlcRjSiVfQ0Aag2dAI5bhWABvnxXFn/55QIGjroQxIqlP6pFI2cDd4KaEKIVMCjoa9xbB7RellabGltfHakH/AjQdYAsSOL5uaoo9UCvO5U64HXgJiTFGtADBn1RNKgGzDCpi6531+jm2v9yUtGQiprlcNFaQSpvhTMEgQXBKTqbA3zi6nFcfdkkLFEFqjJ3PJA5XTGOEGD10iIWdxe+19zWvau5pf0lXdI5OZlquJlm3Prl7w94InNdZ0cbS9PK5bY1CtsK4FgeHNuDa1dwcFjg2/flcOu3CxiasLWMQMOjQ4TcekGdKLAjfzOYxcN6SL7eLV691XElQ8Oim/0G5etNUOvW+3jjJWFdy0MhyW3Kquu76xmH6jndUhN5APP/8FhGLacOchGBnCr5UC0pjhjwCPNdEC5EG0cnw9RYISAIBYHsccm5AAk4WvMcN101gawb4M77BA6MMlSphZmAoeITlKsBbDePXOO8H6zoDq47fPCugZ4Vl71yAAeAaz/0Thw+sPMQZUuf6Nv548v96QFk02VkUmXks9N4cjfHJ75cwAPP5jDtO4DLYNzr68HASNvTtW9Ec8Cw3DBBSuvQkdlyTtRbG/trp5AEcT26Ep39y7HaiWHq2RLVtZY63K6B2qArJJGEFakygKoAkrlOcW6K4ZRCz1vRVRalwsjtMhMjVFY4BaU8unhCKCVKIFq8J7xUfiBQzAa46bdncOHrPXz8SxyP7WKYpFmkGIFNOIot87Fx05ue2HmweuiMdStf8vV8yQAHgGJzG5x08e9KE72Lvcm9H8g7R0g+N4On93J89AtFPLCtAcJxAdeKUaCHacPutfFHr1P9G0KwnvU2rDYSdARAXPysgTSZSaiBNqmiRGd2Itxat7pzTCk080fMJ6LUaX0bUdsJVEahes+o8p5oFllo26EBmejJWzGFkfNKHVtNJk06DMFOiLToaoVkCWpi3HBg0BsV9geIJ2BZAX51fRWZD4/gT27neKaP4xhPYcnCDrF61fKvL1+++O+GhsdeDkRfvu0ZPPAQCIg7XR776RNPfOWcg4Oj+NZ/tuAXe5pAXBeMypbFQVhdIgQ3a/WMsyEJBSUGvGreY5O4cb1ccltEyolOW6SSIswV08JtNSpL9JiEKopWKKFvJ1JNYUpBoSqpK1ZJGCUglCS2EzBGoterRDCV2q6fD6OIlm6MmvJH7xMv66ia9VMqtM+qrStKtP2MpdF59DqjHlZfozRculFlfjLVEJWa/WviYhVZZhgVjZNY94w4PadhAJCG9Z4SfJblI5Mq45k+H/98r4uxmYJ//vm/8a3eto7f8zmvvO1NZ78sfL4sCw4A7V3nYveBSiWwKz+bsbad+YMHH009uasV+UYHGSa/JECgEgAzAUGJs9AJUlcgAXKQhAWUjyli610TXle8GrozqTf2SVAQ7cg6T5+VwiSUFej7nICNqGfQxfFeGQV7tKgmiTabQUD9+RpKIox9I4tORExnhKr2kZXtgsQhfRLeOtRrEFEWEVGVKMEuzP+vuSxhsIgL6Wh6vgU/sOAH0ppTKlAqp7CmdxKXn+/j0MTSA4Lv+fDQTKZy5dvf9HLh+fIBDgBLu1wIcfBjxfxbgl/sbPjj5/fvcIppDofJD+xzgrIHMA8IPIKKngMc3XwNaGkSYexcKhrCYMqBcRmaAqzWOMbg2bUc3XQw64zkjNAe16UyNcd56TfJSBlJUJTojXXnUqMyAjp1iXNOjIIIghDUusIiop43ceQzzlGR7x9eNJ2PQwP6bJ9FELkEim+jXJEdGvxAFkDYLEC5aqN38ZnVrHf5v8wEndU3b8zhZIyTAnAAePp521+zfN0nz1o57vft6P/Y5OQ4TTkWAgFUPYGpioAnKCZ9AsnBtewyAsRFqQlwaMpIkmPPJg0mLbB8UpjA1t8lVEqSzqZutZPOqPYWNcPE+XFtdc3QHUdDw1VOI0k6mGbxgwJ+RKUFgSA85tkJq88hoor2qCA5vB4mb1ecWwO14hn1rgHhIQ8nEFSumCwEgedZmC65mC45qFSZtOLEQy7fxpd1b/xU7/xlfwN+0MdJGi9JB683zlzRjh3bni+fu2HRv3/oyku8JV0NvL1A0NZIUMwDjWn5BVV8DgRVWW/HPZj1ebVWQOkpUY43zMDO8RZp1Qsa9PwToBbINW+q/40eE5XBau5CUPuCuRhuMbftxmUy0hlNZ1EP3Oj7cy2kr9dvyqeTGnmtBq4Hj5TTGJ9FzM9lD3cfNvNgW1W4tg8CgolpFyPjLoZGXbxw2MbodAsqvP3jh/b3febh+24vE9b1UiBYd5w0Cw4A69cuB4DnXddde/jgsx88ODD40YHD48hnLBTyAr4zA3JsCgMDHPABn8qVAcJFfhCtGprAidEQUwev2kcHMWotdRLYNAng5OTA7MCvI3RIK/Gy3XXU8OqIFWjbDSpSTyYk2nE0OhOrK+FiT5EkqJe+KSsfl7iBxNug9iFaUpc2w+Oc+7AzMJOp0T4FLJ/i4DDHwcEsXhhwUanaAHz4whIoF/5qU9e8z+zaN1F+y2V/cDIheXIBHuYglAeGRna/530f2Pnd/7jvhaGRn7V0FFm2a56Pj6weR1UMYvOjBNMVhnsfcbFzn4uSZ8tiVZWfoDmahGj8OwJ2LP8lOXSN9dYcTrN4QQdy/F7QjmVqf/qmxP5AXaM/25Z6oyarUAEaqnC4jpRonKcCIGocQSG49jjJxWOwxg6sWfspWVEsDUbOZo0VV92DAzDLQzkQ2LmP4d5HXUyVLWx+uBmlShNe38vR0cKxrNv21q+2/vayj571iYq/NbjummtPJhwBnGSAq5HLF5BN0W+Jtku+dd7rDv7Qm+l/W2drBdkU0FkArnv/FFI28MFLGb7zkzT+/jsFDE7TsHlM/M3pXJuShEoSAdRsgxy9OmmdUYdb61QjgeXk3eHFePfsY24c/PiHCfm3AnSoXOiWWxAd7CqIo1tmbaJoKopx8xAiNFbC5PhajgrRoqWRbg4BhGkaw9MCt35btrjuP2ghbREEqQwaszYODXtgjKBr4cJ7N170BzfteuIvseysj58s+BnjpHFwfTSkGRghwVmN9werVi76r2W9TRMdLROYKs/gc9/N4KePZoGyi64WBx95bwm/f8UEqOCaoCIhRZBoUk/MYu26xQuJ7cloZ126nACxbuWh7V9P7jtuTOdEcP1i/Ps4PDyZo1IvH0U/Rtw8KNSmw8dxUhZM7q3xbSOXRe2np9SK+DsjlOOL/5bD5+4sYu9QEwI7i/PPruC6Xx9CKlPCC8cAN9s2MW/+ov/67r9vPmXgBk4RwNXYsOkStBbKt/T09Px5S1v79M+2c/z997vw8NZuHBzqwNhEAYSncN6aKigJ1RStcT2jZtZg7AZp1AO1/NywzlFbuXCQ2omhD5KYAQaHF/UnSP0xB+VkjtuTO5jg1EAKE7DQ6USUtAXUOJAhN5cHJ2Y0Uu0PBW4arRihagC4IHhgWxoVkoWbzaG1KY9Nywq45u0M5646iu7erunFS5f9+dFxccsV73jry4XZcccpoSj6aGsuC7c598Vnt670nhvI3rq6fcR2kcOeA2Us7hxBNl1C1ZOrp4PI3GACbUW0qDts/f6BhvaNBH3BLOCHCWQjKwC1lrveqLd5jhH6ukPn2knn1Qj0kMQE0CiM6VTC5N3RXwVWMw8l9mBraU3ExQlkzxUqq/EBuQ5SEEYrLRDYNgVlDppchpWtHH65Fdt3Z3H1rzV624d6bthxpPcf29nQi87hlztOOcBTLe/DH35qs394Zv1X17Q0BF0XHrjdJQdtQFV0C4yXGEBsgDqglEbLbNtGvvcsujRgOI9q1EvkT1rtJG0xcJ2w7ifcb/CkjJhHAzGwCfQH4XNC7wMZg1juS7QopsajAUNV0ScOD53KZL9yncerNS4DDlDCpBMb7koJh21V0ZiRTVRVJHv4WIBjlZXeOYva/teFb7a/jspzPkm991RfyFNLUdT43I2X4qpzRrzuBWd+beOGJdesX91RKeSmkUmVMFX1cPsPGsFZBpblIMeAvCWQYSJaSz4GmjCxlbC6tWH5hGRYw7uJAe56+532USf2BZgcW5f41IaaxCrdKie2iyRdgVkWZ56P2T8l4BR+YMHzbVSrDqqeiyBI4cOXTaPJmcZ4OcDQpEC20FlJ53uu6V76lq89+kiT90qAG3iFAA4Al771Eqzv3Rdc/Ku/9qVlS+bfsKCrOGXbk/jGjy08ta8I20mj4AAFRyBrCaSZiCx4fIm1oIJhlYVhyWscUKAWyIhpSb0Qu36HSI5XC/5rnEnocmMiQxDxXKkJ3miAVseNPZykfCni9xEUAafwfFleVq46mKmkMFXKYlU3w29dOowMK6Opo2uqfUHvDZdf/pUv/eCux4Kzz7n4FbtGp5yi6GPdhjdhsO+b6Fw8ehvKy9m2XZ0f/6e7dzeWqxQdeYIGh8Ni4QoAvrSwnMdtOdS6o4bmjTrKCYnlw7o/iA9SIwsiQUdO46hHUOudmR7wIUrD1miKHriJcswTlpxDDwAJw6pH10X1mFTfByTv9jwGP5Bhd8Y4fJ+hMRfghvcF0yXa/FCqYdnmF8b5bTff9rt4x2WXvKLX8BUFOAC0L/5NAMDQqH9Lc5ePD1310F994zs/yWNmDI1ZuSJx1ReYBoHHicxlCQUWKwSvERqux7XrcO/4S1I/ITklx7fkr6lh8O/IV4T6qKpah6jHRKMpBFH2YdxPRb/Y4QK+YaosAAguQV31LcyUHFQ9BsYEyg4BZdlqc0vuls/8XvC/c13vPGm5JXMdrzjA1WhrsiCEuO1333nOse1Pbl09frT6x4SXqG0xTJS4XPCzRDDpEXiQXDxF5brrTLMiSWdTVsPPkjWoO5SE1HUwIw38pXyokxTT0c8/ebzZ3iIOw4vIQSSGchJabkVHklZcrb4WrokaryAR3tNCoxAvzCtgCQ4eMHgew+iki4kpGX5va87zXCH7qYrv/M3oRHDawA2cRoADACEkeOqZnf/80T94x5r+/v7rH91ynx34U3TfQIADIxwlUQGhPvyyBZ85gEXhRNHKWXqdQOC46gmBSimoCejUgDwxKdSYFWQntNeLXJM57BuH7lUdjZmGEmUA6pYbsRxo6uax9eZCrnam12oCAKECjAZwnSpsq4pSBbBtH5aVxuCIhT0HBVqbm5BtaPg4tTKf3dXvlS+45OTmlsx1zKkvyqkY//DF29BcLExYzP7Xlcsaji5aYF04MX6A9A2XcOP7h/A/3zaMY+NV7NrvAsyCy2Q/FEblYmtMq35hUUVMohd42Fsk1tFJVEFjhP6jx6QO7dFXOtaoDcw+KMk+KeZPnWPXe3+Y711/odp4kkYTF+YdCkopip5Xrwn/xjtDHczwYxBXDVECWIzDsT1k0yX85xMcN/xDAU/ssrGqu4SHtqWQa98g1p5x1if2PP3Ip4+W2kqXv/v3Tze8Tq8FB6IvqizEwWeBC/762NACe/lg5U/ezvrshUWGNQuP4T0XTOHux8sgIgVKSNyiTQFAPdZSaCNQ0AQIdAUFCe1bnlD9TMLkiCn8Kbgo8YnVJoDNci5QzqVqpBk/pWcgEsQWmXPZwEiu5KCcTL2ivjZVlhEBLjx85/5mPLV3HniF4MFngsqKZT1HN5197h355b2fXLhklb9+UfFUXJk5j9MOcDUIWYCxY8N+MTv8sfMvuNJqad128f7d96/vGJ12KJkBCIFNCVwqohW3klZN1VNSTT83gjrRm8XbdCqCOvuYJyn/6EDRHTUdRHP+/NDAHF0T9W7a2ycDPYljCF350M5XZSHLiLGKdsLoQa+6VtGQf3MBEE5kiz0AlDL4XK6VWgksFByOCzd0+r968cZv7x/o+3DXvKLnjwz5Sxa9tB4mp2K8agAOAIViKwCIZ5588KMN2ZR7xpmbvuBCXLX/2LNMCAs5G8jaAjZLtIiA1oBTK+I9kUQo8xiJrrF1yLekr6qa/OTwbuO0ElTD2EbE7J9JA7bKKFTZhCRZLwk9SUvSJzkzKAjh4CTscyIIBAcCwWILTjkgbKzvdVDILw/O3LDqG7bT+OHWltWVltZXh9XWx6sK4Gqs33AehD9UAVv5R4ODC/buHnI3bFw6+a6xkaPIWAKOzeBzudAuj0AnOblFZVc4qluvZPE+EC88GqIp6h2IOhMjIU1G1pAgLPGaG6hfNAFDn3yzSJ/G8fTCAyHCDq9xBmuNEqMCPypTEAKUEAhwkIDIzgCQVfZCAL5PwYUFAh+eJwBrBa68tPA9P/uWJy2393bBJyobNzW/ItiY63hVAhwAiNUGAOOf//JdNy9b0LvgjZuayPDwyDt/+vNHMTE+CU8wDJfDW6ey3gywLSIBDvkFBgIIiJAgJ7HCoJvJyHKTGCeREgH5S6kRiLYryyiPoYe8a/MJ4hElLR3vs8PU5CP/AtqdhZhpC3FEU27lAlF9pX5glTPPBUHAZbKUbHgPWCreYMm2ESnHA0BwdDSD6TKQzTajvft1yOaL3w8qR68nZMfBju4VpxsqL3otX/VjYnIKFmML9/YPLH7qmR2f2r7t2Y0zUwN055Ep8nRfCp15hmKWI+MSpBzAZhJ4QSBQ9WXgKAi/PNU91qKKzpBIedE5u9F3W3Moo8kQ9kthVPVKIWFfExJ1p2VhTxSqtikFJ6H2MN13oABjca8TxrQeKCQGuz6UJVbTj2qvZVTAYrLrr+qRAqgIJEWlSuFzabFtSyDlBMhmfDTlS2hpGsVTuyn29C8Qy5cu5D2LVzze2bXixlxjZ5/gwX7HzZ5uaLzoeNVacH005HMAsH/b9p37163qvcKvlDpWLF52566997Vu++JUoxfk4VhA2gXSLoVjya+66glUfQ4vkHSGEPmBVRTTcEw1CU8pyka4OrwDcAhQFdZG3Pmp1lbEUlw9i21GEJNPwnhtJBXSuB2GmTAVNq9HqEopVYSLiKrJ/HrZlJ4QwA+AqkdRqkqQEyLg2DJ/0Lbk6ndlr4RH+zdg9aKz+/ONlV9vLPYenp4JDjW1pE43JE54vCYsuD62b98Kn2fJ+rU8c+VH7jj70KDzzXRQnueIceQzBLmMBde1YDOgWuXoO+Lh8DF5O3csAdeWneRsi8C2pLWXlo5Etc9CyB7tAZd81uh6ShBbagIwRqI7AaUEFiOGRaeUatbb1OAjC85i622F1ptRaYEtpuhXbJkBCXDOSXie8q+iUFS9lgrYFodtCzg2h2sHcO0Ajh0AEDh0NIW+gxlUqoDFCNIpgYwboCHrY1GXjQWd5UN+7jcHZ4KVv72kJ791x9ZnsH79GacbAnMarwkLro81a9YBgLjwyr+a/tEtH/nJzv4jv9Pff+D6Xc8/u2ZqcrSDe1PIZQlyGYpinqN74Ti+stnFzEwarRkOi8UasWrJJkEqgQpIgPuQtCYQAA9E5MhSLXJIaFiwqwdOdMmRkFn5tl7YEHH3xERSP1EwK2ytpu4yHHJtUs4J/HDhBBDZzEcIAWKpxj4yeM8Yh+tI+jFRnsFPnipgfNRCIUvgOEBDhiLdUUCmselwsXP59kx75+dHj7X9eP6CPJmZ8V5z4AZegxa83ujr2wcAv/Pkk0+eCz51RXmyP+/Qo5jfWkVT4wg++S8Edz/ejs4cQVOGI+sCaZfAdQgci8C2pOVlTPJYLoCKx1Eqc5Q9AT/MplBldNI6qtcgeq3FNAvOqNGzUI+C6lHLmHcrC45wpQwBK7TgikNH3FypG4GkGDMlioqnChDC41givGNJXp1OBcimPRTyZTQ3juOep6q4+Rvz0exYaC8ILFpQxIb1Syfnzyt8d+26Mx8C8NX5nd2n+6t92eM1Z8HrjcWLFwHAV0uliW/MTI9v2ff8A2tsOu/aw4eeI4XcGF63bBr3/MKHz+XyczRyLkm49AqFbRPYTNIJlWg04QuUKhy+4u8UECykAQB4mPyVzMk2VBll9UntWqJqCT4itIYC2lBrjEaUwxKwmbwLSR4tEAQEox7BdCnsL0gB24pTixkFfE7BudRKGZWRyC3bbVRKFIt6G7B65VLRmHVuvfCiC7c3Nzfd0diQ9073d3qyxi8FwNVIpxu8mbHd/7jhzNflj03Z5XTxvD9tTO0ShQMPwrVKxPM8MMJCqy2tpWURODaB6zA4NoVjE1gW0JgnGJqo4sg4gU0B1xJwbAAq2heCW+nwahAiw9+xmkJiTT4MhavHej4JJ9DbaBvRWcYEGBOwmYDrcDi2D9eWnaMmZxwMDGfh+4BlUdiWvDPJsDrghRSs6lP4PkEQ+Kh6NpYtWiw2nfUmsqTD