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mf_newspaces • Show schema
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{'Nk2': 228, 'analytic_conductor': 0.4551472915212982, 'char_conductor': 57, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [57, 2, [20, 40], [1, 1]], 'conrey_index': 56, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206191984697, 'hecke_orbit_dims': [4], 'label': '57.2.d', 'level': 57, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 19], 'level_radical': 57, 'mf_dim': 8, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 4, 'sturm_bound': 13, 'trace_bound': 0, 'trace_display': [0, 0, 0, 4], 'traces': [4, 0, 0, 0, 0, -4, 4, 0, -8, 0, 0, 0, 0, 0, 0, -16, 0, 0, 12, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, -4, -20, 0, -20, 0, 0, 0, -24, 0, 0, 0, 0, 28, 20, 0, -20, -32, 0, 0, -4, 0, -8, 32, 0, -20, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, -4, 56, 0, 0, 60, 0, 16, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 20, 0, 0, -60, 0, 0, 0, -24, 0, 0, 0, 0, 60, -16, 0, -12, -40, 0, 0, -8, 0, -40, 24, 0, -28, 0, 0, 0, 0, 0, 0, -40, 0, 0, 12, 0, 0, 0, 0, 40, -28, 0, 0, 24, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 16, 0, 12, 0, 0, 0, -72, 0, 0, 0, 0, 8, 12, 0, -24, 0, 0, 0, 0, 0, 4, 72, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 40, 0, 0, 0, 0, 20, 0, 0, 0, -12, 0, 40, 0, 0, 0, 0, 0, -40, 0, 0, 20, 0, 0, -12, -48, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, -4, 0, 0, 64, 0, -40, -20, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 40, 0, 0, -36, 0, 0, -20, 24, 0, 20, 0, 0, 0, 76, 0, 0, 0, 0, 20, 100, 0, -20, 40, 0, 0, -112, 0, 20, 0, 0, 24, 0, 0, 0, 0, 0, 0, -20, 0, 0, -48, 0, 0, 0, 0, -40, 40, 0, 0, 80, 0, -20, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 40, -112, 0, -20, 0, 0, 0, -112, 0, 0, 0, 0, 16, 0, 0, 40, -52, 0, 0, 16, 0, 0, -28, 0, -20, 0, 0, 0, 0, 0, 0, 32, 0, 0, -4, 0, 0, 0, 0, 4, -40, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, -32, 20, 0, 40, 0, 0, 0, 120, 0, 0, 0, 0, 0, -60, 0, -20, 0, 0, 0, 40, 0, 80, -32, 0, 120, 0, 0, 0, 0, 0, 0, 80, 0, 0, -40, 0, 0, 0, 0, -20, 48, 0, 0, -4, 0, -20, 0, 0, 0, 0, 