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mf_newspaces • Show schema
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{'Nk2': 240, 'analytic_conductor': 0.4791024121276823, 'char_conductor': 15, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 4, 'char_parity': 1, 'char_values': [60, 4, [31, 41, 37], [4, 2, 1]], 'conrey_index': 17, 'cusp_dim': 12, 'dim': 4, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 549789368380, 'hecke_orbit_dims': [4], 'label': '60.2.i', 'level': 60, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 36, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 2, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [0, 2, 0, -4], 'traces': [4, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 0, -12, 0, -10, 0, 0, 0, 0, 0, -4, 0, 0, 0, 20, 0, 14, 0, 0, 0, 16, 0, 20, 0, 0, 0, -12, 0, 0, 0, 0, 0, -12, 0, -20, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, -4, 0, 0, 0, -24, 0, 8, 0, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 10, 0, 0, 0, 0, 0, 4, 0, 0, 0, 20, 0, 20, 0, 0, 0, 24, 0, 8, 0, 0, 0, 36, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -20, 0, -24, 0, 0, 0, -36, 0, -40, 0, 0, 0, -52, 0, 0, 0, 0, 0, -8, 0, 10, 0, 0, 0, 0, 0, 60, 0, 0, 0, -40, 0, -10, 0, 0, 0, 16, 0, -20, 0, 0, 0, 36, 0, 0, 0, 0, 0, 68, 0, 20, 0, 0, 0, 0, 0, 16, 0, 0, 0, -20, 0, -40, 0, 0, 0, 56, 0, -12, 0, 0, 0, 40, 0, 0, 0, 0, 0, -12, 0, 60, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 20, 0, 0, 0, -64, 0, -20, 0, 0, 0, -16, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, -60, 0, -12, 0, 0, 0, -104, 0, -38, 0, 0, 0, 24, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 20, 0, -20, 0, 0, 0, 48, 0, 12, 0, 0, 0, 36, 0, 0, 0, 0, 0, 68, 0, -20, 0, 0, 0, 0, 0, 36, 0, 0, 0, 80, 0, 20, 0, 0, 0, 24, 0, 40, 0, 0, 0, -84, 0, 0, 0, 0, 0, -12, 0, 20, 0, 0, 0, 0, 0, -20, 0, 0, 0, -60, 0, 16, 0, 0, 0, -32, 0, 24, 0, 0, 0, 36, 0, 0, 0, 0, 0, -48, 0, -20, 0, 0, 0, 0, 0, -84, 0, 0, 0, 0, 0, 20, 0, 0, 0, 60, 0, -18, 0, 0, 0, -4, 0, 0, 0, 0, 0, -92, 0, -50, 0, 0, 0, 0, 0, -52, 0, 0, 0, 40, 0, -24, 0, 0, 0, -40, 0, 20, 0, 0, 0, -44, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 60, 0, 28, 0, 0, 0, 8, 0, 60, 0, 0, 0, 24, 0, 0, 0, 0, 0, 68, 0, -20, 0, 0, 0, 0, 0, 40, 0, 0, 0, 40, 0, 60, 0, 0, 0, 160, 0, 8, 0, 0, 0, -12, 0, 0, 0, 0, 0, -76, 0, -40, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, -20, 0, 0, 0, 72, 0, 20, 0, 0, 0, -84, 0, 0, 0, 0, 0, -40, 0, -80, 0, 0, 0, 0, 0, -100, 0, 0, 0, 0, 0, -10, 0, 0, 0, -8, 0, 28, 0, 0, 0, -120, 0, 0, 0, 0, 0, -12, 0, -20, 0, 0, 0, 0, 0, -80, 0, 0, 0, 20, 0, 40, 0, 0, 0, -104, 0, 28, 0, 0, 0, 108, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 20, 0, -4, 0, 0, 0, -64, 0, -20, 0, 0, 0, -44, 0, 0, 0, 0, 0, -40, 0, 60, 0, 0, 0, 0, 0, 60, 0, 0, 0, -40, 0, 36, 0, 0, 0, 56, 0, 8, 0, 0, 0, 108, 0, 0, 0, 0, 0, 84, 0, -40, 0, 0, 0, 0, 0, -20, 0, 0, 0, 100, 0, -40, 0, 0, 0, 16, 0, -32, 0, 0, 0, 60, 0, 0, 0, 0, 0, 84, 0, 60, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 8, 0, 0, 0, 8, 0, 60, 0, 0, 0, 40, 0, 0, 0, 0, 0, 4, 0, 70, 0, 0, 0, 0, 0, -100, 0, 0, 0, -60, 0, -24, 0, 0, 0, -192, 0, -40, 0, 0, 0, -80, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, -120, 0, 0, 0, 0, 0, -8, 0, -52, 0, 0, 0, -84, 0, 0, 0, 0, 0, 4, 0, -50, 0, 0, 0, 0, 0, 24, 0, 0, 0, -120, 0, -60, 0, 0, 0, 48, 0, -60, 0, 0, 0, 36, 0, 0, 0, 0, 0, 32, 0, 40, 0, 0, 0, 0, 0, 140, 0, 0, 0, 80, 0, 12, 0, 0, 0, 80, 0, -20, 0, 0, 0, 76, 0, 0, 0, 0, 0, 72, 0, 20, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -100, 0, 0, 0, -64, 0, 24, 0, 0, 0, 24, 0, 0, 0, 0, 0, 68, 0, 100, 0, 0, 0, 0, 0, 36, 0, 0, 0, 100, 0, 56, 0, 0, 0, -36, 0, -120, 0, 0, 0, 36, 0, 0, 0, 0, 0, 148, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, -140, 0, 14, 0, 0, 0, 24, 0, -72, 0, 0, 0, 36, 0, 0, 0, 0, 0, -92, 0, 40, 0, 0, 0, 0, 0, 160, 0, 0, 0, -80, 0, -60, 0, 0, 0, 40, 0, 12, 0, 0, 0, 28, 0, 0, 0, 0, 0, -120, 0, 60, 0, 0, 0, 0, 0, -84, 0, 0, 0, -60, 0, 8, 0, 0, 0, -40, 0, -20, 0, 0, 0, -44, 0, 0, 0, 0, 0, -80, 0, -20, 0, 0, 0, 0, 0, -180, 0, 0, 0, 0, 0, -40, 0, 0, 0, -60, 0, -20, 0, 0, 0, 28, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, -60, 0, -60, 0, 0, 0, 16, 0, -16, 0, 0, 0, -92, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 115064
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 17, 'conrey_indexes': [17, 53], 'label': '60.2.i', 'level': 60, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 23], 'sub_dim': 4, 'sub_label': '30.2.e', 'sub_level': 30, 'sub_mult': 2, 'weight': 2}
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id: 115065
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 17, 'conrey_indexes': [17, 53], 'label': '60.2.i', 'level': 60, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 53], 'sub_dim': 4, 'sub_label': '60.2.i', 'sub_level': 60, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '60.2.i', 'level': 60, 'portrait': 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OTIaZ+jpw3H5jUpQ6ZaKafaisFgRBonCCEJanXO2+hzwdyIWgjGCOZXDRduNtTDlPm2z7EFRaDA92E0kOzentAbxQSexFeaYwsBp9s+9cCwe+uAxWUPbaAeSnZsjDl/S4dGfYQQEMWSdr/B2ZWQ2aYkTUKOnfU5clpw9EzCmXaEXx9x1YU9fuCNmtFwhsOnWhw/qzizkHJ6KebEouHAouHqSxb55Xcts2V6iiOnZzi7VGdh2WdhVbDUTllux6x0UhbbmpWBNBt3nKe/8dV7Hvo/vuvin6u1dh2E9KgQEy82NL7u7R89wH/vjz+JTuIdjemNv33wyJm3ba59lG+/ZYFubxNLqy2W2zWW2iGLbY/lNiy7k7O4mnK2DYcXBJvmVvilf7HM9RfXOX5mlmNnmpxZ8ji9aDi7lHBiIeXESsrGDT2+8cY+F21VNMMQX9ZYXA1ZWFYsrMJgBHFi8JShUUuZnkhIDBw7C3U/ohZ6eDKlVYfOIKRZHyGARqhZboesdCXNumC5I1jqpjRCgwGaNcXqUDBdH+FJRb0eEXiSo6d9Eu0x2xI0Q4FSkCSC/lCwsGovpsVOjO8PqTUSLtw+4k3Xx2yeanJ6YYrjZwNOL8KZpYT55YRjC3B42XDd5Yv8X+9eZvP0FEdPz9hVYtlncVWw3NasdGJWOgnLXcNSV3CqK+l0urzne4b8ux94DZE5/29WVjo/5Xne8Z0Xf+uLDZGveftHq8HPnFlgotWYOnT01I9/4EOfve7p/U+87cFnFtm40eOSC+HGi1ZJU0mqBamWpBqM9jBaYQxgQIgUKQyHF6f5lY9IfvHdC1xzQcxUc4aJxgTNWshkw2e6Jdm8Ijm2MMXH7mygghGX7hxy3paUbm/AeXMJb3xFyij2EGjuejxkuRfSSEecXFS0uzU2bQ9Z6sPZBbj4PMnBM4Y923ymGhEnVxSbpxJSLVns1lnsajbPxCy3FRMNxYVb+xw+FXLJzoSTC4bVTp3d21PO2xxxbDFlojWi3Y25+4kaIIlizcuvHHD9eYalns9FWyMuPk8SiDqD4QYefz5kflmysJyyuJpwaklzeEHQTYa89NJVfuGdPTZOzHDk5BTzKzUWV32W2oKVjma1G9PupbT7htW+YH6gWOrGvPKyFb795mXapz/NUm/P24y302y/6JsfHQ4H70vi/mprYsOLDZl1b/8oGfzTn72bWi0Ml5dXf++xvc9/795nj6pjpzu005CTPc01553lN390nisvbHBmaZrldpPldo3ljs9y22OlCyvt1LJQJ2GxA8eWBc3JAS+5eJW3v2LE7q11ev1JTi40WFjxWWpLVjqGxVXN/KqmN0zpRprhKGHj1IhLdmqMEQSeYf/JkCStc8Emye4dKdNTQ+ZXIp493OTqXTA1scJ9T06zcSpiqilY6vrs3h4RRQmPHJwkilP2bNGs9AUzrSEbJj3uezpmqtHgyl0pzx6NmV/2mW2F7N5u2LklQhNx4KTC9w0Yw6Xnx2yYEPQHIf1hQG/gcXbZY3FVsNJJnbxIOb4kaMcJu87r8LabV7hut2KqPsnJeau57cpnmXu1G7PaTVntGpZ6cKYnOdtOeenuM/zGjy5y0bYJFlcmWel4ROkcfuPCdMPmS/60Vp/6sSQejXZf9soXGzprbv+oAD6/MI/vef7tt9/uNydmfu+uLz34PfsPnfTi1CZT2gPB2Z7kTDflJbvO8hs/ssjVFzY4uzzNcrvBSidkuROw0vFY6QranZSVbsJqN2GlYzi5Kjjb00xO9Ln+4g7feUvCxdtq9IdNFlbqLHcCOj1Jpy/oDQpJEiUCrcH3DPUabJnVbJsbghrx3PGEZw4G1FSdW66N8YM2jz3XYsuc4rEXUrbPKfqjlIl6ysKK5qo9goUVTbPmMxgKtm9OePS5Gtvm4NEDIwJR51VXQ1Dr8/ThlOeP1JEEbJ1VbJ2Beg18T5BqQZxAnMBgCL2hptvXdPqa5R7Mtw2dOGX3+V2+4xtWuX6PZrreYLk9wenFBkvtgOW2YqULq52U1W5Cu5ey2jMs5+DWXH/xWX79R+a5fGedhZUpVjoNOv2Qbs+jN4CwuT3ZccFLP3z0+PyP3fr6N8VJEsdzcxtfbCjlt380AO+srtCanPKOHj30y3fdeef3Pvf8wbnF5V44jAyDkbEncCBYHQjmB5Iz3Zjrzp/nN39siWt2hcznIK+x2g1Y7XqsdgWrXWOX3G7Cai9lpQdn27A8Mgg15FtubnPZjoTr9ximmjXavRpJ4pOkijixEggM2hhCP2Gi1eeJg5LhKObOR1uIuMaubQE3X90j0ivc8eAMV+0KWOh2OHG6yUsuiXn+qEdsDIdPGf7lW4YcOqmJdYvnj2teukdwdL7P0soUV+2O+eKjA+JRk5df4bNrR4QRHb7wmGA0FDx5IKRV92l4wsowQGuIUkOcGkYa2n3N1OSQay8ZcMV5Q97y8hRFg26vyfxKg+WOPTYrHUm7a1jtJXR6FtztnmGpLznbkyx0Em64+Cz/5V8tcMmOGour07S7ddq9Gp2+T2/g0RtIegPBKAlHGzbtXHj1La/904t27fql1ZXVZHpm+sWGFPCPBOD33/lels48Vrv42u//d/sPHPnFxx9/UrR7msEopT9MGYw0/aGhNzB0htAeCBYGkjO9hOt3z/MbP7LAVRcGrLanWFptstqt0e4FrPY82l1Fuyfo9DWdXkK3n9IdaNp9w3JfsDIw9KKESy4cMllP0EnCW24ecPWulFGs8KRhFBs+eW+DF0422TKtOXoqwKPOnm2Kq3Ybao0eDz3X5+xCi2t315mZWeXuxwNeckHAYq/LoN9keoPh8X2Sd9865NF9ho0zIb1Rl5XVKa7Y3edLj8OmiQmuvaTHmdVVHnhqmobf5OqLYPd5Q5TX4+AZzaaZiKOnYj51X8ggVkgJUWy4ZveIb3rFiDj2mKrDFecLeoMGnV6d1W7Ias+n3VN0epJ2Dzr9lG4vpdNP6fQ17QEs9wSne5KV/oiX7Z7nP//ICldeUGNpdYJ2r0GnF9LpB3RzcEt6Q0G3rxmMNJdddpU5b+euX77wwp0fvXj3zoPA8MUu4nrRAX7vHb+L79caw8HqT7fb7V8+O9+n3Vf0hoL+wDiAW6D3h5bJe0PoDAULA8Xpjua6i5b4zm9Y5K03p0zUmiysTLDSqdPuhbR7Pp2+otOXdPvQc/9mf6Dt48jQH9mLph8ZolQTBAbPhd++glAajJaEvseGCcX2jZLztxp2bhmQig63PaB4/uAEr7s24OXXrvD+T6dMBTO84aY+9zwZM1mbZOuWHl9+tM633Jxy5xMpF2wIaU50ue+JkG+8wafVOsv7PznDKy+v89rrOzx5bMjn7/cxSYOdmwIu2CLYvkmzYSoiDGK0SfG9FKVs2UjgQS0QxLFHfxjQ6Xv0hx69oXJghN7Q0Btoev2U3sBe6J0BrA4ECz3B2bZhYqLD21+1wHfeMuLy8+ssrrRo9+p0+yHdgV8Bd38o6A8N/aGm14/p9FNU0NTveOsb4ysuvej6Trf31LVXX/q/LsAfv+e/EgR+rdvr/7uV5ZVfaLf7chj79IaK/kDkB3AwShkMU/ojzWCo6Q813SF0R4LloWS+A1E64N1vPMu33dTnut0eadpiud1kpVuj289OjKI3tCdmMIThyDCMNaPIECeaJDGkGlINGJBK4HuCmg+thmSyJdgyq9m+acDUZJsvPWm486GAQE5y3e6Aay7p8OihHk/tm+K11/qEjWU+c2+NN90YMj21yG33THPLdYKPPxCxud7gG1/e4bb7DQ01xS0vHfLowS5PvTDJdbtqXHvJkCBc4vOPKO55osFMI2THrMfmWcFkU9JqQC0A3zcoaY9nmgoSDXEiiGPBKDYMRzCIDMNhtiJq+iNLEt0hzPckC12IxZCbL1nmm1/e4d2vTxlFEyyuNun0a3T7gZMkngO2A/fIuPORuFVW0+0n1OpNvWHDxl+ZmJz89dFoNHzvb7znRcPYi2oT+r7xkrj7C+lo/qeFHsh6LQBh0EZjtDtrCIRQCCGQMkUJUBKkMniewVeauidY6Df40Bd28IWH2rzpuhW+5eZVrrqwx+xUg6V2g+4gpD/w6Y88BiPFcKQYRYJRLIkTSFJFmoI29qqXEnwPQt/QrGumJ2K2b+yTmB4vnIz5+P0Bzx6cYKZe57qLPV71kg73PtPmjq9OcuPFIRtnB3z2YYNO68xMRCx1RvaiATZP9VhZDFGixk1XL/P5+2ocP1PnzTf2SdIl7np8A3Fa46WXbuKbX9bmgq1t7nvKY+/xOuZwyPZZyUxT0KgJwkDgKeFAbtDG6vIktRdtFBtG7iIeRtCP7Oq3MhKsdEF6Q665ZJW3v6rNrdfGbJios7Q6zWq3Tn8Y0B1k4FYMhpLeSDAogXs4ShhGmuFIM4oN2ijOLnZlZyB+bvs26ddrwS8Byf8yAH/ogT/kuksmaPfS97QXn3/T0uKZmyXDoF4LEFGKMdiUugEhJEKAFAIpJFJg0+xKoFSKryBQEHqaumeYGCoWOzP86Rda3LW3y42Xt/neN6xy6Y42G6ZqxEmNwSikOwgYDD1GsSJJJHEq0VqgjbDgFoYwTGmGCWEQI9WQ+faITz0kOXom4NDxaUxcY892n0vPV7zkkg7Cn+fx/ROcN1vjigsNs9OrLLVrbJtVIDWfeSAkRFIPDd/0sgEf+kzK6YWQuY2Kxe6Ipw+GbJub5rqLFrhnb5uvPjPJcBRwyfmzXHt+nyvP77D/1CpHzxq++nSDQ8cahEISepJmCLUSkxsDqTYkKUQpRImgNxJ0hoJ2BLFOEGrIVbs6fN/rO9x4mWbHRp/+YIb55YZl7GFAf2AlzmBka9MHI7vyDUZ2VR1GKcORtgCPTH4RJdrj7FIv6AzP/NSOnTuu/9Xf/8xnO/3wt6644CTvetu7//kCfOn4HzO747N8+cuv+4mdU3t/xTdnW41A4cmAKBIIYZDCIAQIoZDCIIUNpKQSKKXwlMTzUjwl8D1N4GlCH2qBoR6kTNUknZHP8uoMf/2VSe59ZsBUc8C7bm2za9MqSeyxe7vhkgsUw5F1S1ItMcaqNSVTwiDhwEk4PC8YJJo/v6PBam+KYT9gtq7YOuOxc4vHhdsEV1zUJpVL/PdPtei1J7nxUo9dO7rsPZzSadfYsQua9YROVCMMJBhD4PusDuHEWcnF54dctmvIvhcinjpQ58YrZvihNy/yR5/p8tC+Fr2Bx1K7xYXbaly+fcDLL+3yTS/r0h4s8ZE76vTjgONnfZ48HBB4lggANFZqJVqTRLBlU8Rll/TRacyuLSO++zUjJhsem6cDorjOibM1+oOAwcinP/QcqBWDkXR3GEbGyjoH7lGk7evIWBkU4+6CYaKYXxw1nz975A29YfsV3/e27cmtF/3X977vw3/Nj3/P2//5AfxX3v95Nv/Y69Vnv5D+0Fceeuw3r921N7zl6hBBi+FI40mNlBopfMfaBik8pASlJEoKC24l8DyF50l8LyXwU4LIEI40Nd/QjDUTNZipC3qRpDNocazd4lc/OAtpjCThiov7XHJexCgSGJ1ijA3UpBRIKQnCgKcOBhw4VqMe+DQ9yYamYNdWycYZj61zkp1bNBfvXCFmif/2yRbHjk5y/R6fi3ZopNfhzkdDphs+s1MwPTGkWa+hsP51ZxCw1NMstQ2r3Sa3Xtdm7wsRB096zE7WeOllU/zQNy/z3z4Bjx5o0hsaVnseZ5Ym2DJbZ25mxNbJAT//3QMatQ7PH9c8eUgRhgapNFI4nWUMRkMUCS45L+GaPSnCeMRxAGaaYRRyesGnP/IZjDyGI8Uwsow9jATDkWQQCYYjGEaaUaQZjezjMLKSZBi5uwP2IBL0EkEnFnQiGHb7xJ2DLUanfvP+4z8d/9g7r/+DH3jDX6b1jd/xzwfgv/vHn+Xai2b9Tvtj3/frH5r/3fseWfBff02LHXNddm/TeKqBygAuDUoZlLR3T3l4yuApia9skiPw7X3kC0aRJPQ1oyClHhmrORNr7U3FmiiBUSwYJpJRGhInNQ4cbvHMfkNqQDtDWQkrd3wlCD1ohXDpRmjVYaopmW4pZqc85qZh55YRW+dWGZll3vvxSQ4emuLaCz0u2CbZtWOFhw+OOH5mmpfvkUxPaAJvQE36KIP11TWghyx3apxa8LjxijqXXdjhyX0hGyYljVqLq/ek/NhbV3jvJzTPnGzR7mnaHcXCiseGqRYzk3WmWgkTjYTpRsQbr48J/RhfJShljyPYAjCtJVGiWF5WJIlHlCiiWDGK3WMk7T2WDCPJKBaMIsEwglFkLLAdY49iQxQ7SRJTBXcs6MaCdizoRBo9HHLV+cv85Hcvc9Ol82Eqw99dOSZ1JK75k4WjH4/ndr71nz7AP/LRz7Jl44S39/kjP7h/38HfeejxE34q5vjMgzWUlPynf7nKJdus5SUHGqU0Srq78lCewVMKz1P4nsGPJIFXAnigiNzJiWNDlGiiWBMnNsjKsn1JatySbdDaBpNZskS4wNWT1m4LfQhDSaMmadYUky3J9ARsnE7ZuaXPRGuFv74n5r5nZlhdnOCK8xTnb/W4aMcIoVb5qy9NsLGhmJmUbJgacc9TkpNnFRdvgTgVXLgx5RVXjdh3YIqltmC53eIdr+7wyL4hh05JmjVJ4E9y+S74j/9ikXueHfCpuzew2IWdG1NWOh5TLcVkK6RVD2jW69RCTS1I8T1tCUEaEMYSOaC1yOt2kkSQpJI4EUSJII4lUSwYJZbtowRGkQ1Qo1gTRZpRYgNV+55hGDuAxzCIBYNY0okFqzEMRglEfa48b4X//KNLvOF6Q7c7Rb9z2O/2pt9nwkllvJ1/8MLTX0j2XPH6f9oAX2yn4uT82X/11DP7f+2F5w/7m5o+i5GgKya47UHBIFJ8680d3vn6LlPNlJ6s48kUT6V4ysfzUnzPw488Ak8S+IqRbwEdBcKemFgQxYoogTguLL8k1SSpycGdpgbjWNsYC2wAJYWVQJ4g8ARhIKmHkkZdMNEwTLVS5qYiNs50Qa7wP76s+NDnZ9lQq3HlTsF5W3zO26LZuXmVzz6mWV6pc/UOydSEZHoi4si8T6fvoRSkqaRVV2zdlPDVJzWrHc2ZpZDLdzV45TVt7nogZLoJYRig1CRX7IIffMM8vpzn4/dM89zJGps7MRsmEyabilZd0qgr6qFHGHiEvvXwPQlSmvw3YuxFrY0gTSHRgjSxF1ySWhLICCJONHGsHVkY4tiuiFHiVsgYhm5lHMSCfixoJ4JuAtFwxKTf5V1vXeDbbu7zqqsFne4E/UGdQVSj3T3sB83gN2c3xr4XBu91198/TYD/0YduQ2v9Uw88tO+Xn33+WNP3FHVjmDJg8OiJFnc86vHAM3UWO4u85x09ZqdieoM63jDF9xL82CfwfAIvJfA9glgTBpIoUkSJIHLsk7NRIkgSZU9aaqz1pw2pNgVrl5hbCKzNprArQwD1ABo1TathB/vMTQ3ZNLvC/fsi/vCzTQ4cm+S8SZ9dmwXbNwVs3yS4aHsP4a/wxUenmQ4Vs5OSqaZhqjVgoqUJfOsIaQ2jyGO1axMj7Z5iYdWn229x67Vnuf2BPgdOt6iHMZ4KEGKSXdsk3/OaJW689Awf+MwkDz8zzbauZNNEzERD0KzZCzIMJaEv8T1nHSqBFMWFbB0qgTaF35+mmtSl+pOcGDKgW0DbVdAwcqAeJU6SJFaSdBIYRil6NGSi1uE971jk335nn3oQstptMBjVGEUBUeyB8Bh0DjSXSP/T5Ny16uCzt/3Wrsve/E8P4O1Ol8D3f/z9f/LxXz52/PhkGECiITCGpgGBRgmPnmjQiRT/9a88HnlhlXe+tsvrr+8wMxnRG9QI4oDADwgDn1HkEcW2+yUKFFEiiRNJHLvH1AE8dSyVClJNbgEaIyy2jQ1ihXTSRNlCqsDX1AJNo5bQrCVMtkZsnOnSGfT4L3/lcefjs3Q7TXZtEJy3UbBtzoL7/C1DWo1lPvTFgJOnm1y2RTDdUkxPpGgzojsQeNKCTRvL4pONBKkSVno+qx04u1xnz3l1vufWVf7HFwOOzfv4XoySPsa0iFPFFTuW+aV3d7hrb48PfHIDp0802DIJ0/WUZphSD4v4xPcknnKBs7BDvexPLy50e+GDTjWJW+Es0C05JClEiQV4lAhGqWPtBHqJpJvAMNak0YjJWpc3vnyF73ptj1ddpZE0WV6tMYxDRpHPKPaJEo80lUSJYLB4dnKUHLj1xlce/q27b38f3/DGH/+nA/B/8/O/zY1v/vfy+7716mufevbApC8N0hfI1CDs/DTrZwuNJwRdWaMTedz2QI17HmvyuuvafMfr+rz6JTFTrYAoChlGASPfJ4o94sR3kkSRJMqBW5KkgiSRpGmmN4XT2wI9xtzWT9coBb7S+L7VsM1aTLMe0WoMUKrLV542fOy+Ce5+dAObm4rLt8DmGcnmDQFbN0q2zUXs2r7CoweGfPKejcwGitkJyURTMjc95IUThnseC5HGXkxpKhAobrk25p4nIxZWa3R6KYsrHtvmWrz1FT2eONjmyec20AgSlBKAj04bjEaKbZtCvutVK2yZOsPH76vz1b3TnOzUmAkFEzVDM9DUAgi8FE+5nIH7veW8tckki7aeecboiQN2kkKsLWHEKYwSy9j9RNBLYBBrdBIxG/a45RWrfNfr2rzmuoSGFzCKGrR7IVEcEMU+o9gjcuQUJ5I4UcSJYTB/6g13ff78/3zVpeEvPvzl302vf/X/8Y8b4G6aVO3M2cWdw8EfvPORJ577wX6/TxhIktS4RI3Jg7ossAuloCt9+oliOQn42L0N7nyixw2XdnnP23tctStietIjTQMGw4BR7BPHFuRJqohTm7BJtSJNBIm2zoE2Aq2LyjuTg9sgpe2J9JUm8FMa9Zh6OMJTI4bJkKePan7v01M8fmAaLw3ZM2vYNGXYMKXYOBOweVaydS7mgq1dzq52+LM7mpi4xpaNgsmWx2TTMNGIGKQp2igCKRDSMbhWKE+RaE13qOn0U1a7HqcX61w60eJdt67y6/N1Ds038LzYShvjkegao1jS7Qe84tIuN13a5snDx/m9T02w71iLheU6oZTUfUErNNQ8233kK3fs5fj5Ig+4tYbEuTxW3kGUCiJtgT1MoR8bRlGCZyI2TPa4eneXf/uOVa67OKHV8IlGLTr9kCjyiRLfPdoVN3aEFCeSJM0C3aEvxJmfe+Fgkhi15dfuveN9w5tv/Ydl8n9QgD+37wUmWs1LnnrmhQdWVxb94aAnQl+hdZaNNDZpI0BJx+ISfGkIlaCuBD0vZOj7LEc1PveIHYD5jTe1ees3DLji/B7nbRgw2fSIEt91yHuMIo84USRakqbKAVuiNRhEEcY4cAe+tgznpfhejK8iTq8k7D+lufcpjycOT/DgM1MkcZ0tE4aNLcPMhGB2UjE75bNxRrJlQ8K2uQHTU8v81e1w/9NTXL1NMD0hmGhKWg1NqzGim0YEvsJLrFQwxjoYjCT9YUrHFUC1e4bljsf88gQ3X9bjG1+2zB99OqS5JFEitoDUHnESMIol/aHPhqka1+/p8v739HjwuQ5PHPZ54MkWx5dr7FusEypJXVl5FHiG0DcoHJG7w5IxeWqsnIu1Ze4ohUFkpUpsEkwS0wqG7Nky4LLz+3zba3u84caYVuAzHLbotgOiJCBKPEs+iQV1nHhEccbadqVNU3sMtIFuty/iRP2iF/ppKjb95qf+5v39t7ztR/7xAfzUqdNs2bK5dtfd93zb7Z/7gi90X042/VznpdpYt0KDEsYxuMFLbcWen0CoDPXULYUqZBT4tJM6/+NLE3zhsQE7Zge8+RVdNk8nnL95xPWX9BEoZmcknpKkqYfWEmOkY+5sXTaOuTVG2KaAwUgjvYSvPudx8LTkcw812H+qxepqnUD4lq1nNJMN64NPtTxmpzxmpwSbZhK2bBiwdeMK9z9jpcm2SY8NLZhoekw0BJPNBCkjnj2qaPcV25tuuK2BUSzZNCu4ZOeIrywY2gNDd2BZfHE15MzSFG9/xTzPHFni4afm8JUBEWMMJKmVaMNIMRh6tHsB060mr76qx2uv7bN06wIHTsHtD9c4eCrkkX0NhO+xMPQYLimkkAghnCYXDuTGgdyQGo1JNcpLmZkYMSlirrtswPmbhmydifnml0dsnhHMTCgGw0mWVwPixCNOPeLYI0o8ksTJx1gRpy4+cswdJzJ3cax1GbLSGRDUOr/00pe9TF559U2/vrT41uHshk3/uAA+NVnzjh879B9Onjj8f0ajvmzWfWfPCdLMg5agUgf0FDzXwOs7kAcphKmhrgRNLRimgqHnM/J92sM6Tx5N2HtkFqFjdmwccu0FAyabKa+6YcjW2Zg0TjDanThTSBOcBpXKEGl48Mk6zxxqENQkjx1scGqpTs3zmAgkO2cMUzXNRM3QqksmGpLJlsfUhMfsJMxNJ2yaGbJjU4eUFT505xRLSxNcuUMz2bI9lq2GZqIRY0zMQ88ELC37XDRjs4vGwGgk2TglednlA77yeEp3IOn1Ezo9xUrX5+xSk8t3DXj3a9s89Fydw0sTKKGB2NWY+C5BI+iPJL2Bz2ovZKLRYnpiyPW7B9x8+ZDTS0OeOtyhVk956pDHQ0+GpEYipCCv085tRANGg9akiWHzhoRX3TBkuq656gLN9jlBknpo3WAU+yyu2NXTNoY4qeg0dtYsktX5lH33RAuSRDgplJkBPp1+Rz7//MGfqzU3edPTs/+Rf6ACrX8QgPf7A6Io+pWv3HPfe5595qmgHqqKD50qG1wpaZ+r1LG3FHjaLoO+C27i1NU2p4ZGKoi11YKjQBClPpH2ibXhZHuCYw9ppEr53OMxDS9BG21PkrHd6iI7g0Lau5RooWj3fJLII/QkrZrholloBoZWkFAPoVkTNGqKVl0x0fDyRM/sVMLG6SGbN3RJ9Aq/+dE6j++f5bwNhqmmcOAWNOspzVpEszGkVq/ju0BPOFmQakGU+AwGQ1aHmunQ1mp3B5p2V7HSCDh2ZpJrLhzxs995lt/4qMfx1TqIFG0StIY49YgS6WpHFL2hR2/g0+6G1GsN6i5YvuWqCD+IuH53yjteObQVmVIjhHY2aRF9Z+SQams1TrUUSgYMhx6Lq56ruLRgThJFom3sk6TZY8HUSSnoT1IL5jgRrqS36nTFCUQxPP7Ek0G3139ns9X61XvvvSe5+ea/f4/n3xvgzz/7CCeOPhOuduJbDh7YXwNDECibdk8FKgO5NHbsgQO6p3A/0OApG9ikqcHPInmdVcQJEidzYu0OjoYolKRNSaI94iRkMbIZcGOKvIEQtjzVE8JpfRvUbm4a6tOG0NPUnDat+YJ6aO+NUNGoe7QaiommYLqlmW4lbJgasXGmx7ZNS/zBZzQfv3sjmyY9NrQ0kw17MTTrWIDXI04va/afDKkHwiZdyCr9BMORx+6tCZtnR3R7oW0aGKR0+orVnkerXWOiMcV3vnqe/SfO8Cef3u4sQ43WifOsPUZRVj8i6Q8VjZpHPfSpB7ZoLAhSAj8h9FNqQYonUpRMkUI7q1RXfPJs9UtTyeKyJNUSrbNH4UAuSbREOxCn6Rionca2AHf9o6kDd5qda5G7NUmKY3nNkSNHz3vFza/+PeHVf/S++x8aveKmG148gK8srzA1PdV49KE737v38UduEmZALZQkCba8VRpSKVDKJhPS1DgWFzbB4Njcy6wq51tnpZ7pmIWVv87sLZeZMyYDd/X7ZeW1Uri6Fud5B9Lge66uxYPQl9QCQS20CZN6zaNZF0w0YLKZMtVKmJ6ImJvusXVumb2Hhnz4S9to1kI2T2gmG4JmQ9GoC5p156PXRzx+RPDovhoXTNu/LxyFawP9kcdLLzHs2T7kwScn6UcwGKb0BppOT7La8FlYqVMLp/iOVy3x8LMLPHV4M/aS1aQ6JdHGJWNsPclgJGnUBPVQUQ81oe87gGt8T+OrFE9l5RDGZTodk5eOW5YQskkhkbtROh/RUbJi3eiOJAOwljmQ0wqYhbMhRX5uk8TmRuzkX5tgWl7te/fc99C/uOGGG/Q3vfHWn1hdWelPTU+/OADvtM8w6C/9mxPH9n9/t32GRt0njp0FmApUKtwXF6TSkEqNUsbWg6SKVBs8bZxGFzbbqC2zl0GtXRYyLdWR5MmKzAIsg9udMFuRaO0xJUApm7X0XKdO4EHgC0JfEQaCWqCo1STNmqDVMEw0UiabCVOtiNmpPltmV3jiUJ9/+4FNnDg9xUWzmqkGtOqSZl3RrEGjltKoJfj+iEFk8KRHqMg1byZRbLDl0woShqmmN5K2fW5oNXm7q6iHIbWgxc7NMf/lX63ysx8Q7N2/CYwk1SlpqkmSmCjWjCKP4UgyHEnqIYSBpBbY1TTwDIFnQe55Jge4dbJMSaqUQA7g8gcmA7gReU1LUdtCMZ8mJc8/ZMC257CQJBbk2epNDuwky6gmmsNHTopmc9/379m962AUxf/p74PR/88AXzr2YSYmntq+d+/Jl456p2nUBFHiAJUIawdKSKXIH1NlQaxSjVY4YBtSZfKEg3VdRJFlK3m1xrG2cbUkJntexXYBcGntSSVtRs+TNvFh2Vu6ykTpwCCtRKkZmjVNq5Ey0YiZbEbMTA7YNLvKYwf6/Nwfz3LwxAwXTBumGzjNrWjWJc26oRGmtOoR7X7CJ+6rY1KPQBmkFFaDu98TJxIlPN5yc5d7nonoDGu2kWCY0h8ougNJo+dRD0LCYIJdmxN+7YeW+Pk/kjy2b6P1/HVqbb0kdeMtJKNYMRzZ3xSGgtAXhL5xv9e4ykxbsSmlsbGBq1kRVIFeMHmW4qfE5tZazAGfk1IG+gLcOWGVAZ4RWwnctgvJnv+n9x1l/kO3v3Tjzsu2/+f3ffLEz//4t/zPA/jKyhJhfWbbmRN3/fZo8MhbpWkTBjWEMEWWUFpgJQ5UWUChtSFVklRr+zwtwG1KNSO68mgPaGZnFQ6JKdiGIh2dfQdRAritJxcO4DaV7fvSAiAQ1EI7Yq0ealr1lKYD93RrwNx024L7D2d4+vAcF8xKNjRTJuu2cKpZVzRK7N2oRxgRcWZ5AinsNieykkW0jKaNz+Zpg6cTeolgEBnX25jS7UvqoaIW+AR+Dc+b5IqdCb/2g2f5uT+ER/fNkRpFnGqSUt1IFGlGoaIWSILI/r7Al+6izgqxspLkIh9RBXn5u44BHVeZmJkuJiuHoMTs2eux1bhUF5ST2zoAj1OYX16lG51+643XX5W+/Zvf8pP/8ruWTm7YMPs/B+Cry6cIeu2Lz55tv/30mQ5CeviecY0DIpcF0mUrUy1IpZUI2QFIXSJGp2Ogzu6OpXWpSCpnbspFU6ZyRkSuu4UzTkRRLagknpcBXBD4tjS2FhrqoaYepjRqKc16wkRjxGTTgvvR/UP+3R9M89SROXZMK+aamsm6oNmQNGqKRl3SrNl/o1FLCL2IB1+A00sBzcAmt4Sw1ly+3GtJf+ixZUZwxUU9HnimRX+UtYNpF3QqaoEi8AOnoae4fGfKr//wWX72/YZH920kMY7JU0Oc2vr3KDZEgSQIpKtNkfmK5XlOpklykGcAzwqz8qMpStIvk4VYtyU7J6kRDujkwNbl184izsnMlNhba3cBmArAk9QQBB799gLd1fm3Hzh46L2dTu/k/xQGP3boQWp1uW3+9FO/dvzww2gjkThnxCsDDMfgwskQUG4py5a3NAWtRBXc7nle1poBHHt0c0YpOMaxTom9nc+rpLAAV+TlsLZpAgLf2LrvwBZY1cOUes3WorTqI1rNAbOTHR7bP+Tf/v4szx3byNYpj40NzWQdmnVbxVewt6ZRS6mHMYE/4umDHgsLdS7cRFEL4q5J7ZyUwcjjoh2CK3b1uXuvph9JBpFNQg2Gmt7AVgcGvofvBXiqgZSay3es8F//5Vn+9e8ZHn1+I7H22JBqC/AYotDWboehtgB3q5UtwBLu7upUZCHlRAZ2B+7xW0YqGdAz2Tie8tfGxUpZ7JQa9162YtvXGbgT7Z5npc0prslc8MW7H0R5wa9dftnut9/55QdPvvbVf7ed4f5OAD955AHe/3/fwju+/w+3Li8evc4kywSel3fFQFZrYr9cqoVjcIogssTi9rlzQ3TGblQY26bbC+bGlKxAdybKy6oUhf6XTiZ5yt098JUh8Ay+b6gFmtC34K6FCY280KrPzGSXx/aP+Df/fZbnjls7cK5hE0DNmitRrSnruoTaNRwk1IIYqUb0Ih+pPHxl7VHL4gVAsnR1nPg0gxhI6EahbRWLNMMopT+UhIFygaKP72mUaiClYc82w//zr87yr9+neeT5TcSp7xqMDVFqGPmGWlLS4L7GV/Yiz1r/lJRIVRynDOTl45mn9ceC+UKulKSjzmrts5WYAtjuv0tLsjQDf+6U5WzvYi0kp86scO8DT163sNTZ+q9/7F0n7/jSQ9x6y9/eOvw7ATwerfDD/+fnp3qd038x6h0LaqFAG51bSEILpLYSJc2ArcgDkOyLZ+MZTB6oVFkgc0fKAU65YCp/UtKM2T13TbK7W4Y9ZfB9B3BfE/iaMEipBym1IKFei2nURky2Bky2Ojy8L+En3ruRfcfn2NjymatrJmuGlmPuRk3RqCnqNWPvoaYeJtRrEUfOaP7sjhZhzdbZZE5F9rWNKSy2bj/ge17f5sNf6jO/WGOQtYGNNIMgJRzKovzV80v2nuHi7fA7/8cCP/W7KV99diODpMZcKohSTcOHUWyoBYbQy0po7QrmedoBXNhmbrfSZeRg5VQGcgHCgCkoPSOYsmzUeeBvSivw2pU5A30uW0qPZe2erQJGeDz3wvHg6isv/auTp89+69bNG54sw+AfFOB1vioGbXNjZzHa6HkpUiv7pR1bC6erlchsPxd0yCLi1iXm1uuBWgvraetCa+fMXfou2eEuB0bSdbFk8ijr7bT13tq2vHnaAdwmPmpBQi2MqNciplp9hnGP2x+GX/3zzew7voENLc+Cu16Au15T1GrKJYZsYFoLEsIgIQwiNAn9UZ3JQOBJY5kxD4Gzi9l6ynHi0WoqPDFimGgGscgbecORZhhoBr4i8CWBp/CUh1KBu2gMu7YIfv1HVvmvf5Fyz7MbONltMUwVk76hFWii1BB6hjAxBF5mkZqSDhcFgzunJ3ssS7/xW3FOSo5WHi8VoC/Xnhf63JRWblMEpJWLgNxFixO496HnLrj0sov/9MTZ9g38HdL4f2uALy8cxJjoTWn3g3+g41NTvhc6J8Q6I9atMA7QwurtzCvNJIgLTrI67ay7xOT2U3ZwRDWYXOeSzZmbIkDKqxWdO6BUYYv5zgcOPAvu0AGyFkQ0aiM2TPVYaA/49Q83+NMvbiQyk2xsKebqmqm6YSJP4dtezUZoZ5zUQzuuohbaC8X3Rtz5mE+qfcuW0lmEsvgdReuYJE4VUvjc+pIuv//pDXRjn0nH4rXITqPKGNxXyjG4Y1dhMFpw6XmSD/xsm4/cOeA/f3ATp5en6U14TKeKiURT9w1hbJwfbmMQ27cpSm6KyCs9c4ALx+ZlRimDPCcfU5BRRaqU6s5NKYehTRGYZiSXJfDMWvJLjWTvs8f5fz5w2+Zf+dff9oZn9x38zGWX7PqHBfiZ00fB6J9Yno+2Cu1ZBlEaLcA4Bs8cAuXAmmqJVwK4dhF3EXmLkhQpljVKAB9n7jJrZ+WvOXu7Om+bxHAn0dO27tvT+ZiJ0E8IcnAPqNf63PmY5q++MsFf3LkRLSbY2BJsqDlZUoNGTThQS2qhoubYuxbofCUI/RgvGHLHI1Po1CdU5KDJdW1R0+RqMhRKerz+uj7v/3hEPwksi8cm72gfjLTVzp6dDaMUOYPb4yOYnpR83+s71L3T/M1X+tz5+AbOJnX6gWIy0TR8x+QKAs+4uMTkLJ5dOEqKUvLHxQ5OC1aynSXWyVg8A/2461WweJGky5g8y22U38/cmey5wbYTMlrdevTosZ9QSn7mH5TBz5w6gJTeDzz92CduGHV6TDQkStkDbKQFqsrkRSW1a4rXaZEoyJboIoEgiqsf+956wK4APAM2xkX/LjNXHjlRBreyNRmBnxIEEaEf0aoPCGoDPvIFj1/90zmOrMzg+zU21WE21EzUtM1OhnZMWr1mwV137F0LjAtQ7YpQDyOWO5p+EqA8RSB17lJUNDjkcUuSKEZxQOgNmJrs0x41GcaSUZQyDAxBZGvXrbWpiuBQ2M20cPUjWgumWpLvfE2XW166yK/9yYgPfn6O5bjFIPRpxoKWb5sgQiVykPvSJX5KK18eqIvSsS6x+DiZl4moeh6rDF6w+xhT568L+7EsU8FazL3OCvc/tPeGH/ret/3Ac/sO/NGll1z09wd4MjrFFz90AVff8vs3TYZH5oZpROCDlDoPPoxjkeykmTLIs+dKuC9cTv8WNQ9VSVIqda0A2+QH2LJLlliyzC2lHZcglQW2p7RtalAa30sIgpjAi6nXRoTBgOeOpvzNPXX+7PYNnFyZpln3makZpgNDq6ZphNB0BVi1UNpUfiipBdY7r4U2UA19y96t5pAv3KM4cKhBPUuoZO5ECSGZJEtdoVIUe1y2C265pstff2mWbt2jldjhmaPIMPQ0nq8Lm0/K0oVjKomZJJVsmezxS9/fY9fWmL++Z5Knjkwx9Or0Uo+mJ2gqQ+hlc2BcEZqyx9MTRRyTXZhSVG3YNUxeBrj7gVmLYA7wMvgr4BZjIC9ZkA4nQhhSI0j6hkeeW5gLPvHgTb/8r3/mjw4cX+CiHXN/T4BHS7zmu5/94ZWTf/W9reA4oQor4MvAXQZqIUdkIUO0QFNm75JDQtUpIWPx9cBdZm836i0Dt3K1LkpqN3bCAtvzUgI/oh5GBMGIXjzi9z5a4wOf2cDZpSliVWeyqZgNDROBDc7K4LaMrVwxlnDsbcFdc1V7tTAmTWOeORLQj0NmArf8ywwUovLbyoFmkigmlMfl50f8lTeiG3kMAkE9dto51viRdoVSdsqXUHYKl3Cn0ILCJpCSVDLR8Pmpb+/xzjec5Q8/0+H9H9/Acr/FwAvp+oqGJ6grCJW2QJe2Tj/7zjnIc4Cbqn04RuOVWKnM4GNMbkyJpc1aBi9ilHK+I6vjUZw6tMqmne3vfWLfVx46dXblA38vBjeDZ6F2aWPx8H+7ctTdFwR+hOdlMsNVxq0BtyzJDl0BfLaU6lyCiNKVXhQjVeihtCwW4DZujmFJd2cDg5QFtx3OmeB7CbVaROiNaA8SHnpS8Ae3TfHFx6ZZ6k9Qq4XMBTAZaFqBoRkY6qGVJTlzh8rWq4SSMLDSpOYXIA/8hEYt4uxKwm1fmWGER+CVwJ01FmUaPAO3sZV5caowxuctr+rw/s/2WVhtMEgEo9hafUEMfpTmCRpPKet8uOGk2TEqn4M09WjUFZtnBvzU24dcs+sk779tkif2T7DUazJUIX6gqHmSuoRAGVtl6UqKswxnFeQloBe4Y/yU5fLSiCpzZ8ysq6y+hsWz1+WLA6vLe7Hmgb2Hgvf/xVeufO8vflfjrvsP9V9z04V/d4AvdwxtxUSyePDnddr7SZ/TeKHCmJFzRCw7Z+xtGbv0PH+UTnuJ0sVQrm3Ilu1yAUT14AmMDXLGgS00wjG3LIHb3hPCMCLwI1Z7CXc+Jvn4l5t89qEpFtotVL3GRFMx5cNEYIOwRmCoB+R14Rm4rTRRVpoEhtABOwwyNyYm9EfsPShZHISEniRw9e+qtNRnkrnS0Z4KNxnAY6YuuO6iHp96YJp+4jNMBLXYEETWv/c8G2yqkWVvewEVncTF8u+q+4wgTjwaNZ9vfeWAW16yzOce6vKxLze578lJ5rsNIi+gHyh8KQmkIJQQuD5ZTxSWa8biUlQTaxn7rCm3zYBeBmr5InTv51MPKLkqxhoTaQ5sSLL3kBw8sUw86v/k57/y8N2rneHH/j8x+HAUM+n7lzy6v/szpw8+yltubJOmNZJEoY1EazUGZlliclmSISK/Sk3pgsjSvqakS8cpIa9sy4LJDOBZ8kQaW7wvNUraQv7At3Ih9GMW2glfeMTjM/e0+Pj9kyx3moigRtjyaXmCKd8Cu+4b6hm4A0EtFLY+PJDUfDtQpxaQs7cFuLZujJcQ+DG1YMRnHwg5tVJntiXskp+7EOsEZrlEKXT4himPb3pZj0/cG1uAx4KRD2Fip0n5kbbWXqkMwbJqCeQlwkldE3b27zdrI9752gFvetkyn7q/x233NLjniRbz7QaJChgEnh2TJwW+lHjCMrovXR+tEO48FNp8rBSodC4LTb5WqhSAzhueESTGau0yuIskUgrG1tmquA+De9m1efZbdr/qrV8xZnVBiKm/G8D7nWNM1Sd55rnj/Np/i5j4GcGbbugxiAK0Vm4sgyyY3Mgx1hY5a1NmdLLWqBK4oZIpyz8plXAWd+1kiWNtqZEO2GEtJokTTiwYnjnq8We3T3H/My1OzzdJwxpey27gNOFB00tp+Hauds119FiGzsBtK/IsuEUO8DAwhL62zO2nBL6tXXn6sOG5IzWE9AkUpYyjcEFmAfM1IHQJnyT1uOz8IVdc2GXfyTp9X9JIUgtuBZFnXPDsplZJWwdkVwdp//VyEOeKumxZgEeS+Awin3o44l23jnj9S1a5/5kuH7y9ybNH6xyZr5P0