+jpxGr/X3j7vofGp6ujiRfnT/TWe1PFLBXAAyBSWwgvEZMHFp/NN+J5FG0WmYR/7nXd1fqU8PbV0oH93CnwathVqv4zAsSlSLkPaBTIpgVyGY0FbCcXmYWz5RgGunUJTmiMbJR8BjIeLhcm0uzAiqCw2CSVE1WpZOYXSskqHUB5LAT1afjv8HHF0VkVohVxBw/aRSXloyJaQSU/i9v9bwMH9NjqbgWyKIZ2Sy4YQhFKoBZQrcqHefK4JDa1ryulMandXx+jVGzdt4Eu7W/YDGCQvJs6/RscvHcCBUAcHRgE8DgD/vvlhrFvO39hSyPS2NJ33z4NHBuxHHnuisP/AkUbbEki5FK7DkUkBjVmBQt5DIVfFRevL+I9lI3hgewccRuBQqcRwHltj1V9Ez+KTHFxSBcYQ8XovBHEQcFncC4CFM4BqzqbU60UsY6o8bCbgWByZlIdiwxQe2FnF/VvTaLUFso5SfDh4wAFhIe0yZNMU6VzbeO/SM8e6ujo8IiaupGJi76XnLx0udrz4Wu+v9fFLCfDkeMel52BsbHyYEHJUAOtHBvur73/fe37viSe3fXBqYtgv5Nn6keGDrkWm0ZQdRSHvg/MADRmGKy6cxJZdTZj0ssg7gREA4mFCkupZpPg2o9JxdW3AsuQ2pXKUA4GqFyAIJNWxLHlARmm89ryRPBbX6VEideyUU0XVL+N792cwNm6huRhgcEygXA2wJNeAfEMOvb3dlcYceaa3p81auGj11x5+9LkvrVozzxFiXgkQIp1pON1fyysy/lsAHAAKhUZA4nDmwKFBWJZ1u21bt//6uy93fN//7OGB/W3jIy90ueLZFouO8fFJtoIjwEXrR+GySUxOO/BSACE0ynXhXDp6liYXytUcpPVOuQIpRzqInk/gBwR+wDFTClD1BRgjcB25AobFwrXhNcfUYrLtguAEQaBWGPbBaAnjUzN48OkWtDZlsXC+g+b5C9DW6GLFwvyDq5YvPtTT0zPkOPYNB/c9Vk2lMrjgvHVIpfOntbrmdIz/NgDXR1enkc5ZBXCt51WApavWUvq2hXuefyZIYfsb3ZzLRLD8Q+eeUc76XhNKY4PwZo4ibTNUfWBihiLtytRcx6YQYUSIUgLHkny+kPPR1ODB8wn6eAr9AwFeGJLKTCEr0JgDbEbBbbkKGedC8nMaIOX4SLs+hkcZKpMUFvXQ2tyEVEMX4I/hnW9fNd33gvflTUuzlfe86xIsmD+Pct/7OgjZmU6/dqKNp3L8cnoWJ2FUpnbCSVnOyMjMu3/488OZqp/yUJm+POuKy5ryDGNTHr7+g8eQJRW0FSiyaYqUw0CIDwYPDTmgveijq30SO16YhseBFMlhyw4bbmoMXkCxc28e3c0ULQUL+ZyNpsY0GvMO0o5ALhOgtamE7k4fU+INmKmkUWzwkMt4P8znnR9UedXuH1k5U/Ly/2ZRr3rO+te+Zn0qxn9LC34iw82tBKR1/xYAjIxOAMDPKMEXHIvysakyvn//LjjVCeRyDJkURdq1yNmvP+tzR44cWpGyeTCvOQChEzgyE2BRB0VbI8Xr0mm0FcvonT+DzQ/lQLmL1iaKTNpmCxcueG7fnq1/6LBAOC5HKiXQ0iLQ2XoOPJ6GbQlKqdgNYF+D23i6L9FrYvx/C34Sx+GBQwgCv3fnzp1pi3G0FQOMTk3hZ08xbFrBkHZ9HBlPI+0SnLNqFPc/ZWNsLIvmAkHKtbFixcqSZVl7Ozs7T/dH+aUZ/w+GCVbWTe6xLQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMToyNjoyMS0wNTowMPuITHYAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MjY6MjEtMDU6MDCK1fTKAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 44000
{'hecke_orbit_code': 33554495, 'n': 1, 'trace_an': 3}
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id: 44001