0, -80, 0, 0, 12, 0, 0, 48, 120, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, -100, -8, 0, 24, -44, 0, 0, 0, 0, -20, -20, 0, -20, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, -76, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, -80, 68, 0, 56, 0, 0, 0, -80, 0, 0, 0, 0, -60, -12, 0, 20, 128, 0, 0, 20, 0, -8, 80, 0, 64, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, -16, -120, 0, 0, 12, 0, -120, 0, 0, 0, 0, 0, 8, 0, 0, -80, 0, 0, 60, 0, 0, 40, 0, 0, 0, 80, 0, 0, 0, 0, -4, -48, 0, 60, 104, 0, 0, 56, 0, -64, -180, 0, 40, 0, 0, 0, 0, 0, 0, 112, 0, 0, -40, 0, 0, 0, 0, 20, 60, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 16, 0, 0, 0, 132, 0, 140, 0, 0, 0, 128, 0, 0, 0, 0, -80, -100, 0, 20, 0, 0, 0, -132, 0, 140, 8, 0, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, -120, 0, 0, 0, 0, -20, 0, 0, 0, -20, 0, 24, 0, 0, 0, 0, 0, -60, 0, 0, -120, 0, 0, 20, -80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, -40, 0, 0, 20, 0, 0, 80, 0, 40, -172, 0, 20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, -128, 0, 0, -144, 0, -60, 0, 0, 0, 0, 0, 80, 0, 0, -20, 0, 0, -24, -196, 0, 88, 0, 0, 0, -32, 0, 0, 0, 0, -112, 188, 0, 60, -24, 0, 0, 100, 0, 80, 0, 0, 100, 0, 0, 0, 0, 0, 0, 204, 0, 0, -80, 0, 0, 0, 0, -120, 184, 0, 0, 28, 0, -64, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, -112, 96, 0, 20, 0, 0, 0, 160, 0, 0, 0, 0, -60, 0, 0, -12, 60, 0, 0, -160, 0, 0, -40, 0, 60, 0, 0, 0, 0, 0, 0, 120, 0, 0, -60, 0, 0, 0, 0, -20, -92, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 20, 0, 0, -40, 12, 0, -40, 0, 0, 0, 24, 0, 0, 0, 0, 0, 112, 0, -60, 96, 0, 0, 52, 0, -28, -24, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 80, 0, 0, 0, 0, -56, -80, 0, 0, -132, 0, -20, 0, 0, 0, 0, 0, -80, 0, 0, -100, 0, 0, 40, -32, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, -80, -40, 0, 80, -80, 0, 0, 0, 0, 60, -72, 0, -120, 0, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 80, 84, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 48, 100, 0, 80, 0, 0, 0, 84, 0, 0, 0, 0, 40, -104, 0, 60, -40, 0, 0, -28, 0, 0, 16, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 24, 0, 0, 100, 