QpK6x8jzEEKi3Fx2T0pbUy9sZ34uXUoX75q0fmlBLkuOdIyxU8rSxLhMaaZrUmenpKATiGO+8aYV/s23rzLdTL/3xHz7fUIvLvydGPzYgU8wWP4wnXRaXTh9lFuvbxMEGuHF1EQCRpGmnmv9z0Auc/YuM7sxsrQ0lTvdqUiUMQ6o+twZe0vtWq0ssD0vRakEoRLOLsOd93g8d6TOnfc3ON2pcXS+AV6Iavk0PEVLGZqeoe45UHuGmg9hINyM8QLcYWDrQEJfEvoQVNg7JfS1sx0T6vURB8/AkVN1lPSsPJHlpZ0xrVx1DdK8Fczjwq2Gi7f0ePrQDP2GZfHQAz8x+LHLziqdZyBt/Ujm0rhjTeZeyVJjgms1SxVx4hNGARsmIr7tlSNuvLTNmV6bO74asu9IyBcebXJ2KcRIn1h6oBSRlOB22shS+RJRFGexji53oC7OdVmumLyuyGRgJuupLd9dnYdJEDrFmIRRnHL3Xo/9X9xLJxqoQX+ZD33yDt71Lbf+7QDeG4I3ccumU8vPfWAyeFK89vqI3/ubFv/lwy1++Fv6XLIjplGP2bFV42mJKIFcV8BeulMFuH0cE9sZuPNgpmBtJQ3CNcwalaKNZmEBXjih+Mu7Gzy2P+TosTrdUUg/DcELkE2fmhI0PGgoTU05UJerCX1hXztwh67MNHQgz5k7q1/xU8fcFtxhECOJafclkQlsKlxqO/xSVD3wMsPmcUnWBpZK4tRDGEWrGQEjBrHP0BPUE+PKYF1yRmnrpOS1N7JUCuAG4I//jVTmAPcTN0Y59gn8gA2TEVs2xFyxY0Q36nPkeJsn9gf8j7sa7DsesrQQkBiPRCm0UHkDt03P2qu3aPAWY2ezhPA8M5SB2UWc5edZFgyN0hplNDu2RTTrCZeeF/NDb+nTHRo+eneTfScPiu9728UfuObSG25dWm2f/Vsz+CWXf4u47UuP7frY55KLPvapFqmaojuw7Wf3P9lEyZQLtsd86yuHvPSSiOuvjEh1SiuAqXrB1hhps5YO4JTkyjlvQrt2s6zrWzNKDCs9Az4cOyn50sMBnaHi9vvr7D9ao5cGJMYH5YMXoEJFoCR1ZWhkoFbWKQgzcLt2tcCH0LNND2Fgy1MtewvCAMKgkDEZyLNalsw9ObmY8rE7J5hv15mezDRrlb3zOpTS+da542FBPhr5bJhRvO01Q+5+vM+JdoN+IGkkgiCGSBm8BLwYJ80otDilURDIorTVZZKLVjI7oTdJFb5XAN33Enw/puXFXLs74ZqLRnzH6wc8f1TyuftDOiPF3Q/XOHEiAE+y1PcYxsoBWmKyJepc9kphrRRXOSVQYxBGM9VIafqa1GheetWIGy6J+JZXDrlgm92fqRXa3/Kal3QYxW381pGLwomLdrVm3zBfvp6+JsBXV7v1ucnWB+997FRjWWzBpDH4KXgpHddM98QBzd7nmmyZS9i+JUanmusvjfiWVw2tzkoNMy3DngtjaqH7DfkZlqx/s4FjNBI8+YKiP5J4nuTpwz5/9cUaRkiWuj7HjockRqF9H6M88H2k9JBSEkpBTTpQS+0SGrYGI3Bpaj/vxSSfNV6AO5MlWUOElSWWvTWh59jbASL0R9zzpOLup5uIQBGqbHRxyT0ZI7bcRdIi93+zzvTRyOdVVwx5xdVd/sfdU/STkGECoQdR4mbJZLU2zkGykkGO6fyMyUU1oHWrReK7cQ+pwk89kiQhSnw8leQulFIJV1+QcM2eESma42/qsdwRGCH46J01njrk43mCwUjx1Ase0Ui5mpt1gF4GN7bOPwwtPqZbKTq12vutrx7x0ksidArbNqdsmTOYSGK0R6rt9ACjJQqJj09/+XCjPj39wTjqXQP0/1YAv/eJwxw8Nh+cXuwSBD5R6tluHZ2CtNGsMRrjp5xsp5xctlfiI89r3n+bvRpNYti2IeF114+Yamq76lQ7FcaY26JASljtST791RrLPYWQdlIVqQdC2ZxtTYG0r5WwUX+ooCYNodQEztf1S8D2lQO2azb2fUHoCfvoul4CV7Vn29isNAkCYxk/cKztfG/fyZMoiXnmaECnVyNsSULpCqxyO7NcR1ic6zzwyuYoakmiFVHss2FacsX5A0J/YGtTEkGY2EDTi02pG0fb+u38IspCvsyKlaUqvizTnOa16IknSX1JkqYkSqGSLIeQ5LkET6ZIZR2qnZsSLtyaIqTmpXt6GGML2lZ7gk/fF7A6EG7+oVifxEtXuNYw1dDcen3E1g2aNLHfWUl7AWEkaeIT9ZSTvNn4CmdwaEWSeph0mXS0P5Cit+6fWgPwI6eWWW73v/8/v/9zMxJDSwlGQhBpRSKVHa6TufWkIHVJR2l7IRgDgeHkiuGDn22VlqP8Us5QXQV4JmOkhFCALzGZ5ssfbWTvuaxbKIyVHi5JEbjdDfwsDa1M3sWT1UPbLhdR2g7FgjuTJoGfaXQ7O8XOMtRu/ELqZpXbYZ1HFzVffLgBKiBQzh4cCzDXGsdVyywtWXpJ6pGkPq+/fsSf397n2fkmXd+nnthCKd8VSWV/Q+SWqS4YfKwsIMtFpJlzk2rbLuYcHC9RJF7qHJoU5Sm8zHpVqdsSJSWKNEJqlLADl6yM1DQCzbveoBHKuJyFqZ7ncsd+ua5cC5LIIxoWMVpkpMunZGZFEdsZU8xp0dpuHgaG0cqXZxo7f+z703j+fcrf+LUB/uk7HmYUJe9aPn16YsrXaAShG7oz0hAbSSxBG4U2XilQKD+6H6gs0M9N2yWQOy2XIyKjJqQr/rFJaU/auSaBMPh55s2ymp/Vfrsy1ey575F3s2Qs7nsC3896FpXbPcLJksCCO/ANgev6CfzUed52MH/gx0gZ8+wRycHTdYTy8gRJXidSLjt1P7VSj5F1MKVFXUqSWhY/f/OISy/os+/siEHiM/AEtdQpxcTk9e7SafFqw7B0y4QorRayqMP2Mv/d3j1Pk6TSAVzipRbgUqXusdhWRjonK3e0pAX1YKgLK9eBPLN41yO1vOYoi8vy+iOXRKwkEAvzojyIKE3tYNcoWZqg/ti7pPTf9zUZfDTsobUJ/st7/0JurI/oYKf6R6kg1gZfC2Jjp04leXZJkCIrfZPVYGKctceB7f7HMVzmrUrh5lpTZNV8CZ6wBUFZIZNXArhSBciLu8g3r/LcY9ZVH/jSgbwAd3EvOn+CUpOEDcYswGMT89XH6yyt1PEmFEGW5h5Pca/z6ysgNyU3RUuGI5+ZacnLrxlwx8MjukmdQapoJMXK5KXGTawtJ750JdC0R14UBkVe5anzwDPRAj+VeeWlBbire5GKxA0KkiJ7LHIQZSNAVnIVJYC7LPS6t7FMdl6uUbGZRcHglcFDdmx2FCn6w5CeWZYXXP7twfJqN5qZaq0P8MEgAvjNzdPq+oma3cAph6M7Wb4h79BJtSGFPPukKYpl8jqTr8XbpURBBmaVpYcdkKUwLsHgAqusW0cUAFcyG4VgT76tBRcVgNuGY+E6y8cBLtYBtpMnnsb37SZZVp4kBF5M4EWcWdY8ur+OUYHL/pWKv0qBZdkDz8Gd6+Ty+GKRz/4zqcd1e2JmZ/t0Fhv0kzoNJfCdFldZebCwY+EkGiGkfcz/ksyTaNXiJrfxradt84myj6my90RJK1GUsRJFGpdUy8BtCvbOCt5c2YQo2bxQPH69VTwLvIuLsgTwPJlYHKM0tSOZh5HPcsdnoMLrd6bJbwI/eU4Gf/aFAwCbH9p7WPaHdjcGJSwrCjffO7OdtDG22YHSgctPXvGTygtUOSFQlqYiY25hY3+RATovpiqNYBOlfssM6KoEdNct7rtCfi9nbxtQ2pYtmd+tHqewD31NmE2CcuztZyD3U3w/wfNipIz40mM+9+1tIWoegQN47n/n91L71xoGL9i78MRtUqY/CHj5lUO+4SV9PnxHRJSG9FNJzTUWexJUkvngrssn0YwnlTK5YsnH5NV8tgZE2kZwT1hNrgSpJ1CpnV2jtEalMge3ysCdX8g6L5mQpWGeRQ7DwTX/LmY8FClVkJYkSqlOqTJCLg+U7WzE1G33Xgti0uELcnnx4ObxSycHeDRcwg+n9nzk43+248ljXeK+ZTqwwMFYwBth3HSpgqmz6VL5GLXqKlRl7TLIRRXoeXdOOQ0ssrR3ael3UsV2tpR2i8jHIWSzP0pzQFw3eTEfpAB3HlR6Rcd9Ps+vxNy+l+Ary+CDNOG/f3qWSIR4UhFkteilHEjxG8v2XVWHZ0BPs7S6s/HS1EManx/95i6fuGvISlqjn9aop+CnAi8Fldi/GWdSxckFwTiplJjcc2TkuSFMnu1q9z23ImvbxpamxmVLDUpJ5wxppCqBW8rS3y2ScuWS5vWBvs5tjVwpyytXqOfqm1K3AoHdhmZmIsGvneTYicfPf/nNP3jZyurqs9NTU1WAa0JA/8D+w8NXLC31aPoexhXSZK61kBbIqjLwcmykA+dKv+fXaUV2ZyAul8Nmy3uFCWUhXypd87KYopWxd96Glc0AcfLE86QDedZlXpIlDth+aY5f4FsW9/1sNwjL3n4Y8ewhyamlGigfJYXV3+swd4bt8XHcOdizRmynL3VqrTA7kthny0zMxTv6PHSgQewF9BNBTQkbbEoLcun6PmUylgHOE+WAcUyeF76ZvIMm//tKW+b2sHMk3SRgpex0YCntPkt25Ju0zJ1boqbK4KX68SzQ/JoAX4fNzTib67HCPeNWdc9g0j6eObwx1ZwvhHx2DYM/f+AMYehz+pQdQO+rYlhNppUL1i568MaHX5o1vL2WwcvaNJMnxcEol2YW4C4P0SwyeBSSRYmcxZUqBtvk2387gFsG52uAu2hQHmdvT9ngMkpi/uyzTU4v1BFhJk/KAy1LWUyq0mz9di6ROyoZg2utiBKPrXOCd39Th6f/e4teEjJUIYPU1qZ42W9PKDGpcIGdxrpSOj8jGpHHSUVHVeaRG7eCuIGoSjry0CjtfpeUVqaUmkzyc5WPxzBVBi9pcVECwrpYL8vbjNEr8UpRrGdKiEoSgZR1ZlrozsLjWqfD/J/MAf4Xf3MHSklOnjhGIyDfCrr426Ionikxdvb63LAeY66KnVUGd7UMswySCsDdtnhFD2Exe1Cp0hQrVdxVNrJNSTsbJQO4Z9woiRJz+2XHpAC57/bzqYcRL5yAu+5vEIsAJRWhLMBWAbessrgpNWaWC9Cq+tJ1+aSSJPHQ2ue1N4047+N9njtWZ+T5NvEjXZyRMHZRlSsxHchdc6MxJfswIytnFmQzBj03oMlL3fxCJZEO4Erg5qgUwXRORLmTU8iSMpNTYvSvBfKy6Vbu6MkIoazRs1sqBCaGlHS3OP34a4xJP18B+ONP7uPaqy7hPT/3W2EcRa4/r/RH3V81gFzD2KL65c4JcOO6s9e2PuUypcLgZfYWa5m8BGypit2KM/2dzSJUGXO7qbLeGLiD/G6dk4K9tUvoFOD2vRjlRew95HG2HYLy7QZProNfCtY0OJR98MoJNSV5lyV8dEmLp9kOCh6bJkZcu2vAc0dH6DSgr0LriWdJpZJdaNP2xSBNMpBnciWr1888eA2ee+45fa60dco8bSVJZVCnLq1S40CvgJvcIy+XPZeBvZ5kqQC8AnZRYffsveymNRgZEQ3b4Xt//qdYOvsCs5v2WID3+0OeeHLfO2/7/H0/sfep5/G9tVm3/FGU/rh7Zr4WsqF0sEsHfh0AlGs3Mg1bBbYoWLIsUzL2loXuVo65fSXzsW2eGmNuv/ToGzzl9nr3iscidW2blnvDlD+7fYqlUYgIFZ4QeFLboFdWL87x8Wflk+iUspV7WTGd83wzr1e70tbJhse739jnU/cP6SU1YuUzkJbFi7qUcqBZCu5c4GmLRDQGickey9MMVCZb7LwUrRzYpZMwypAKe6xTWdL9omDuTKIUQadY57uYKsBzTI2DaLxHt3z8REXO4FbBZDhkxp/+id/46P6H43jwEXAMfuTYKWq1sHn27KKv04Qg9PPiqHNeUXyd21hQNd6sWjgnha2VFe+PSxMhQbm5eVWJUh4/VpYpme6WlaSP77sRbhnA8+eZFZhJEu3AnuK5xI7vJfhhxIc+E/LwMw2QAUJ51JSpBJdCjq9I9seJMYRXXJS8fntsJ4U0S9/73HDZgHe+pssHbqujvYCBDKjlia5SAF4GVuZegJMpFtyUdHh5bIc2js0leMaWYSuXV1C6DG5RakrOGLywdMv62x6LEsAhX8ULPKxXNj0G9vKxKwG7MDckSRLR7Sz6nZUTzTSJyAEu8ymsLjkirR04Xhv19Zj66wG8ytyisoyXS0sLFizN56iwd8bcssrgruO8HGiOD96saO6yJFElz9tzfreytqCnbOPy4rLmi/e3WOzVIPTxhCAQphgPkfnRUqxh8fVuBWuXg72yZahItSKKPaabktfe1OeT9w050wmJlEc/FXmTcH5cct3rgs2SaWhyTQ7a6KJf1n0PzzkqSrlZN5J81F5aCvAzF6s6CatIOuUNEaV4oDyfsTz+o5As5mtjfA3ARekY2ss4TSXGFDVLAN6x4yfYsnnjzk98+o63rK4sUq/ZuFPnQt4U4D7XF1gnYCisQJFfoBVJst5r5xkXiZ1ipG/WvZIf2OyiHJMnSq4DbpUNfzdrQJ4zuJ/NUSmPnHAMrhICL+LwWcG+wzUwQV574mXB13hwzNpkVnY013VRdDWRkTcOuwIsjcdlF0RcsHnImeU6JrUsHqRFeUCW2SzS5SKXCgVVZTIFx+qlxnDH3roEdM+Nv7bsnclCQzp2UWWkI7Rxzlh5JbHfq4i/RAnoosTia+XcWs40lRbH3BEygiTxOXt2mebM4C2XX/Pazy0unD7qeUowikYX1wPeMuwtEwbKpujzUhJRWUHOxUjl98tfco3eLgG/YhO698aHzRQHsWDuXJpInHU1FmCOgduOcFsLbi/ft6aQJH726GV10Sm+HwEJ9zzeZN+ZOoS29jyQxeyT8fY0UfrB5+KF8rKbS5SKVFG5TImGPrs3Rdz8kj4P7GtAGpAoj4GWhOlaF6esg8mAVAI5ppwOL2VVpZMsyl2ADtTarVC6RC5FllmUZIpj82wVowh8s86fgsxMCSeC8VV/Ld7KF0TB5kW5g8fpUyvM7TBviUaj30lSjnq5PhTFRkLGUFpavg6Qx16I8ktRfPE1jkK+fIvSdiMFqDPAK7fkF0GmqLB3FnhmPngO7nw2YdbmtQ5rO8bO5ImXyZNs9IQX46mYMIx47Ijkzz/fYhQF0CjLk/WAlfnR52akypxtTcVNqTQnlJqSJ+se77x1wN0P9Hn0YIBRPkMRMBAu2EzLwV259a8czRWZiqKkQhfTEZTMV5XswtWSnL11SYrJ/PzYqumyxZudT1yJh0CUvk9BchmTV+VKAaIynlwufV2SzTLevmcvruza8VZ7A5TvcfD0kOdPJmyaCvBUVQ9n/8C5WVqs+4UoAbrK4qLCdOOgLlhc5AdS5AB3Q9tFIUdkFmipIijKBs9nzJ0DXGWd6Y7R3ezCXJKoFOWlrrMlIQgioiTlc/c1eOpoHXwfIVRRGiuMC/CcezD+29YBeQXc5RqeslTJG4bd6AetGI18Lt8Z84aX93n2WINBEqGlx0ArgrQoZVCiJFUqf9qC3OTLPEV1s2NsZTRGOrBLiVGFdZg5K9IIpMbNgTeV1TWfnaKrq8gacjsHPsokWsWbyd8Upc+K8g5DEGouOb/N9o0raNPHUz28L9z1YSabiof2tlnqK2aaJt+RrNw0Oz5hdD0LrALk0pdZX39XgZDvLlACe1YHnksTUWZvSuxN5TEHdzY+uQRyrzQn3PNSZwXqymPB4DZzeeAU3HZPgzi27C2lsPJEVEtjs9imskLlLkrVDatq8XE349