{'hecke_orbit_code': 33554495, 'n': 2, 'trace_an': 1}
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id: 44002
{'hecke_orbit_code': 33554495, 'n': 3, 'trace_an': 0}
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id: 44003
{'hecke_orbit_code': 33554495, 'n': 4, 'trace_an': 1}
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id: 44004
{'hecke_orbit_code': 33554495, 'n': 5, 'trace_an': 2}
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id: 44005
{'hecke_orbit_code': 33554495, 'n': 6, 'trace_an': 0}
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id: 44006
{'hecke_orbit_code': 33554495, 'n': 7, 'trace_an': 1}
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id: 44007
{'hecke_orbit_code': 33554495, 'n': 8, 'trace_an': -3}
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id: 44008
{'hecke_orbit_code': 33554495, 'n': 9, 'trace_an': 0}
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id: 44009
{'hecke_orbit_code': 33554495, 'n': 10, 'trace_an': -10}
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id: 44010
{'hecke_orbit_code': 33554495, 'n': 11, 'trace_an': -4}
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id: 44011
{'hecke_orbit_code': 33554495, 'n': 12, 'trace_an': 0}
-
id: 44012
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id: 44923
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id: 44929
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id: 44930
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id: 44931
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id: 44932
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id: 44944
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id: 44949
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id: 44950
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id: 44992
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id: 44995
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id: 44998
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id: 44999
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