0, -60, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 56, 'conrey_indexes': [56], 'label': '57.2.d', 'level': 57, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 56, 'sub_conrey_indexes': [56], 'sub_dim': 4, 'sub_label': '57.2.d', 'sub_level': 57, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '57.2.d', 'level': 57, 'portrait': 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CEJKlW2r/fZOTOgEoIxgrkVw66NhmqYMtf0OTmvCBT4Pgx6kj1bEzqDmMCT+Epzcj7gXNOnGhj2bO6xsOShDVRDybb1MRdsalGrDhAColjS7NY4vxwyXZekScjJ8z7HzwlOzCbMNiP86oArdnX4vtdpBv0pjp1tcOq8YnY+5dxizOkFw+EFw5UXLfBz71pi0+QEx89NcX6xytySz8KKYCk7jkutlIWmZr4jzbqt2/UbXrXv/vd8576frDQuPIJJTgjZeL6h8TVv3/AA/7Xf+xRJFG+bXD/zm6dOnnvL5srf8LZXzdPprGdhpcHiSpXFlZCFpsdSi+LkLKyknG/CsXnBhpllfva7lrh2X5VTs9OcnK0zu+hxbsFwfjHh9HzK6eWU9es6fNN1XS7crKiHIb6ssLASMr+kmF+B3gDixOApQ62SMjmWkBg4eR6qfkQl9PBkSqMKrV5IvTpAALVQs9QMWW5L6lXBUkuw2E6phQYD1CuKlb5gsjrAk4pqNSLwJCfO+STaY7ohqIcCpSBJBN2+YH7FXkwLrRjf71OpJezaOuCbr43ZOFHn3PwEp84HnFuA2cWEuaWEk/NwbMlwzaUL/L/vXmLj5AQnzk3ZVaIAt2a5FbPcSlhqGxbagtMtSafV4t++q89Pfv+r0GL733Y7S+9Ryjs1c8Hbnm+IPOftG1aDn5udp9GoTZw4efZfv/9PP3PNLbc/8paHn55n80bFRbvhugubxIkiTSWplqQajPEwWmEMYECIFCkMxxYm+fk/l/zMu+e5amfMRH2KsdoY9UrIeM1nsiHZuCw5OT/B391WQwUDLt7RZ/umlHanx/aZhNe9NGUQewg0X3okZKkTUksHnFlQNNsVNmwNWezC+XnYt11yZNawd4vPRC3izLJi40RCqiUL7SoLbc3GqZilpmKspti1ucuxsyEX7Ug4M29YaVXZszVl+8aIkwspY40BzXbM7Y9WAEkUa15yeY9rtxsWOz4Xbo7Yt10SiCq9/joeeSZkbkkyv5SysJJwdlFzbF7QTvq88OIVfvodHdaPTXH8zARzyxUWVnwWm4LllmalHdPspDS7hpWuYK6nWO7E3HjpMm972RKduU+w3NvzltjsMpt3f8tD0aD3viTurtQa655vyKx5+4Zk8M/degfVShguLK787gOPHPjux54+oY6cabGShJzvaK6+4Dy//oNzXL6rxuziJEvNOkvNCkstn6Wmx3IblpupZaFWwkILTi4J6uM9XrBvhbe+dMCezVU63XHOzNeYX/ZZbEqWW4aFFc3ciqbTT2lHmv4gYf3EgIt2aIwRBJ7h0JmQJK2yc4Nkz7aUyYk+c8sRTx+rc+VumBhb5q7HJ1k/ETFRFyy2ffZsjYiihAePjBPFKXs3aZa7gqlGn3XjHnc9GTNRq3H57pSnT8TMLflMN0L2bDXs2BShiTh8RuH7Bozh4gti1o0Jur2Qbj+g0/M4v+SxsCJYbqUst1IWmimnFgXNOGH39hZvuWGZa/YoJqrjnJkbYyFf+ZqWuVfaMSvtlJW2YbEDsx3JbDPl2j2z/OoPLrB3a4Ol5hhLTZ9evB6/uiudnLn4T8LKxI8kyWBwyRU3PN/QWXX7hgL43Nwcnuf5n//8Z/2x8enfvePO+975zKHTXj+2yZTlrmSuKznfTnjB7ll+7QcWuXJXjfNLkyw1ayy3QpZaAcstj+W2oNlKWW4nrLQTlluGMyuC8x3N+FiXa/e1ePsrEvZtqdDt15lfrrLUCmh1JK2uoNMrJUmUCLQG3zNUK7BpWrNlpg9qwP5TCU8dCaioKq+4OsYPmjy8v8GmGcXDB1O2zii6g5Sxasr8suaKvYL5ZU294tPrC7ZuTHhof4UtM/DQ4QGBqHLjlRBUujx5LOWZ41UkAZunFZunoFoB3xOkWhAnECfQ60Onr2l3Na2uZqkDc01DK07Zc0Gbt71yhWv3aiarNZaaY5xbqLHYDFhqKpbbsNJKWWknNDspKx3DUgbu803NtfvO86s/MMclO6osLE+w3K7R6oQ02x7NjsCvbk0uuPCaPzt1eu5HXvtNr4+TJI7XrfvGqVr8hgF4c2WZsfEJ7/jxoz93+5du++5nDh2dWVzuhL2+tgmavqbdE6z0BHM9yWw75poL5vj1H1nkqt0hcwXIK6y0A1baHittwUrb2CW3nbDSSVnuwPkmLA0MQvX5lhuaXLIt4dq9hol6hWanQpL4JKkiTiSpFoBBG0PoJ4w1ujx6RNIfxNz2UAMRV9i9JeCGKztEepkv3DfFFbsD5tstTp+r84KLYp454REbw7Gzhh96U5+jZzSxbvDMKc0L9wpOzHVZXJ7gij0xX3yoRzyo85LLfHZvizCixa0PCwZ9weOHQxpVn5onrAwDtIYoNcSpYaCh2dVMjPe5+qIel23v86aXpChqtDt15pZrLLXssVluSZptw0onodWx4G52DItdyfmOZL6V8KJ95/mvPzzPRdsqLKxM0mxXaXYqtLo+7a5Hu2vJIErCwYbNF8y/8pWv/pNdu3b97MrKSjI5Ofl8Qwr4BgH45z/5e5w6/ljl+le88yeOHDn2M48++rjo9FL6kabXT+n2NZ2+ptM3tHrQ7Anme5LZTsK1e+b4tR+Y54pdASvNCRZX6qy0KzQ7ASsdj2Zb0ewIWl1Nq5PQ7qa0e5pm17DUFSz3DJ0o4aJdfcarCTpJeNMNPa7cnTKIFZ40DGLDJ75a4+CZOpsmNSfOBnhU2btFccUeQ6XW4f79Xc7PN7h6T5WpqRVufyTgBTsDFjptet06k+sMjxyQvPumPg8dMKyfCukM2iyvTHDZni53PAIbxsa4+qIOsysr3PvEJDW/zpUXwp7tfZTX4cisZsNUxImzMZ+8K6QXK6SEKDZctWfA6186II49Jqpw2QWCTq9Gq1NlpR2y0vFpdhStjqTZgVY3pd1JaXVTWl1NswdLHcG5jmS5O+DFe+b4xR9Y5vKdFRZXxmh2LHO3ugHtnke7q+j0BJ2+oNPTRDFcctkV5oILdv7czgt2/M3uXTuOAP3nu4jreQf4Pbf9FvV6UJub7/yHhcXWz80vdOgOJL2BoNc39AbpCMg1nT60+oL5nuJcS3PNhYu8/ZULvPmGlLFKnfnlMZZbVZqdkGbHp9VVtLqSdhc6PUO3n9Ltafs4MHQH9qLpRoYo1QSBwcvCb19BKA1GS0LfY92YYut6yQWbDTs29UhFi1vuVTxzZIzXXB3wkquX+cCnUiaCKV57fZc7H48Zr4yzeVOHLz9U5VtuSLnt0ZSd60LqY23uejTkm17k02ic5wOfmOJll1Z59bUtHj/Z5/P3+Jikxo4NATs3CbZu0KybiAiDGG1SfC9FKVs2EnhQCQRx7NHtB7S6Ht2+R6ev6PQknR50+oZOT9PppnR69kJv9WClJ5jvCM43DWNjLd564zxvf8WASy+osrDcoNmp0u6GtHuWuTu9EtzdgaE/0PR6Cd1+il+p6ze94ZvifXsvvLbT6TxxzVUX/58L8Ltv+w2UCivxoPUTnfbiTy+vdGVvENAdSLp9sRrkA42VLJp2H9oDwVJfMteCKO3x7ted59uu73LNHo80bbDUrLPcrtDu+rR72YnpZ/92H/oDQz/WDCJDnGiSxJBqSDVgQCqB7wkqPjRqkvGGYNO0ZuuGHhPjTe543HDb/QGBHOeaPQFXXdTioaMdnjgwwauv9glrS3z6qxW++bqQyYkFbrlzkldcI/jYvREbqzW+6SUtbrnHUFMTvOKFfR460uaJg+Ncs7vC1Rf1CcJFPv+g4s5Ha0zVQrZNe2ycFozXJY0aVALwfYOS9nimqSDRECeCOBYMYkN/AL3I0O9regNLFN2BJYl2H+Y6kvk2xKLPDRct8caXtHj3zSmDaIyFlTqtboV21wax9i7LYzgw9Pqa/iClN7D/fquTEFTqetPG9T8/PTX+K73eoP/rv/je5w1jz6tNuGNj0+v3058+123+B9K+rFUChLCMJJAIYZtwhFAIIZAyRQlQEqQyeJ7BV5qqJ5jv1vjwrdu49f4m33zNMt9ywwpX7OowPVFjsVmj3Qvp9ny6A4/eQNEfKAaRYBBL4gSSVJGmoI296qUE34PQN9SrmsmxmK3ruySmw8EzMR+7J+DpI2NMVatcs8/jxhe0+OpTTb5w9zjX7QtZP93jMw8YdFplaixisTWwFw2wcaLD8kKIEhWuv3KJz99V4dRslTdc1yVJF/nSI+uI0wovvHgDb3xxk52bm9z1hMdjp6qYYyFbpyVTdUGtIggDgadEBnKDNlaXJ6m9aKPYMMgu4n4E3ciufssDwXIbpNfnqotWeOuNTW66OmbdWJXFlUlW2lW6/YB2Lwe3oteXdDLi6faNlZCDhP5A23tkSI1ifrEtW31+Yk91Zvuv/Kfve/jnf/bf/E41eH6S5v/oADfN3+Pwie3Uqv33Ej38zVKfuKHmE1CroAYJYAAvA7dEAlIIpJBIgU2zK4FSKb6CQEHoaaqeYayvWGhN8Se3NvjSY22uu7TJd792hYu3NVk3USFOKvQGIe1eQK/vMYgVSSKJU4nWAm2EBbcwhGFKPUwIgxip+sw1B3zyfsmJ2YCjpyYxcYW9W30uvkDxgotaCH+ORw6NsX26wmW7DNOTKyw2K2yZViA1n743JERSDQ2vf3GPD3865dx8yMx6xUJ7wJNHQrbMTHLNhfPc+ViTu58apz8IuOiCaa6+oMvlF7Q4dHaFE+cNdz9Z4+jJGqGQhJ6kHkLFYXJjINWGJIUohSgRdAaCVl/QjCDWCUL1uWJ3i++5ucV1l2i2rffp9qaYW6pZxu4HdHtW4vQGtjbdrqhY5h6kDKI0A7YFdy9bLQapx/nZbnimd+z7fu59n1jZOVNTH/rLz/zm3Uf6/O5/+rZ/vgD/ld//GIy9mQ3Tv/ujcWf/z/cHpxtSGGrVKogYIUx2ByEUUhiktIGUVAKlFJ6SeF6KpwS+pwk8TehDJTBUg5SJiqQ18FlameKjXxnnq0/1mKj3eNdNTXZvWCGJPfZsNVy0U9EfWLck1RJjrFpTMiUMEg6fgWNzgl6i+Ysv1FjpTNDvBkxXFZunPHZs8ti1RXDZhU1SucjvfbJBpznOdRd77N7W5rFjKa1mhW27oV5NaEUVwkCCMQS+z0ofTp+X7Lsg5JLdfQ4cjHjicJXrLpviX75hgT/8dJv7DzTo9DwWmw12balw6dYeL7m4zetf3KbZW+TPv1ClGwecOu/z+LGAwLNEAKCxUivRmiSCTRsiLrmoi05jdm8a8C9eNWC85rFxMiCKq5w+X6HbC+gNfLp9LwO1ojeQ2R36kbGybpDSj1IGkbavI3vvRdCLBd1I0E095s+u8D/+6qsTV+zZ+AuvePHu9Hf/k/id/sKfUVn3zn9+AP+vf/h53vTaV6kf+6W//pd1c8+vf/tLHgkvviCg27PZOQNDAJfCIIWHlKCkRClhwa0EnqfwPInvpQR+ShAZwoGm4hvqsWasAlNVQSeStHoNTjYb/NKHpiGNkSRctq/LRdsjBpHA6BRjrCySUiClJAgDnjgScPhkhWrgU/ck6+qC3Zsl66c8Ns9IdmzS7NuxTMwi/+MTDU6eGOfavT4XbtNIr8VtD4VM1nymJ2ByrE+9WkFh/etWL2Cxo1lsGlbadW66psljByOOnPGYHq/wwksm+JdvXOJ/fBweOlyn0zesdDxmF8fYNF1lZmrA5vEeP/UvetQqLZ45pXn8qCIMDVJppMh0ljEYDVEkuGh7wlV7U4TxiOMAzCT9KOTcvE934NMbePQHin5kGbsfCfoDSS8S9AfQjzSDSDMY2Md+pK3Gj/K7BXcvFrQjwUos6KeGtN+ju/hw45X7Tv/6ry5fER9f/t7fXzpTTae2vOWfD8B/9f0fZcc67f/JX/7t9zz+9Infvv3uef/xp8f4pR9qsndbipQW2BbUGiUNSvooafCUh6eMBbSySY7At/eBLxhEktDXDIKUamSs5kystTcRa6IEBrGgn0gGaUicVDh8rMFThwypsdWHAEpYueMrQehBI4SL10OjChN1yWRDMT3hMTMJOzYN2DyzwsAs8TsfG+fI0Qmu3uWxc4tk97ZlHjgy4NTsJC/ZK5kc0wRej4r0UQbrq2tA91lqVTg773HdZVUu2dXi8QMh68YltUqDK/em/Mibl/mdj2ueOtOg2dE0W4r5ZY91Ew2mxqtMNBLGagmTtYjXXRsT+jG+SlBKI6X9XsYItJZEiWJpSZEkHlGiiGLFIM4eI2nvsbTNIbFgEAn6EQwiY4GdMfYgNkSxlSSDOGP1GPqxoJuBezkWtOMU+j2u2L7ML/3QPK+85Ew4N1v57fHqh/Tk+g1/3Jv/UFydefc/fYD/3PtvobFu0rv/wOnvv/+RQ791z1Nnfepj3HKvDeR+4YdWuHhLGyU1UmgbSEpt78pHeQZPKTxP4XsGP5IEngPwQBFlJyeODVGiiWJNnNggK8/2JanJlmyD1jaYzJMlIgtcPWntttCHMJTUKpJ6RTHekEyOwfrJlB2buow1lvnonTF3PTXFysIYl21XXLDZ48JtA4Ra4SN3jLG+ppgal6ybGHDnE5Iz5xX7NkGcCnatT3npFQMOHJ5gsSlYajb49pe3ePBAn6NnJfWKJPDHuXQ3/JfvWuDOp3t88vZ1LLRhx/qU5ZbHREMx3ghpVAPq1SqVUFMJUnxPW0KQBoSxRA5obVePVEuSRJCkkjgRRIkgjiVRLBgklu2jBAaRDVCjWBNFmkFiA1X7nqEfZwCPM1kSS1qxoBlDb5BA1OHy7cv84g8u8U0v0rRaY/S6B/0xFb+vv3yJUv4Fv99f+LPkf7dc+d8O8C01LVoL5374sSeO/vJDT57yQz/EaENUbXDLvZJepPjWG1q88+Y2440E1a3iSY3yUjyl8bwU3/PwI4/AkwS+YuBbQEeBsCcmFkSxIkogjkvLL0k1SWoKcKepwWSsbYwFNoCSAiUFnicIPEEYSKqhpFYVjNUME42UmYmI9VNtkMv81ZcVH/78NOsqFS7fIdi+yWf7Js2OjSt85mHN0nKVK7dJJsYkk2MRx+d8Wl0PpSBNJY2qYvOGhLsf16y0NLOLIZfurvGyq5p86d6QyTqEYYBS41y2G77/tXP4co6P3TnJ/jMVNrZi1o0njNcVjaqkVlVUQ48w8Ah96+F7kmxlzE6EsRe1NoI0hUQL0sRecElqSSAniDjRxLHOyMIQZ6tiDu5BDP1sZezFgk4saCWCdgJRv8+43+Zdb17g227o8vIrod2uM4hDhPDorBzxu/3Krydq2jeM/U52/f3TBPgnP/UZtNbvefjRZ35u9uTJ+qZxjyjVdBNBS/gMRIMvPKS496kKC+1F3vvtXaYnEjq9BK8f4qsUP/YJPJ/ASwl8jyDWhIEkihRRIogy9inYKBEkibInLTXW+tOGVJuStR3mFgJrsynsyhBANYBaRdOo2cE+MxN9Nkwvc8+BiD/4TJ3DJ8fZPu6ze6Ng64aArRsEF27tIPxlvvjQJJOhYnpcMlE3TDR6jDU0gW9tT61hEHmstGNa3ZRmRzG/4tPuNrjp6vN89t4uh881qIYxngoQYpzdWyTvfNUi1108ywc/Pc4DT02ypS3ZMBYzVhPUK/aCDENJ6Et8L7MOlUCK8kI2JpMspvT701STZqn+pCCGHOgW0HYVNAwyUA8SK0l6iaAVW2D3owTd7zNWafHeb1/k37+9SzUIaXaqDKKQQewTxx5xUqMzN1fvm6O/EIy/QN391S/8xktuuOmfHsCXV9r4vv+vP/QXH/u5Y8dOj49XwY8M/QR8CV4iaAuPrqzTijz+29/4PPjMCu94dZubr20xNR7R6VUI4oDADwgDn0HkEcW2+yUKFFEiiRNJHGePaQbwNGOpVJBqCgvQGGGxbWwQK2QmTZQtpAp8TSXQ1CoJ9UrCeGPA+qk2rV6H//oRj9semabdqrN7nWD7esGWGQvuCzb1adSW+PAXA86cq3PJJsFkQzE5lqLNgHZP4EkLNm0si4/XEqRKWO74rLTg/FKVvdurvPOmFf7qiwEn53x8L0ZJH2MaxKnism1L/Oy7W3zpsQ4f/MQ6zp2usWkcJqsp9TClGpbxie9JPJUFzlk+wX718kK3Fz7oVJNkK5wFuiWHJIUosQCPEsEgzVg7gU4iLbBjTRoNGK+0ed2rlvnOV3e48QqNFDWWmhUGcUgU+9ndYxB51n4cnBtviP03/dWXpn/jgTt+g2tf8d5/OgD/hV/5bT70gV+Ui3r31U/tPzIeJ5rAExhjrI8tQEmDLwW+FHRkhVbkccu9Fe58uM5rrmny9td