zBZqum+OZXDvnYlwbsO2lZfCQlg9SxuDYobRuvMpCTOnmQZkBxTK6q38NTzptX9vtIZx0qKTDSKh0ti/ofKR3YhdXeVTIqgT0//2XrsIqLc5OoqWIpv0Ack5fs0cDXbJwZcfDQV7jz4QOEXoT3kdu6CCkYDiLmWqIoYBLkTFkppl+PpdcBc/kiyJaqtUFl+T1RSBSZReZl7V3sQKBUYRWWWTtrAvAkbj/IrLunALrnZROiCvfEz7tZkhzYnhfjq5jEJHziy3W++nQd6h4ID18KfFHq3BnPYK7R4qx/K42Nziev6nMEnKlEK8Vo4HPTFX3eckufw39RZ6R9dKoYCB8/tXaqypgzzY5x4ayUmbx8tWWaW6nCF1dG52DXxu7eYdzvzVi9YgKYEmvr8ZV5rRoogCoqeKniav04Lvv/a2NQWJAnKax0m2yb7XPRliPW079iRx2lJO22YXV1iO+L0okTawMnxDpMvfb1Gu1NKbBcA/CxnQXEGGOXPfASqCoFV8o2OhTPx+6elSPeOneliqROJk08leB7MQfPCP70cy3wAhA+QspitFmp9zI/0ZyryaEqFMqpZypztMvp+1LSx7F4qj107PG9b+jzybubPH/GB+kRp4qBlLbKMFtVSom1PKgbA3l5/yNbFSoqr6URGGfHSmlT+tIIK1kkOailK3/JLN1yPVGZxCp1KqVzXwV42TcfA3/posi2ibTHz2Zno6jOaq+FFzQxWuNtmHS2GgKT2PaD8peRZfCWA4OyRqosNaUL4Bw/ogz0fIXI/16xT0yZtWV5aVRFYKeyGYAuqFRZu1q26Wn+PAsoTcHaedYykySWvbPMpfESPv6lOvuP1sGzQPKkCy5F6fuIAtSy/PsoXfQV5i49NVlNvcg98WJW9ni3jx0OFCc+u88b8i2v7vHbf1EjVjFG+AxTiS+yFHtJFiAo+iKrIDdGgCrt0JBffFaqSAPGaCtFMu0tDUa6/ZhKybj8uaayGldZtypTyrKkAHjmuqyvBvKCMvd3tBAIbYhjOz5aKB/l+Rg0nkAT+oEIXWdL+XSMBwfV5aIE2nWkyrksQSqgrgJbZICusDhVgKsyg5sKg6tsmHtZfytT8rd1Lk88VfjdSqYUQzsti/thxHPHBH9ye4vYzVwR0gaXuf+dW2PutziUi/JZOYdEye0tivLV9TS5zptsXbCprC9eDxTf96Y+n72vwdPHfJCRbZRIpZVPGYtnYEudVCmD3NY+r8Pk2Xewx9cokMYgtUTJYosZKQzCafBy4Fk4YmWwj5FbGfAZgL8GvrLPdb4qFcdauN8HECca5Ul8qUQcx6gPf+hDu6SUf/rcvhc2aa2RqmTB5drWvSfKj2ttuzzoy16XdvAqBkbK0n8vUc7Hzv3s0rZ2FX2tsnrvDLwlS9ArXJIsY7keuK1bUi2osnc3Q9wVVAVehJIRH/hkg9vumSTxanYEnPSoK0PdjaPwlR1J4bnO/bw9LsuklrKqSsq8Rl15Jdcnl1nZ7hTZ79Wl7ViKEdF5Fw2amemYhVXBPU+Gdg6KsJOnhLAN2msTTsXqm12A1RlMVZVerDJmbXDMOn0AYxsZVEYMlu+6/HrtdOJcrlW2lCxJOF39/xQ17cV+P1dfe9N1L3/l62/37n/w8cax4yf2tLsD6rVgbKko6aCxiLcgKDF25Y1LkjJ7izWyJJNA5YrBLArPrvwie1mwdrHRVGnDKVlIFOUZWwTlQJ3tz15hby/NJYrvBt0oFeMHMUfPCv76riZD7Vt5IpQdS5G3ylU7jDKZUk6IlVkpe16RAhVGF1CWKfmmXaLSr6mVyqVK3Vd8+2v6fOhzTQ6f8UDGGKEYaA9FcdxtXOCCzmz5H2fyXC8JjDJ2S5qMxRFOj4MyJR0uQRiDEVbK6CzBY9YGl+XH9V01qpip4Mnkx3T8MbtkCwkjQA9ZXTq259jhtOH1hwmDUUqS2KVCqbXSI7+2x6VKmRXEuQC/Vo6sp8ErgVoZNLk8MZXgUpbBXQF4tueMKYHbMbjSeDKrENT2AlCJm/1RBJhaJfz+pyd44Zjt2EF6SKEIBPjCdvirdU5cwZRl5lxHn7A+u5W37Sg3QeTz2HOZIkm1nRa757whP/rNXf7DB0LSNAJhL4A+ApUHnNYiLJAsSs8LTZ4zswO0yrPZ9phn31OWmFhKmzXXxlqC2r2nRaGXtRgD89gxGzcjqvFbaWVZRypnxWT5f6sgUNlo6xhPCruMZvuaC1k6JSUgl6+SKouLNWDO/xshbLvbGKizehPBeInsWs09vvelLBU2lbV3GeCqlMwp9urRFsTZo0pzYCuVoGSCkilhI+bxAx53PdhgmLrN7KVn/fXS6lGkqU3loi27BtUjX70JUVruc7AXO9FVNLjRbnJB9p4FcZJYFn/NywZcdceAx/f70IpBeyT4DIVtbauU0ZZYtLx+5E0ECudKiBzsyn0upXHBpmNz4dhcONA7TW331akCuxp3UXzG+kBf45GvB/BxXOIG0TrnyRiJNz3pMez5zE76+K4PMwt4xqsYK4w+Zrxnf6j4giIHc1aHUGG6Ullpuf6kALYZkyem1K5m3NCb9RlcjYO7HFDmj+49Nzjf82zWcn5Z88HbJnj2UMHeQlh3whel5E6lZmZtEFU+ZutxeCWbybjWLHakK+pSZMU2TFM7aSxKPC67YMS739zjxAcD5ntWixshGWmFL1zwl3+XLNAss3hWwlQwuSoV2WljY1HlQJyvOjmwHdDdudNZACqKYi8tTJUExoyHc4F9fdVQZopilcmIIklgYUWgagJv6xwoLVg+KxnGiii2XdaFT7uWgMp2Ttk1yAOZ0hdeL8lTibTHQV5m6wzoeb1HaaKTKHWaqGx3NZPP88hAXNzLbF40MqgssaPsQM07Hwn4s09P0IsDO0tCeEiRNRULO7as1C86/jsYA3vBDBXCLFLkTgNXAjeDDaQqTF4CeqrQMrXz+RKPRj3hX3xznweeCfnLOwNQTqoIwUBLVFrU2hfsPV6AVcC8PLNFOW88Y3UliwkKSjppIjM70aCFGy/iMozgCrEc0QlpG+lyu5C1x2uNxj4HuJ0Fnl+IqYYo1qy0E6bmE4yf4p2/tUtN9Dl5NGV+xU47onSVco5/uGD0am3AuL9ZtQfPHXjkDay5DjcVvS2F87+FrrB4Vaa4wfg5i5fuJSuwagsmeDLGDyKOrhg++oUmS53AZS19kNIGl+W6b1H6jiVpVQl6SuwtxlZCQ17tWXUissCO8jaMuNnrurAMTZHCl9ojinzmJlO+/fU97nu8zvEVBTICIYmxxViqVCvDOQqwKstLqRxVYXB2udPgFrzWKnQWp8yY2+lvk+nwTLI4QLvxI9WxGrgVfp1gUhTHMgNd+Xn21bWxE43jxLDUTji2kBL5Gq83kHR6kk5PEKdlJs7YqEo/6waga4KCcwB9nSW9MgtlnLUrjJ61SZXALQrNndlonlwL7gqTy+x5kutvz0sQMuXLj4Tc9Xjd9rVJzwWXkkBUu2ZU6buWJVf5937tTE8B9DLIM9eiEmxme4/qqlyx4NYoraxciRSvu3bEK6/r85df9NFpJlUUI62KYBODSIWrCHdgF2Mgl5T0t2NymTF8BmjXFSRM/r2FwKbyHUEKkenyde6GPAklHAtoxmWLIAsi17L4OgdV2BmUEw3FRF3QqoH3qftCzp5RnDycsGlWVzY3Gl8mysAWY8/Hg4KsabmcCS0SImYNm2fALrRtAebis6L5NfeHVXl/zBLIpa5obX8sFW9HkrngUsUcXYBPfqnBSjvIa06QEk/gCqtMLpPK4K6AXFRxPXbs16K7ZBeODwJaU6dtiirDVEubdHHWoZKWxacmU956S58HnqhxaMmlfIVCIxgKaVP3mVSgEClrO39srJkB2g5+KkkWaQNQK1OsvpaOzTM3JevTNA6keTHamuNVBvk4SVbrvzOmLz6rangl7S4dV85KbrohZeu2CK87NLT7hk5PMzupUYGq+NEVkJf++Dj4x/+bnMkYZ+1q9i93IuTYsl+pOy4lO3IHJXuvpLlLm8EWMiUtMXf23AWXyhZVRVrzu38+wd/c3YTaGHvLYqBPVVqZigOUB9T5ErgW6OsSebUwu2BI4+aY6LEalbyc1o54U24MstSKeOjx9m8Ycny+zS/+vk8/jcnGTifaZ4iVKkWtuiGusGOR0Sy62Z03LnODBeksROFEcAZk44Bu1sgUx+RmHSanipVzYar4jiaXLQXWXD7FJf6mmobJZkqznuJduFEQxoLRosq3ilZqDOBUv8DfGuBUQV2x0dYBdva5kkWXdhnUBbApzcszRRDpZud5Y3Ik093Zvdwp7wUJT+3z+PQ9DVLpW+YW2XB9Kk0NldJYyr9PrM/gFUSvhXfeVU9ZppRYXFNU85UrDI2suCrSafE0TVE64S2vGvCh24c88bzCyAiX6iEWHgPttgLM2LskUTKZRC5HStLEXXxKFNekEhbNwoCRVqcbUfRnGidDjKstKgJLUwJ5qYmhVPFYHMtMSpXxVX1PuKAWAXEiWFj1OHamyYgJvC0bPETs017w8X25dtb0mAQpX03rS5TqaLYc2FSBvhbYa3V3Pj1pjLmzbbuthLFAz6eh5hq7xNxl9i55356K6Q4N7/90k8OnahB4IJ01KEVpHLLJa0/WlMWWGWiMBM4hvXPiLjN4IUmyAZmmIlXWtrNl1qFCa213btCKJPa5YMuIH3lLl599n08nkSBi0BIjJBEy3x0taydbP9gU2ZLiwOwgL123j8n0tnHMbtP+xtm7mfa2erzUYSQLSZIBuGoZljW3cGytx8i1yMbmKkELdCpIElhpa2bPQqrAm5vWmMiwMANx6gaolDln7GTZf9BUQV4BeHGyZRn0Fc1dlimmIlUy3S1KAFeZ7i3tSyNzF0WXHJRClhSedzoG6gQlY5RM8GoJf/gXTf7qCy0Sz0kTYXVr3pJWLlwa+57jYLcXccFAWaAk1kN6yaWq6vCSRMmqCrXbiiSflW3cQHvbaqZTSSoUUno28IxTvv0NfZ4/5vNbf+72FDe290zjMxLS1nK7ILMAt8jZmgy00gFYZrqc3P4zDuTGvWeEyJ2UDOiZbVgElwXYpSjAWpUqRSNyRWvnT7LoocBdmq1AGtrdiPmVmKCR4Pme3ZK6UdMMY0OSFC7ReuflnHZheVnJr8y17xUrxNqAUmTypBJgjrG4KJhayqo9mM+zVtnOx7qiwz2ZIqUNMIMwZt8xxV/c0WSp60OoXGDpIaQrOxXrD7SvyJR1VrNKnqD0uB6Dm8wzNEWAVzgqRTCXFxZp1xhcTv4IK1O01uhUkUrFXDPlO1/X4zP31nn+hIIwBreDRqp9BmTVheNBZgZ6C95Ml6vS987Y3IjS4CBpa1GUkykZ0KWTLuuNksjkTIEdsQ6LF0fQVPCXJWkK/BkDSWoYjgxRpIkTg5ckPnHiobXISyPLJ6By4XwNoJebQddaZ2MavCRLKiAvy5ISa+fSJAs2la5IFS+rvMvLX0syxW317blUvCetNNFobv9qi/2HQxuZyILBs5no2XaA+Vy+MmOXT0o5BhGZtuVr3sofr3VSxjp91m1pk3anBi2RUua7JkuhkKlHnKTsuTDmjTf1OfA3PmnqdKG2ejzBYyhs2l1oBzTtYKQEprR7gcqYHXJposq6m6x8NruGjAssRW4Xyly6iBLAS2Mk1sNQLiHWmVd8jlVRayt1w0BRrym8HRde1R+l6oWUA1ekOrUW4Rp4r3OC1gk2q19urJukJE1ExYEYm3MnKGZQl2VKibFlyS3Jt/R2xVMW8GkhTxyoc1tQJfi1hE98JeS3PjzB8sC32tsFlkVa3g3XF0WsICu/oRpsUgL6utpu7blYaxOWmChjca2tTCgPBjJaoMV4vbhjcOkKsWLNTE3znu/pcOi0z6e+JKFuwZ1961ionMlBWNRmIM/HKbiyDQfifDhlFmxKMLoIMHP/W2ayxQI4e99qcCpgzydfUWbxMU3+t7hlsmZ6ssHFu3e+cPXVV/bVBefNLc/PL72QpObdJo2KGmy1XtFT9a7GPhc5644VSpXKW8efZ9nIQlNX60tyf7tcSFUKKL0yuEvNC6pcb5Jr8Rjfjzm9JPit/zHJPXubdp6bDEAFID08JahLQ1hqbCjPPilvm1KdTV7MSRwfSLTemAtRPoaiXJqwtsisctyzCa4lAihej80mxDA3lZAYw/3PBHT7Y75myU9xvVy53bnutemQV6E/s/Y/MmMfFY+levHKhT32frlOpxKAf417CeTTU026nZV3PfLww494Uim0tlO/pXRJPFkkAjB8TT6vXm1j2nuczcsBZmmeXfZaCVO6SDKpUpYj42w+np1MyXYCsxo8cRIlQUqbsYyk5s9ua/HXdzQLaSIUyBJ7y2JiVb6NylhAOX7PjsW4o5J9UF7xqj5zlcHzGdgVieJKZktuyhrrUBY9nFJItLSdPzJO+fbXDXjqsM/vfFAxTGXpCwobdOYO/lomNzlgTa61FdbzVpSKr1zZrHHn0zinJnNTskrDcv0/eWBe1uH2gFXju7UIrFTQZDJIZLYmaK2NUgove8OOTNYEflETUC66OddcwmqW6dzB5TmlyTiohak+lvS3lOMBZgngWVApy1Zg2fuOQSR8+fGAD36uxSjxbFJHOJBjB75nwaVyEqXslqytPVnbRL0u852LGEpny5JJSXvjAkuce4LJgWznaGZjkLXbgUyipWtOFgah7S5oSeIRNjTvfkOPR58KufNxt/2HkDkqtfEYGWG1eAnkdtB84ampDBcug2m/snEyJQO4XWmsbCkqSM2ax+xCKB1HU2Do6yi8tSzvvHcl7PYrNjA3eI1aao+wTvBEiqeKrZ+1MXnpZh7trzlLa+d959ppzD0ZDzBzYAuTp+8ruwdkbC3GXmfOiSgBegzc0gFbuk4dz0s4OxD81ocneOZgWOyWLD3L3i4tXwzzKVmCJQBXLE/W3suHZg2TjzGQOdd7a9L2Zk2wWdyz/S+dFhfGAd1ah0J4xMOUK3bFvOd72jy5z+fMoMriIEjxGEpn4xmDnZVc0uQ4jY09NmWgG0wO7ozRrQ43LpO5FujVhodql32ZMMvPx8cpGwfirJLQYBBG0+ineH5Ckmq8iy9sIKRHMhow7PeJk4BRJIkTaTcKNSB0dRDn+ky+DtBFVYasYe41W2CQy5IKyHOA60pwuQbcebayxOLSet9RaviTT7a4+4m6baTMspbSw+6ejOvYId++MBsDUXF/yrAYlyklVi+fnIpjUllbq9KkYhWuW5tSAN2yuSMiUUgULRzYhUJLjTaKVPvIyPCaqyO+91u7/PZHJaOs40DnX5xUK4bZt5ZrQa5E6TNNztzK+eU5wF2tv9FZmr5qFebMna3mpoybEo7GCbVyHE3ei5mkEKeGKIHe0FCfarKhNoeJErzLr/smpD9Fb+F2Fo8+wWp3I6vdkHzPwtStZueQKeMpfDHG3Os7KCWbME/XmzXsXaTqXbOtLBI7siRL7GdVSaJyzztBBglPPBPy2x+cYBi5bR5cQqfinJTswPVa0qo6vDyDey2Y1z0151xvSwyeg35cixesbbTLGmq7r7uRJR2eldIKiUwVWmi0UKSJohZo3vOuDnc9FvLw0woTONFqRL4RROJALsogl2P+eCkBlP1oQ5HJzORKxtiFFi/2ETICOxyoTBRr8HSOjatM0SCSaki1IYphZSA5tjziW7/tCr7vba9mYbmDd2y+RaMxwSNP1okXR1y2c0S3H5DVDUhRtOqbda6oSoAwxtxVPV4ejl5i7or+1mtf52AeexwLKD2VjgE9wRPWHjx0wuM3PjjBQj8AlYG7yt6F9jaUh8mXs5frMbb97dW9eLIPzqnIK5G/07nryJI8hY/J5tdbi1CWpEklhS8xUrum4KJOJRUGIT1EoplrJPzMu9v87HsVB08LEEl5TQJp/fRRmclL1qHR1unKg9DsGsk0uAtAMy2eXbgC8o3Mxtv8cgZ3K2b5qIlziIbxXtbUCLqR4ardHV53XcK2zTVmW0M8X0pqniAZBZxdaLFjNiSOVR61Z3/UJWfXiv+SjpKl52uylzhJAoU0qUyG0mtYPN9ZV5RZvAgsc5lSdk5U5pqkeGHCah/+4/sn+eTdDRK/qrtxIxZ8Me6aUA0uxy/g0gkrXouKdCkE5tei7mq63v6PA9M44IE1afwKo1t5kmqJEMa1iNm6cSEMOtVoPDyp+dZbhvTiNj/1fytW+06baXLJYqRHbKTb5aMAeZ69xDI1zqN305jJ97sSYg2TZywuM3liqqQBrmhLFBxRZvTykSy7e0Jk8yhhuq7ZOqnwZYBO7IAkrx5CrRY+f8GW4FOmvecth0/28X2Va6HsJl2hTUbX+UZupaWkXDxjbcdMTxWAFhQWYFWmlDcYLQPdsbYLKKUaA7qwAWVFoghbBmuk5uP3NLnjwTpJZu5n0gR1DvZ24Ha/bbxfdI3mhip7ly4Ayp+ti+4xRiqduHFfuMxWtnPdAVsWDC7yxJB7raWVKFLaOnKjEKlHoA1vuGHAt74q5EOflejUXdk6zpFotCCRglEJ5MbVwBrjGFwYpJMmSrhNykSZyUtuyRjIRQXojhRL5OAGW61JKBpRPW5C2J2sQx8mG4KJxi6On6196jrPf344Mnhbt27lU7fdcdT3Jz51Ynn7W0bdg2ydk4S+bf0qS46ci0Rp96ycqMpLuK4Cu1IxWE7TZ06KWUeD6xzwxR7pY8wtCrdEyRQpCr9bo/nYnXV+9Y8mOd12ewfmpbC+873JtXfRTGwq3nf++zPWdktr2fs/V0BZqUEpPR2LM6vuQA7y8eRGMY8kK6XVojqNVghpG4B1JgNNXpyVCoXAkGKIY83WiYSf/8E2/Ujy8S83SXT2I7KZD2C0R+xsSZz0yCVVdjB08bzIaLrfJcitQvJAs2D1nNndb5aZzB8LNCvYM1XyEMJa3IEnmGzCLddv49ILpz715GP3HL36um+we/Q063ZT1IkGpINsZID9IePNCvk/zNgXKf23mUTJS2RlVXMXYC9pbqfNldT5Drq2/1KPBZqFeyJFmssSpRJU9tpPObYo+dBtTfYfCqChSuB28iSzBYVZk8wZL6harzy2cFfKo+qKMzFO2iJH7/pAz8E+xtjF63G7MEvf2+20tbDgz9lc2/neItPgwgacwki09ohjw8XnJ7zrzV0e3htweEE6qRKT7zroQJ5IwVBn9Oz88VyCuEZknXnjRVWfyQJQYX17icllyHq2YZql80uPCFP442Wwlx7tORIkiWa1p2n3DCO79FiAX3j+FoIg7EX94/GR+LDveZksKLFvSW4UTD7GcGuCy9L2cpQ1d0mWyGKHXFmRKYX/rcbZOwd3kZ6XwnneXszZruB3PjLB5x+qQ10VmtsFlZk0CaXLWorqpKrx7cRzAK8TYFYAXVnl4JzSZBzY5TyDKVIra6QK69iFjsEzZi+zuU6zc+H0ubDSM8WOfksHmjddP+LAOzv8+h8L5vulL553DwuMVjnITYnJrb6wga9yV7ARrinCMTbCHvLsYpAiXwPsRNrs83XAXckQu2RO9r7MdINzUqLEXpFCTcYTk5t6amANTwlQr4e865Y9H/HE0ns3zPjU/CSfDlXoZVMBeyXDuEZmjNVyZ1JDVP/NqhVoxgJHU/K5q45JAe6q/vZUQqwMf/SxJr/3Vy0ikwWTJVtQKsDO7vMxueedyZMc1GOJqUKKrTPnnOrjOHWvh/M8qByTJ2UGL5ohxhm9SNeXazXse1ZvmzF3pSjMUs4bt+PfPCH4iW/v8f1v7VLTKegETOIeY/eYYrQhMTDSEGlBrCExgkRj7wa37Yp9niUIU1PMDEy1e+0mdqWlmCJrzVtzL71vSu+nxpDmNiEMRhotQk6cWXnvpZfu+UgQhAWDb9m2h+cf/X2ElCORCFZW0goryVxvm7ETWdXoBYuPJ3iqgWS1glCXtHg5a+kYuyJTMs2tS9nKJJ9MJXzN488FfOzuBlHiJmOKcZCXUvKyytxla3Ccsde8l7FDibnJZEop0Px6JF5m6wLwbqnP2bnQ4bltmD8WgJdOl9tBO/ZRZBJGW87L3BWBZ1k91Xhhwtte0+fuh0Ieerae14HnmyRnTo9WVpNDnsa3jolNzSNs8Kvc89xNcf9ElvwxJWlnMAWT6/VZfJzds+BUZE0WQJIYEkKMNzX6uf/0R1x5xcUFwAHmtlyK74d3nT516h1SiN3jVh8VAGf6Z31gF4PPSxKlHFSu8zz3vEvet8wBPgZu91yK4lEFKY/t9/nZ35rikedCB26V24EZuIUQTnsX9SaVNrkSe5fBni+VFZmydjuOcbnydZFNVuxgxhi8VORUfi8LNl1tiu1kJ3dMhPPAtTF2Sz9ROCo50DOpopVFyshw/aUxv/6eVf7NfxU8/kLN6nEoMp3Z1ezkSv5ZpsWd/laZ3ZjXqBRuSqa9kZkfTp70kSZraauSQ3Y3pedUAG/yY1ivBftvetnVdw0Ho/zY5gBvzt6IH9alkV+VMG/N/LKeBso1A5nvXQF6SYPntmAOEj2Wlrcgzl6rLOisuCcakdmDch1Zko198FMiLfjDTza5/4k62lf2p4kSczv97QkIReZ7m3Wdk6ximhKg7e8ZG8s2Jk9Kn/ytwF1xU8beM+X3x2xCWZIluSan2CAqA74R0i7xjmBS564IYxBaInB2sNDI2PCKa0b8wFt6/PRv+USJsMFJxuSwBuQGWyoQOC8cIYriK+yKonIGd8zvklaZeyLJgkkn/bRZX4tXAs/xQNSubhumG/LNr7lW9vv9tQA3JgXDkQ1z583Hg5O7knhAvnnnOq7JOOC/njQp6pXLnneZuS3AVQngZRbPQC5L1qCUdke0FPj9v2nxsTsbRJ4sJXLKKXkb4FjPu5rUKbb8qAJ6Tfd81uJVYvVxuv5bxpVVrGfgPqfmLqmXSnOyc+mM2z8nY3MnbUTmjeefy9xCFEI5oBeBpxcb3v7aAc8f8/j9v26RpKJoxFwH5KkQRFlWswxkXc5wuirE3FFxQWrJRamCvbrdYPkwnwvsRhsmmg327L5gHjiSpDo/vrmMrNUnOH3skWdn5i484gd1C7ysGSEPBMdLWjNG1pWgMQd0xb8eDyzL+lqPae5S2r0E5oK5izqTSMN/+5smv/qHE5xaGkvF5+D2wEX3ZWmST8wqMXFRbzKWmgfK3d+VwLL0WZEb+PptaxnCy154Ob1W9sQzg3k8sKy2s5WGBWlZDJQvbUtY7gJKtXLvK7Tx0Kli60zKz/9Ahx99W49QJtiNU5PingWhxm6ommqIDIy0IDKC2Njg0840zwJIW7SXB5XZ5+YcgWUeMK8NNFNdvJcFsGlqaDUbXHbJhUfuvueRZ6cmJ9YyOMDk7IWAOTO94Xy9MFqQmb6R2RVHtp6Ul/BqxrKQKmM6u8zcZfBnS+Sa2hPtZI2uADsHt0yRvuGvP9fgP/3hJPOrvs3XVmTJ12fvwkfNSgrWau3q3MHs/bJW+bsz97pYzxg8Q3ee8Cnpc0pSJUsGZQkWQ1GA5erILYtLy9ZGIl0VnnBMboPPLPBUJJFh81TKL/xQm8WO5C9ubxQRtUsA5cEnAIpUl3aKEOSd9ppi7ovS1YDTMnYRe5RrUDK2zpNE7nLPZFvG3Flti0Fw8Z4L9OUXX3Bm/ExUAK68AIz5aV+lL1NK3GhM1Qsfp55xD1y6ITFl23AN2MdliSjXnBRsLqR2iZ60sAdlOajU7D/j8Td3Nphf8l19dxZYygLoUhYZy7HAUrmKuHLNydcri5VVXK8FfvlDzgH8v4W9Ukn4ZM+zgqYxmVJmcVGSLFoIpLbZTaMlGkhFJiSk+51WoqBVvvynI8PmmZS3v6bPQ4/5HDgjXNCZFODOwO5ArrFp/axWJfPIKYPclBsosovaNdjI4tBkJg4GUjIjZyzKyXxxDFJKEi0eDoLgp+UYUGX5Rb0+wdKpe6LW5FatTQ0M+SBLVQ4AK7530Xc57pDkGUlVZmxdkSlF0DhWZ1IBd1KVJqHm4BmP//j7k/zNVxo2Y1ORI+UZJ4Vr4pVT8iXNvZ41OJ7NLCO2Kl3K9d+iJFGKKyNnfFEw9fh9fWCLqheOKKRM7jWLQvsasUayVOaM5++XfPFMorih+vY9RTqUvP2VA37xX7a5cHMEUepkSQI6dR55Wb5ojLFyZahhZJxXrsnlSJrJFV341/n3O4cXbsZeZ/+/RLtJyECrEXD+eVv0Jz//QDQ1PVEBeIXBATZsvZE46n+oduTZK3R0YCLwrNNRHDS39VzZYclZb536klIAWWhv49yRTJ5kF05JfwuNXKO/E1SgOXTW49+/b5KP3tF0GcosgVO1BMu6OxteX40lxmu81++7rIC6zNSCNUxd5o/x0PNrkXa5cbaM9iLIHNuJrfJoAzubri8mYmkt3AXo2Nq4rVCEgUy25BLF1bDgVeTnu97Qx1fw8++b5NDZEHz3Yc7kNV/O0QAALNlJREFUGfsawMMgSfLPS6W+orALsz3uq79YVHhasvZWdpLyriEluGDnls433Hz1h1qtxpr/z5p/p9aYIxou//EFu69dnmiMqNcigsDuQibdyIAMzPnzdWXIOQLKkuaugLucsVwDblcKG1pw//z7JvnrLzTQMqsQLNWYVDxvCvYWa5M6VcenwOt6SZ1x1l5TbJU7K38/NX7uOpRSFpNywCkqQZnJ2bDM6FR2Jst7OPN549lmszJncG3sWGY0vOP1A37lx9tcsKnM5GnB4Dpx+il1TG6znpGG2AgS4zKdBrcNS5bVFOsGluOd8uUgXBuINQwSQTeStEeKm19xw/LZhZU/3rppds3x9NY7yBMzu4hrXkRHIswSnX6DwTAkSe0JzDNLecC5Xj1J2ev++pq7uAA0slRIJbKmYT/l4EnFz7xvkk/c3SCRY4CmnLWssneuuXOf21SAXCmqkqYCdnsRizWyuZL8OcdnfydgO4Yuv85OcSXLOS5rDFBaWbWxVmZ+MZQDTW2jM8vq9j3tgk9hjHvu0GZ75wGDEinf8boBvoKffd8Uh08HBXJyJqeiyQ2Q4C42l9EsHSH7xbMCrvWYXBQ/LyOYDPSpFnRiQbuv2bZpgosu3BFdetHWdY/reisBftAanFnsvvuBw1f2v/jYkNAfAJCmxeje7ACPuyZfC9xrNHcJ3HmSp+R1i1ITAz586AtNPvOlBokZq+0WspAp7nXZNfHK4K7cx4qqxi3Av61UKd/W0ypfE9hVDU7pda7Dc2yLNRIl16qM24bF7slGVz/LNXj2vDQGTmuFMcqxumPyROEJwzffMuBdr+9bCs3YG8fkeq2FaJyNONLORsxrWKyVeC4mzzfEqmDMniNPWnemnyS84qrT/Lvv29JXov3uqcnmYL3juy6D/+XH7zKz0xMHnzu848CDj2y6am5iyIaJgOFI5cVWQhaHPa9TyRyUMXArl7HMrb+SHhcV37sMcI10LWfaE3zmnhp/fnuTQaoKOzB3TTzGpYlPSZqU5gsqzJhEKdyTcbkyXlMy7pAU2rrQ2GV8fz2zpJzkyd4wpkRXpfdMOf5ZJ0gtalJM7qQUrF4kfYQpUvvZ5lFWj+NYnJzBkc5OlJDGhkaQ8t1v7PHY8x63f7VOmk/jJPMFczzYPk57PrQRRFnLXSkRhBR4uS9aMLeGajVhJi2VvdzjBK7aOeB7Xx9w49UbDwQNDh7ed5dZ7xivC3CtJQf23Xd2ujb1w9/2DZd+dTQ8Io72mvi+JvRTAt8Bk5KHnAPfBotClBoVKmDWY7o8kyLZZwW4PS8l9eD2+2v8+9+Z4rlDgR03VWoYHtfdVHR3lb0VZYdk/aKqMoOXM5vkF8TaakIyl2T89vVY3JT+G0OlibzM1Pl7pYzm2kBzTK+XJUuW7MmlCXl9SmYZasjjqmytEBh0aexmEhkuvzDmV39yFWMEn7+/bgPK3JSmGnxmnp8DeZzLmCL4RDiQy9IPJ/P4TX69eNLge3ZXx5mWoR/XOL54qdl8MvnhMwtfPXvzDVeue4jXBfh3v/0beP7gEWamJtK77nmEv/nMGV56sc/cdIpo2K2rUeWlvFw4VZIlFXCvU+8tU9eV4ySKqNqCiSf47H01fvG9kzx1MByzA8eALmwZrCSbCvv/tvfdcXIUd77fquruSbuzu7NJ0irsroSykEBgsAk2+IjGH9sP7Dvs4+A9P5/TMw7vfL5z5g6DHx+fbThj+zDY5xxx4Dhs+JAMBgWQCBaKRhHl1a42zc50qHp/VFV3dU+PtLuSEOau9jOfmamu6dnp/vavv78sws4MoYQOzZmGmRBIpSMx4CY5eR38Rrzc2FIP5CK+LYRWTLlKFOFErTsfxAB36PiBUfk1CqWVnBsggocufKKKB8FwCImQm8svJIpKAEBQ9XFqj4cbrx8EpcDvnszCJ+oX6N9j8nEuQgsXRxzkUYwCgcWFjPVRdwzTzE4gXRu2BRSyFKUmG/NnBrjojUsxo+c1QWVsCJ2d3eMHOAA4uRa0lRq39w3hu75ovO7wcBXFgjxAQBzQsVSzpJfSlNzJENgacOsAKg7uyIP3qVubsG57EtxackdFM7W92U6pThUrAYH0DPlkjeqYNEf0osZQQiJg1x0TVDprS3QYDhIdJguSQlFElC5mSO9QiutsHBKZELkKqdV0hQgKcCjpDejaspTKIjsQAKo+lvV6uOnDgxBC4LdP5sFtDVxt7tDINF6DgoPWgJxoZVPVXCZCSOUUsv+PvrAZkfmXhSzBrJlN6Cj53y02tmwvNtY/lrTehu6pRTzy+yf7ls4p3XPha+fBtgRsW7XDZkZN7tCRkwSxUZzHzH5X4CZE0pJQkdSRgZQDNsG9T+TwyVuLeGG7U+vIScR3a3BbKuuqbtH6OqY/s2Z13DNJahTLUJrrbYYiFIJ9HIBOI4w1dWcMZTNy9giDhiS28Yif8xhdMRMiSGhC5NouLkwlUzl/9EPHrPDIIcSFBV4lWDTLw00fGcKbzh0D8bXZ0HT+mHOBurXw0NRXFdKM6AmdNKGdQFHsiq+3cdmgwfMFXM+HlVuEMW/6PZs3rOojpFT3ONeV4ADQPbMDPT1z7i8P/um2otVwfdbqQz7H4Tg+HCuI9cIxwS0VSq04CsRMgCbPTrrfKQcc4J4nsvjUV5uwfqcDkUnQEJIAtyIaujJVyLsRcW8CkWo5MU2E9W3eWoYivJD0exPwxqqakZxN6JUR9SAJ229y3khXMy+KWChq0pZsxJBL7q2leWRtQaiUEqV0RpIcVFGUcJ20jIAKUDfAkllKkgP4zz/kIGwoBdP4JaEzKBpakut8zZjZkGv+ZnIweew599HSUkL/MLttZs/S+7dv23FEQXJEgPf2noKD+7aUT19+zrqDOw+6o/3bHcZIChWJFEpChMqZTFcoJZh5HOBEljsWFsF9T2bx6duKeGGnE1lLYHBuanJwKb0pTQmkMmsdmpybGDbvUH8w9KE0c2H4rOzIhpSua0GZiDE85OPypJomshDEITc3M3k01zYze1RibwzgJPZeh9jq2mthsgQn4FK9k84kSkPLCuWqABRkH6eAK+i4ARbP9HDT9UPgXOB3K3LgUroA8KNLVUhYa4+n/NkUnr6ITdu4ESwWCAGfE7gBUPblXWrp8m739eefs27d+i3lJSpzZ1IAB4B8oQkjz3V8a2r3188cy5D3jI0OIxA2dJWrpIKpaQhJUhJV5oHUmAIluLkF3Lcii3/8ahEvbFcZORrMoIiHv9LwmaqkYfPBlASvdcXHTYQhqJEisY03kbkq7vAJaYlxvCbj5EkDu+nFNKL647mahhIaMyfCfG9SFC29oRKTFeCJMh9Cp8fJoj9czsidUSIDstRllgT5km4XX/zIMAiINCECUSy5xjbRlgkRmXdBZMkKJcl1YBbnJKoaB0mvyh5HW2sLXKf43Z7u87+1e8/qox7OowK80NiBYOxZgNgrLb7pbVTsb3O9LIJAOgNMkEcBWaZNW6QolBFVsRwOjwL3r8jhM/+qwJ0xJDcozBreZgIDIfIHhLwbRlY8VRQlAfQ4PdE2/LjNtbZNiQFiNRnDcR3efTQ6XkO5RcocDLCHc6rfuzDCZI1IPcEBnY2mpXVN6QliKJ2QklsnTRJVpooKrVgyZdaQ0h5EAjYG8qoE+Y0fGgIA3P9kTnq+nVTzdAL0FL5xAgQFLBXJKiD5eCUg8D2O0zqLfddcccbKd1x8P7qmdRwV4PSoKwCw3DLwyh+/7TSe9VShoQEZpwLLCmq4d6hosniVV11KjaqqU4z6Ycjrnn6Gnz2YxydvLeK5Fw1wa0DHnDjxQCpKENY20SZBmbmfcOQoepH0QKZybtPCF5PoCcAmgQ+koHly2mbItxPbtXXElNgIa9iYQCfRvIhv0xn3YYXaWLKEnjc8ndxMlCAyTkXHq3AKIWTLFM4tBBWCZbNd3PThQbz9L0YxtdUDcXWMio5fMTL2Rdzz6avkCR3D4gnA4wSjAcGY66OjOYfL37DkqT+s2fzt85bPGw90jy7Bw1OVWQTfd7/2+PqOZafP6ptKSEadQuUUIDrMNYgrkrEIQRlbQsHBMgJb91v4zDeKeGx1Fi8N2LWmwCSoQy4OQ6mMgqjMMNiaIKoEiOsFVEkwG9k4CZNgjU2cJMGf1ExToJ4ErX5BoomwRFmkY6n5+BURt6bEaxcSJfU5J6r2SKJwkBmzoqpXEciyzNA1DkEV/4Yy4akvNWJQpCSXlB4VH0tmufh//3cQj66u4rPfKGL7PltKciLUeVR3hdgRkJ5Pn8s7iW6poulaHqO48oLc3tecOutrtu2MF7bjB7iVW4L1W9Y/0DP3mv2Ef3dqtXwAQlCVsKuoCIk6K8hsnCA0CUqqEoCQAMwBtu638Pe3FfGbR/LwOYt7KJEmsWvBrRVLiqgbWlp1qlDhhAlmkSrNa+iJBr7Jv40XIdwSwrqGix+Fq2gvZipFiUnsBLcOs8ojF3dMqQz5fGRh4RwAoSDg4BwglISJFFxQUMFVCTgKEA5BZV9NAS6pjPY8JkAu9wXA9TGjFOCvLi4jYwt84rYitu93VKhtSKoV4AVkvQiuCLcl7zJGGxkiBBYunIX3vfOy/e0l/kB7xynjBvi4KIoeC+YsCLqn917rW+duL1dyqv2gBB2lUctsmVLmGbZtOUdIAJYBth6w8Kmvq6hAYoBbS2iaBm4GUFID7iiBQRgJxBHo401nDRCjDpANQMakugFSkngkDYXj0jMTlhIT3Mnn6EIiieArDXgSxajE6Er00PaLZPdkrXCGLcJ1cFZIX2iU0ymiuShZIklXpJ08qBJYQuBtF4zhCx8cRneHJ7mH4AhDbLkvS8WZD+GHdxqLAHkm0JoRePP5S7dnC7OvbWtfHEwEsxMC+MHdq8Qvbu14vlz2r+Jsjjs6xuAHUrNmNIBjeXCcKhzbhW17svi8zsaxArAssHWfhU9+rYifPJCHDyYjoWJgtuqCWwfdWAlw6ytd10JMJg6nWUpqODdJXwPzAkDC/BcDPKmD7kmYVRLSOnYBGHQkTIiIAT26MtKSk2NJEiqasDYbiIZJy1GblEQc+ThAzn3pgr/6ojJu+tAguqe4QFUnMuusIA8IPMB3Aa8K+C4Elxh2qECGuDhz0TSXe5Wreme0Pf/Aw2vE+A/kBCgKAHRMPxu7t6+EnWncK2jz2rHy4Nm+vx+2xVHIV0FIBYQEAA1AmGy/x1WHCI9TrHjewZ2/LOCnD+allDbBbVpL6oDbIvIuxwx7d5yWiBiYazqjIZExnwQ60Sw0TqOT4E0qovWgPGFoi/rTIeAJYqw15NNp8yRBTVSsOFcOGwFlcQEJHTpCtUaR1XkAyrnq06msLcLk5KiNBzc4uewQEYBC4C//YgyuT3DXL/NYtcGBGyjTo89ly0qmdsg9eFWCgMqdzZxSxBvPXbT2tCVz9p75yCpcfMEZEzqkk7LaHtjzPJjV8IbBg089wofuRlNjP3b3u/jdShtjVQoecPR0+bjwrCq6OgL4AcF37snjxjsbsPewBRFLDFbU5Ai0RIPbQdyhExatp4mmrco1HzWSih5MJTTEtplrFA3SfSzlZ0i0znytnExyjiS2y76YhKjemCyap8ToMUqT/UZFYs5IsQvnBcKuz2b6HeW1pT10ih6RVXt1vyNi7CNW4iMlMTwy78YrkJGkWTgZY0R0LUkflAkISrDnMMM/39mIf78nBx4QdHUEuPCsKrqnBRABUK5S/HZFEVsPlNBgZ/AP//tCXPqGZRcMDI4++rqzTp0wVickwfUoNHaBZUqbWbD57rLIXfmDh4CfPtyFtRtzcN0A8CtoLVaxfGEFH7t2BFt2WPjnbzXgwIAlvZOUpoM5OUcNW3c9cJvKo7aQICWBQc0huS0myY0uu2m8/EjiIcbVJyY3Qs4cEv0owCgpgrQXEyRp10bMimL2kecyLlX2kwKUJUQpptrerKS30NYWKMuKsqjIJ+n44bIC/wQkOYDAB4XA9LYAN7x3GIwIvLjTwseuHcEZC1y0NhAI30a1auGKswfx7fvG8My2JSiW2u6eP6938/4D/ZOBaszXNO5x08234PMf7RrOtXtP3P0Qeu+8tzB/y7YcnEIGvm2DM46xsQCjFY5FPT7uvCeHrS/ZMtTPdNggYecO24tIcabt3A7RZY5TwE0MKWdSFUNKE0OqxwOwom0a4GYXh4jikFDahpJamRLlGhKaFmteG1I8vIiOYK6sUYbD96TuehBSc5GbF3QsUEy9iNG0xBp9pYbXlv4MzIsQoWVJ10kWwhAnhoAQINBdP8AFGhuAaW0cOw4yvOPCCtobOMZGcxgcLmJwpAkdxSyWzGlAV9fUXz/+p97rH1v9zJ6rLjl9UgCflAQHAKv0t3joyQ27T5l79pqz59/31py7AWM+wfZBhkNlhrMWVfG59x/GmfM9bN3DsHGbg6rQ8SMJiU3jJdZAonxKS0lwC/XBHXfqiNQTnaw3iMTrNKUyPLF6vSA1ANBWjXrS/mh3AVFvkhjbDEke8XECECmtScwcqAGntqkdhTW9RSIoCyKU9po2C6gYcShhnCLJJV/WzV45BKQACIt1CoQmDKIzg0BBSICqK/DQGgc/uS+PrVstfPb9Qzitl6BcyWNvXzMGhyimzZiP6668bM01gbc713TeZGE6MStKciyf14lzls/+8uXnz/vO5edNFzPaAIf4OHPuEL74wUFccpqL1sYAFy6vIsv0LyXya48Cbid8iBDU9cBtdk9OVS5NxdIEcexBaiRZDTh1jT1zKkWzJMmJYxhmFo+cCK+2WM5mtChhKYHpBEJ8G4+Cr6LwWp3HSeOWFaPsmw6xDUIvZ5p1hUnvJmdqvXxAEIz5BA8/ncGhQQe/W1PEJ77WhrVbKAIO7NyTw7aD3aJKT/2OXZj3ZY90H9Pxm7QEB4Dm1hLWPL263NnZ+v5LLjyD7tz/4LveMWu3dcVZVZzeU8DosIVcoYwo2YMYFKW2zEOaE8e0c9cDdxh/goSNOsnDSZ3nJBYNkGtBpG/tqaBOAXO0JoVI16A4WmI6Z5Jr4o4bSTOieQ1mEVW/IgYfNy+IhOTWzlGZ9CB/h5TcFKA8Ss4xJDkRUpnloLorluLkqnSs6g4hQwvVMRUCXGgzNgWxbYhcHis2t+Ljd5Rx2fIqpjRnccrC1690stn3P/vMM9XTTp8cNdHjmAAOAMvPeA02rXus+uzG3R8487Tp54/0l3sKTgP29I2iVBxCNufBtoRBTdJqmEQ2bjsF3IwajhsKUCRCYA0Qmhy7RnrXA3eKUhlz8BjwNa6BGJjHA/qJDlHv2kjMC2N9mos/8noq9TWc1yWQ5QGkIlJxo9TKiIKZdIUoYJPQpKhaiOjCrvqAUKIyhAACAU4tCOHD8wkEceDYOUwpMFQGbeze66O355TK4iWLf2/bmWprc+ZY4XnsAAeAeYvPR3n0sLtv/6EfPf74kx/fuOMZZ/FsjuaGUQgBbNzpwIUNMBug6mGWNaZRonBoKVHHxjLc7GFNkwQNSU0ghgZsWnqacQ60Aoc0cCdQfjR6korHcUhw4AhWk8jObe7OtLzo+G+tx+lIQaK1Qi3JdbwIIv5t9JaSVAQRbxUAwJUwpoaBhCMMJ6YQqlIWgaBcKbYEULw8RHd49xOwCcf8mS4eXAPYhKI1x7GgC7jk9a91l572un8hgn/+eIAbOEYObo59B8t+29TeG+fP67m5uanALSa9mT99yMbtP2/BmMgDLAswB2bdQA1uzbd1ZKBF45w76gcU2Yg1uFMBnAC6CcAYmBGtj23X65NcnBjAP+JI+fK0kRIiq+drpsI6hHoJCZ+jkNqkt9Lk8drSEQE63K8KuDLT3XiCg0d9f3QPIIpAufkDo9ZhYNRYCdTD5ww+t+F5GTCewf+5qox3XDQAP/AxWuHI5Br5lK7um7t7em9szFf844XL4yLBAaC3exoeuu/2Sv9I6y1zZmZ4a0Hc8Jsnqrjxe+3YdrBJ5vsbiiRB5HY3aweGFahULRNpBTGCpTTnhhFnAsNaorchwcOT4DdwaDzFRlJCk7TPkfrrFfomxFJMySzq7ieS0KbkRuI58m6qLsKI+DlIZE2BSmIGibLLRCh/iTqeRNYupDzqskAAQiiivqkqYkYp41TJfEFkCpzgHD5h8LmFme0uvvA/BxFwime3zMFFl1wSTO/q+dW6F7ZUliyei+M1jk3FTxkHNn0O7XMzmdvvKt/wo98OfmLNxgBO1pYZ0pDlcPUXMwXsqKxxwiOpJTQifh0+wwC35txIrEkqosZ+IuWUxM2Mep4a86GNncRs4XKb4aEMP6Neh2tJfJ3ep+lJTXpVwyKh8neE+of2XhIRt+0nu0dTQwDE2jXq46LX8FgfpYjyxTvrkcRnw9rxNCq6qr2lsVIhhCMq8acvWnnlObaLfYNWdYC9253Vc9HHZ03J3AXAn1C631HGcZPgenTMuwHb9wxU33Gl80K2sGqM/PiB3IH+EVQDqsp3yexpQB5IDe6wlTaNRwGGoIR2aojYXAT4JAePmwX1cTXpCIyXaYFX4XzyR5La9wSYsLQe1zA5d3IuYf8OLSvxZeGHBczjobm93FFkzxdhxhBN+1cUx5fAlZ5KSnS1KlVCiHJpM6ccQt8P1P8XcBmgV6kyCNLpFZvavrRk2fwvAZkyjjO4kfIbjsuY3tmMytDA99/51tf9w9svXTbUWgAKNkeGKUBDmf3UP6DBbYXeSpN7R0nE2hSY7KdjKpZA3Eqi34fz5kMtqndM44FUxHittyc5TO3nkqOmWlXNi8T6lPehQgoYdnFz/4k2J5qjQ0cbmnXGoyhDxD5r1DZMRCVqG7jm2iEPN2scxqITo0AtP2AYq9gYHmuAi1Me+JfvX/jpTU//8jAhxD3e4AZOgAQHAEu2vcX3fnzvbc1NeTpv9rQbVv/xpSKVHTcRALJOnpH5blHVcUEBOyaJgVSpWmM1Cd8LgyOmK5+pBpKEFE8O0xYOY1k4k5DgkzpdCZt4jF+nfIdeF7ecxNeE0h0ixu01/9Yf0dLc/DLNwQlUwjJB6DklymZOiLSkUFUuQu+fEqHqgUeXqYw9BzK56UONpXkPfui6Cuad+oljB12dMalYlPGOX939I1x0xTtXlUotI67Hz3/xpcPOYZfBk8dFOnWoqkZFBWwG1WE5Ib01x47x63R6ksbZa/h7yHVJ3W2EJGM/SMi5Te8niI45idYQFY9Cjdfxben/21EfOMJ71FqPEG43LngjtEC/iFUQMK0/iavdlO4AjeeECqouAyhODpiVFizGkctwuB5g5eeOFkvzPmXb5F9nL3rziYTgiZHg5nBsJqa1d35DgHhNzf5t67aut5/dXkQlyMBWx49RwGKAzUQovXWgUOotPMmLw3OitXjDDFgHKBOWr0k2krgDhNJ2kiRcHHFOytiIZogYL0//RiWXQ6mrczAVBBU513mbJgOXr9Tnia5bngC7ERagjwflQsV1y9eCKT3LCiCEi5UbgLb2Bd600oK/c7LT7/TdwxNKXpjMOCEc3BzvueZyDFcP+zsPLr/rw9e1fvADV7d5DawM4XH46mAxIkIJbluAY0nAM5bohpYmnfQhJwlgI/EaCakVO121I6GL4mjYJYk1+rY/kSGOwMMjzi1qN8bek9plBu+PcXjNkxG3n2tREX1vbR3EkIcHUmn0fAbXZ/A8Bj+Q/BwACBXI2D7KVRdP71jsPb5lwQdnzO2+a2DkgD/9lDdN8AhNfJxQiqLHr372I6x6ZAHv7Dj83NoNC/Y7ln/Rnn2HrJGqjQYHKNhA1gGytpDgNkJZ6zlVzKAoszNaXVoC485AEmbAxDpKSI3Up0SHpMYpSkhNasJh43RlQhQFdeYJwng1c1t4PBLvw+fYhU9qt4UHNalMG9TFUACjVihSsQw4he8rpVOFzDLK4Vg+8tkKBkcrGPDOQE/3GR//y7e86RsveuuD9179lpcDeieeokSAfC9u/+HvgquXXPpvDZlv2Qf3+zc/9MzhhiCwkGECeVsgY0v+K4TqpBUAPgREkFDsUhS5NIkd207St4/vf09OnOiDNbk7AFBLWSJFVWqFQi0iWimFVC4j9hxRlMh4GKcxer+cE/gK3H4g7waMcgQBgcVkmrPjcDh0Rn/BuWpPd/eZm4ZGXV4snFjenTiUL+/4xb134bcrMuho4R8+PCpuWP305qaM149SI0PWlifDDwDXF6h6MkfV92XV0RgNj0k6USsVEUk806RoJgjEA7IMCU4TyqepkIYOHCBMhCBxR04o8al+n3QCqXRUtW9mSOUwjY3IOtnRtmR6mhmDE22LHDWRgmk26tWOo/BuZzTrjRw5tZ+TF51QYCcIAgLfZ6h6FFXXQtUj8APZXSPrBGhuGMO0Tm+0a3rDE5nigt+y4r1frQb3Es+HaMy+fLB72SS4Hldd8W4AQKXq3+r6fvDZW75/2r4d1XdZqGbyOQsQAmMux0iZw/WjIjaBVmZQK8GTzpgYJw8XJaT6MRzjo/H3mvUpCyOlNGXfygxHU9aN9zsjSa1d86o5lVIYCYnMeUTorJu4FDe/WzvOoBVWdaEIQVD1KIbLDOWK5N22BVCr5HaQ/K0HB9jnume834++6eUdLzvA9chmLHz+xq98rcm2sqU5nbsIH/4M98uUC4r+QR9V1wMXAp5P4PpRDXUtnbW1JVT2k9xUnzzjEbONn+gfOIEvqAf2YxqGB9SkGfpfi4FbGc+5IMpTEfFvTVO0y19Lf6bME1WPwfUJBoYoDg0KVF0frS0NvKW1dPPAaOGLO/a7xy1wajLjpAEcAD7/6Y/iB9/7ZqXiNd3Skrc4g7hheHgY25iF3X0EfcMUY76UOrqZlBUFLUdSOWGyAwzObShZMQylScUJxF+fqAvkaPvW28lRGHrolhfJfWpurUyPWkCoA5HqUwoVTaHqTcrM+gz34VgCA0MO9h0KsH1vBYVCI7/ksjd6ixbM/sXwcLlyzvzjFzg1mXFSAQ4Af/0378PqR24rO2PrbxlrexcV+zZ/trLzBRLQKjqmuli5PgvGbDQ5QM6SdnJ5tKN9JL2UadI7OlGRqpQK+jQ6UfuVJ2+kXGyUHGmtArIpt3UlWqV8SrpCAK10QmYDEeO7JGeXnT0ytodcxoVjV/DECzkECJDP5XDFpQvFvDlz/6mhqefn06Z1bT3Zhwp4BQAcAF5zwfVY8UJf5ffbW298z9md9rYd1WsvaNvUtmx2f+ab/zGI/1jdjlGaRYaJuKKJSGHS7/WLGOBDDk6OSE+iYCIt4RLbTwS1mejtILG2nq2/1voRnxDqB4XyXKe/KYtKLOVNZwpBRh86doBsdgT3PmXhm79oxBuWNeKC1y7xOmeed8tpS+Z+Adh93IOmJjtOuKNnvOO1i9rw92/c55fa2j5fyDfMXb7sip9QtsD/wFtH0dNVhu+TmqKadd3Z5iOcq7X/6qEVstAhEiYIxB0kaawg7TRO6tyKcc4Z+49drEcwZcaKdQI1wVM1yRLm+mTAFSgcS2DTTuCrP27A3Bnd7lsu/6unXnvu27/8zZ8e+szmrX0+IdOPHzCOcbwiJLgeNDsVALw9Wx/2mJV/L/eXB2vW41oihlmGVEEJg8WUI4gqzR4JZpEAfDinX47DCB5Kchj7GI+krQFZZDOO0Ygj7eso30NMqmH+Xuh4E5H68cizSSJjhpbMphUlJsVV0U4uY00IAVhAMFIGWpva8fZL5wadHWf+oH/Y+sD9jz5XveML5+OOLxwbBo73eEUBXI9pvReif2BvtaU4/2OzqvNfXDrnwdN35fdfeejgQWQYYDGZKxJaH5LSu+a2LTeGXkzju0LJnDA1hDQlDXAnQMuMxXvXGcT4B6PfGy8DrRfGFWfFw02QQxjOnijrXtkVjfhw5dARBK4XgMBDNj8NjQ3T7v7ANW9ey61ptxNerra1TsUrcbwyiNIRxlfuuAeu602f0lm6dXCg/3+sWrUKu/cNIhDy2kw6eFhCgicjBk2JnARUrYufGI4XJDJzzMyeZAZPVNVKrqWxqMRkFo9Ow4u+R2X06G2pNQqNZyNzJ6JqWnEMf64R2mA4dWjk2JHHT5kCjSwfCKBcEfBRwsLFp6G5uemXYyOHPsyY/dK0U6462RA54njFAxwAhoZGwBibueulPb0Pr/zjzY/84YUzX9q5mxKAWBaJtSzRkizyQsZTz/SIdUYwhtkJmSnwsrDoZTrAQzBTRAU3SZoXMwK4WdzTTFWLinIeHeCM6SRsA6jUcK8neLU+4fpioAaQI5BH3k4WtmWHKLW383zT0qcaW5f/Y6k0dSsXfKft5E82NI46/iwArse9j60D57zryRXPTp1aKvxsxZpNPS/t2gXbkoUfzHqD+kQyGneN68GFLH/A9ck3Emm1JI1ArWLTUwBOKMAUiIleo+YjKV4H4AawTYATI/mDJABPFbCZKcVZVDVWN9aCivjjKluec8MSTtRnUnM1tYdS1nwvlZoHm9pPP5h1Dl89dcaSvYTQ3SR71smGwrjHnxXAAeDhx9bggvNOx+59/adu27H7Oz/62b2dB/qGuw70DcKxBCxGI4WSAhYlMuzWiCcRqpmpz2Ut9oBH3hCauCgYVRKcjQfgJPyeMCZFfSbkyQrgSIBbg1lL8CMCnAr1/0iwWwqsGrBAFNLq+zIgKgii2O3453jszkZIgIzNYTnNAGvel3HoXy9YeunKqkvLPKiIKTOWn2wITGj82QEcAEbLVeRzDvn1fU+J6VMbL1+3addHnl67bvHQQN/UA30DKjCLwmKAYxEVXy6BToiU3J4vUPUBz5PdvbTCSolca1HAsuoAPDXL3tgW1gaPaEp0VyExrq8pUQTsOgA3KIoGuGypLmAzAUu1WNfudCEI/IDA9WRAlOcTBIH8LosJ2JaAY3M4NodFBVyfg3OCTK6EtramvdNmLFyXa+z+amOxdN+KR3+Mcy/+yMk+7ZMaf5YAT471m7YCwLsfe3z1OX39Q1dt/tPWxp17++EHDKUGhqwjQW5bukuvwFhVYLQin11fUpUoswiwLaJS6IhMvjDAawLclOBU3S0irm6UTVZH27THpwHc0ncbVTYiimYUxl0lksASrBKotsVhWRxM1Rh0PYZyxcLIGMNYhcEP5L4cWyBjc+QyAYqFCiqeD0E60d7ZO+xkmn4xa87yJwDcVWrrOdmn9pjHK9JMONGxcF4vANw1ODT0vb6+w0+uWPng4tFK+frf3L+TiGAQBBZsi6GQY7AtCi/gCAIfQ1xg1CUou9JQZjOZdEEJYHFAMENxNbi9HpHnM55epv8i7k1CXiwgIFTpMw7IQvGsvp/HtJ9H3YqhOhJHCiOj0sOYsX1YFgcBUKlacD0G16MYGqXwfMCx1ZcKAcEDtLcWUM32CiKabpuz6IJ1uULTd/O5Bu9kn9PjNV4VANejqVj0hFh7Z2/PmS3rt/Q9WGyad2XW5tetWv2sOHhgDynkBDpLsrzYZk/g0B6BF/tkImw2S1HKSguEzURoVotn4ZBUkCd7y4dSN4wHj6+TVg0VfkoJCE9Uf0iaNBHZ6wUnqsVf1I2BQCqNGdtHIVdFQ6GKQraKqmuDkFZs3+tg+94AQRCguUFGcnZMmSFm9ZxK8rng3/2B/N2H3a4nVmwYHrjivK6TfRqP63hVUJS0IeOe0Xmwr3/mD39yD21vbfhWc6FySnnoj9ktO8sYHiY4MDwMl1cgiIc/bGjE0HARMxoFWvIcDVmCXIbAsRV/pyS0fMQOICGhYsoYgWVRWBaBzeSzDivVWUoBF+CBpBDaymMpOmRbivczVXQ0YfmRF1xkJrSYQMbhyGcDNOR8NDeOob1lCIPlYTyx0QbhDtxqI/r7mzEyVsHhShFnLVtSmTOzcYvNRt5z6vI38UJDy04hsJ/SVycUXlUS3Bwq2Gc/gP1/eGIlgkC8cc4sZ7aP07/ftXubfWjPyubhQdHUlM+ju+sQVmzYj4/dYaEc5FEikgtblubgkUMHCC+eUBJDlucDVVyFEAV2lThNoMyRnrTc+IFQHc8AwVRddAWwyK4dOWTCqlAAwAmoEKHZj/oUvi8gIODYPkBGcMMPCnhq/RTMn2phSpuN6V1tg5dfvPTwlI4er6/PvaZUqL7IGD3Y0Fg62afphI9XLcDNce45Z8N3+w4yG30Dg2zpjqeedq+6/N3vfWHdc/9r+84B326oLj1r0ZrM6xZzPL/eB23icGyGjE3gWASUST4NSKoQBADnIrShcw4IJq0XlipWZjFZb9S2EKbhcQ4EVQHXC+AHEry2JUAIg7BIaDrUtWF0WWMOLf0V7+Yk3KfnSxNnNkNhMR8bXypgYHQOrr54XnX+TPJcoXmKNW/+4m/v3PPov3VNPccpNtExRrnobG062aflZRn/JQAOAJbTBkh8lrm7B8SybqfMuv2yy9/mUOJ+yS0v7Hjbxdu65swIzm3PVzAyuA9U+BirVOD7PgQXsCwGQpmskiqElMSq4DsTkj7YXIBQAssCshmBfFZSiapLZHKuzzFSDuD6EsS5jOTpWYeCUSjznYCl6h1wLnNSuYAy9XFwHshOwLaFbKaADHHAHGzMFFppkzW9733vOnXXWUvnHCjk7L97fMUqN58r4JTuS9BYaDqp2TUnY7w6idckRrlcgYBYYNv2dXv37uWPPvIIKpVyplBo/NuBwwOFIBAYHenH4YF+HDzsY7QsO9z6gfQUMgZkHYKmBgstxQxaigSlYoDWJg8tjS5cj2LLrjzWbvLx4h4PrgeUGgRaGimaG200F220NHAUCwHyWQ7GBAJO4PmA53EMjVLsOyTQWiph2rR2eJ5AS0tpdHBw6I5iU2Mwf978h+YvWMg45zsB/JFZuZN9SF8R47+MBD/ayOezALABwCcAYOvWbWDMctxqZc2Bg/vzrsc9h1XeGnD+lv5BjtGyh6fWPIdde4dkd2AAzCYQCOB6LighaMi5mFIaxPM7qnA9CiryGPMcTOkcQdUHNr6YR3dA4VgcjXkgl3PQ1mqjMS+tdJ5PUPGbMav3VLiehb5BAQC/6Whr+LXnw54yZWo5l83+3Pd9d/qMWSf7EL4ix38DvM7o7e0BABfADwGgWhkCgN8HHF/3PPBq1cWuXbtxoN+X3Q0EkM0xctlFZ3yl/9De+a1NIpje7kLQIewesTCznaK1QeDMfB4tjS5mdo7hniezsAMH01opOkoOm9M7fePIodUfbcxTwQWB6wGUt2LO/LPBmAPXE5RzsQUg21paiif7EP1ZjP+mKMdx7Ni5C4EfzN60aUOuqYFjaquLvuExPLw2i+WzCTKOj/3DWWQsgjPmDeGBtQxDhzOY0kzQ2uxgwYKFY8yyXuzofHXZok/m+P9v4CXeORgmkgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMToyNjoxNi0wNTowMLCgdRsAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MjY6MTYtMDU6MDDB/c2nAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 79136000
{'hecke_orbit_code': 549789368380, 'n': 1, 'trace_an': 4}
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id: 79136001
{'hecke_orbit_code': 549789368380, 'n': 2, 'trace_an': 0}
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id: 79136002
{'hecke_orbit_code': 549789368380, 'n': 3, 'trace_an': 2}
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id: 79136003
{'hecke_orbit_code': 549789368380, 'n': 4, 'trace_an': 0}
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id: 79136004
{'hecke_orbit_code': 549789368380, 'n': 5, 'trace_an': 0}
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id: 79136005
{'hecke_orbit_code': 549789368380, 'n': 6, 'trace_an': 0}
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id: 79136006
{'hecke_orbit_code': 549789368380, 'n': 7, 'trace_an': -4}
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id: 79136007
{'hecke_orbit_code': 549789368380, 'n': 8, 'trace_an': 0}
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id: 79136008
{'hecke_orbit_code': 549789368380, 'n': 9, 'trace_an': 0}
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id: 79136009
{'hecke_orbit_code': 549789368380, 'n': 10, 'trace_an': 0}
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id: 79136010
{'hecke_orbit_code': 549789368380, 'n': 11, 'trace_an': 0}
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id: 79136011
{'hecke_orbit_code': 549789368380, 'n': 12, 'trace_an': 0}
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id: 79136012
{'hecke_orbit_code': 549789368380, 'n': 13, 'trace_an': -12}
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id: 79136013
{'hecke_orbit_code': 549789368380, 'n': 14, 'trace_an': 0}
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id: 79136014
{'hecke_orbit_code': 549789368380, 'n': 15, 'trace_an': -10}
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id: 79136015
{'hecke_orbit_code': 549789368380, 'n': 16, 'trace_an': 0}
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id: 79136016
{'hecke_orbit_code': 549789368380, 'n': 17, 'trace_an': 0}
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id: 79136017
{'hecke_orbit_code': 549789368380, 'n': 18, 'trace_an': 0}
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id: 79136018
{'hecke_orbit_code': 549789368380, 'n': 19, 'trace_an': 0}
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id: 79136019
{'hecke_orbit_code': 549789368380, 'n': 20, 'trace_an': 0}
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id: 79136020
{'hecke_orbit_code': 549789368380, 'n': 21, 'trace_an': -4}
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id: 79136021
{'hecke_orbit_code': 549789368380, 'n': 22, 'trace_an': 0}
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id: 79136022
{'hecke_orbit_code': 549789368380, 'n': 23, 'trace_an': 0}
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id: 79136023
{'hecke_orbit_code': 549789368380, 'n': 24, 'trace_an': 0}
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id: 79136024
{'hecke_orbit_code': 549789368380, 'n': 25, 'trace_an': 20}
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id: 79136025
{'hecke_orbit_code': 549789368380, 'n': 26, 'trace_an': 0}
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id: 79136026
{'hecke_orbit_code': 549789368380, 'n': 27, 'trace_an': 14}
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id: 79136027
{'hecke_orbit_code': 549789368380, 'n': 28, 'trace_an': 0}
-
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