0ufEFERONkCgK6UcBA98epDjxM0miSBKVgVuSpIIkkaRprjdFprcFeoS5rZ+uUQp8pfF9q2HrlZh6NaJR66FUm688afi7u8a4/aF1bKwrLt0EG6ckG9cFbF4v2TITsXvrMg8d7vOJO9czHSimxyRjdcnMZJ+Dpw13Phwijb2Y0lQgULzi6pg7H4+YX6nQ6qQsLHtsmWnw5pd2ePRIk8f3r6MWJCglAB+d1hgMFFs2hHznjctsmpjlY3dVufuxSc60KkyFgrGKoR5oKgEEXoqnspxB9n3dvLXJJYu2nnnO6EkG7CSFWFvCiFMYJJaxu4mgk0Av1ugkYjro8IqXrvCdr2nyqmsSal7AILZ1K1HsZ8ztM4gUUWLJKU4VgoS4e/K17745+sUnjl3yM5//5PvT177ph76xAZ5Nk6rMzS/s+O33/eE7jp965vs7rQ5hIEkSi66cOWUCnrBsHkpBW/r0EsVSEvB3X61x26MdXnRxm/e+tcMVuyMmxz3SNKDXD4qDFsXKVv2lNmGTakWaCBJtnQNtBFqXlXemALdBStsT6StN4KfUqjHVcICnBvSTPk+e0PzupyZ45PAkXhqyd9qwYcKwbkKxfipg47Rk80zMzs1tzq+0+NMv1DFxhU3rBeMNj/G6YawW0UtTtFEEUiBkxuBaoTxFojXtvqbVTVlpe5xbqHLxWIN33bTCr8xVOTpXw/NiK22MR6IrDGJJuxvw0ovbXH9xk8ePneJ3PznGgZMN5peqhFJS9QWN0FDxbPeRryyxSDl6vigCbq0hyVweK+8gSgWRtsDup9CNDYMowTMR68Y7XLmnzb//9hWu2ZfQqPlEgwatbkgU+URJTkblqhsniihbbZNE0h9EfrOz9JPTtUOJUDO//OmP/V7/9W/+wW9cgO8/cJBGo37R/gOH7p2fX/DjqCvqVUWSGJuNlMYmbRKDEjYQ8hIIpCFUgp4SdLyQvu+zFFX43IN2AOY3Xd/kza/scdkFHbav6zFe94gSP+uQt8tenCgSLUlTlQFbojUYRBnGZOAOfG0ZzkvxvRhfRZxbTjh0VvPVJzwePTbGfU9NkMRVNo0Z1jcMU2OC6XHF9ITP+inJpnUJW2Z6TE4s8ZHPwj1PTnDlFsHkmGCsLmnUNI3agHYaEfgKL7FSwRjrYDCQdPsprawAqtkxLLU85pbGuOGSDt/04iX+8FMh9UWJErEFpPaIk4BBLOn2fdZNVLh2b5sPvLfDfftbPHrM597HG5xaqnBgoUqoJFVl5VHgGULfoMiIPDssOZOnxsq5WFvmjlLoRVaqxCbBJDGNoM/eTT0uuaDLt726w2uvi2kEPv1+g3YzIEoCosQjjv0MzIo48YgTa1MWUrKQk5LBoCf8/uLPRIlI/cr0r//tX3+g+5a3/cA3HsBnZ2fZsGFD5Stf+eq3ff7zt/r9QVdWQ484ydnDoKTIEjc2reylxurfFPwEKspQTbOlUIUMAp9mUuWv7hjj1od7bJvu8YaXttk4mXDBxgHXXtRFoJieknhKkqYeWkuMkRlz5+tynjzSGGGbAnoDjfQS7t7vceSc5HP31zh0tsHKSpVA+JatpzTjNeuDTzQ8pic8picEG6YSNq3rsXn9Mvc8ZaXJlnGPdQ0Yq3uM1QTj9QQpI54+oWh2FVvr2XBbA4NYsmFacNGOAV+ZNzR7hnbPsvjCSsjs4gRvfekcTx1f5IEnZvCVARFjDCSplWj9SNHrezQ7AZONOi+/osOrr+6yeNM8h8/CZx+ocORsyIMHagjfY77v0V9USCERQmSaXGQgNxnIDanRmNS6WFNjA8ZFzDWX9LhgQ5/NUzFvfEnExinB1Jii1x9naSWwIE494tgjSrxMNuZ3OXzPZKQ1AwSJ9ug1O/Qj72eve8l18qoXvPhXFhbe3F+3bsM3FsDHGqF3+tTR/3z2zLH/GEddWa/6Gbi1TbMnBiVNAXQlwcsaeP3UlqUGKQSJoaoEdS3op4K+5zPwfZr9Ko+fSHjs+DRCx2xb3+fqnT3G6yk3vqjP5umYNE4wOjtxppQmZBpUKkOk4b7Hqzx1tEZQkTx8pMbZxSoVz2MskOyYMkxUNGMVQ6MqGatJxhseE2Me0+MwM5mwYarPtg0tUpb58G0TLC6Ocfk2zXjD9lg2apqxWowxMfc/FbC45HPhlM0uGgODgWT9hOTFl/b4yiMp7Z6k001odRTLbZ/zi3Uu3d3j3a9ucv/+KscWx1BCA3FWY+JnCRpBdyDp9HxWOiFjtQaTY32u3dPjhkv7nFvs88SxFpVqyhNHPe5/PCQ1EiEFRZ12YSMaMBq0Jk0MG9cl3PiiPpNVzRU7NVtnBEnqoXWNQeyzsGxXT9sYkknFjK3zuCiv80kSQZxm0iS1wM7NgDiFOPZodtty/zOHf7I+tt6bmpr+L0DyDQPwbrdHFEU//+Wv3PXe/U8/EQS+KrKSiZTIxJAIkApkCiqxLO5JgaftMuinhji12cRYQyU11FJBrK0WHASCKPWJtE+sDWeaY5y8XyNVyuceial5Cdpoe5KM7VYX+RkU0t6lRAtFs+OTRB6hJ2lUDBdOQz0wNIKEagj1iqBWUTSqirGaVyR6picS1k/22biuTaKX+fW/qfLIoWm2rzNM1EUGbkG9mlKvRNRrfSrVKn4W6IlMFqRaECU+vV6flb5mMrS12u2eptlWLNcCTs6Oc9WuAT/+9vP82t94nFqpgkjRJkFriFOPKJFZ7Yii0/fo9Hya7ZBqpUY1C5ZfcUWEH0Rcuyfl21/WLxJpQujMJi2j75wcUm2txomGQsmAft9jYcXLKi4tmJNEkWgb+yRp/pgD2j7Pg/4kzYNVkb1PlmwiAzpEMTz26GPBoN99x1ij8Uv33PPV5Prr/9d7PP+XAf7k4w9x7MjTYasdveLgMwcraarxlCSXBUUKXhqUNhmwbaRurTyDp+yX9HUewRtrW2ljD1IW5cfaBpCJhiiUpHVJoj3iJGQhshlwY8q8gRC2PNUTdsXws2zlxrqhOmkIPU0l06YVX1AN7b0WKmpVj0ZNMVYXTDY0k42EdRMD1k912LJhkd//tOZjt69nw7jHuoZmvGYvhnoVC/BqxLklzaEzIdXAxh9ZeQipFvQHHns2J2ycHtDuhLaho5fS6ipWOh6NZoWx2gRvf/kch07P8sef2ppZhhqtk8yz9hhEef2IpNtX1Coe1dCnGtiisSBICfyE0E+pBCmeSFEytSurMAiph3zyfPVLU8nCkp1YoHX+KDKQSxIt0RmI0zQHdAbqAsi5DMkei59RWLlx5tjY1kDN6VMntr/khlf8rqcqP3j/fQ8MXnTdtc8fwJeWl5mcmKjde/eXfuehhx643ugevidtTbWweltKQyINUmpSbbOGqTQopUlTUCl4uVWV+dZ5qWc6YmEVr3N7K8vMGZODe/jz5eW1UuQXlvW8A2nwvayuxYPQl1QCQSW0CZNqxaNeFYzVYLyeMtFImByLmJnssHlmiceO9vmzO7ZQr4RsHNOM1wT1mqJWFdSrmY9eHfDIccFDByrsnLR/X2QUrg10Bx4vvMiwd2uf+x4fpxtBr5/S6WlaHclKzWd+uUolnOBtNy7ywNPzPHFsI/aS1aQ6JdEmS8bYepLeQFKrCKqhohpqQt/PAK7xPY2vbHZYKV3IxYLJneOWJ4RsUkgUbpTOUv2pdqzYVGbOi8gaLuzPitcZmEdzE7kVmZNcmi2+y82+d889D3zXNS+8Vr/25tf8aLO53B0fn3x+AN5eOUe/u/jvzp469L2d1nlqFa8AppSgUkmaHchUCZs1y56rVJAqg6cNaWoy39rWiaQpQ6DWWRYydepIimRFbgG64M5OmJVJ2WcRoJTNWnpZp07gQeALQl8RBoJKoKhUJPWKoFEzjNVSxusJE42I6Ykum6aXefRol3//wQ2cPjfBhdOaiRo0qpJ6VVGvQK2SUqsk+P6AXmTwpEeoKDRvLlHiRJKmPo0goZ9qOgNp2+f6VpM324pqGFIJGuzYGPNff3iFH/+g4LFDG8BIUp2SppokiYlizSDy6A8k/YGkGkIYSCqBIQgUgWcIPAtyzzMFwJW0q2spVRyQA2T5A5MD3IiipqWsbaEAeZoxcW41FoSVA1w7oC7Oc37+jU08pYajx0+LsDr2vbt27ToSRfEv/K9g9H8a4J/+9Kd5fP/sVt098MLW8ilqoSBJbQCZ5h9e2i8ss8dUWlCnqUYrUXyxVJki4WCza6LMsjlerclY22S1JCZ/PoztEuDSNksoaTN6nrSJD8veMqtMlBkYpJUoFUO9omnUUsZqMeP1iKnxHhumV3j4cJef/KNpjpyeYuekYbJGprkV9aqkXjXUwpRGNaLZTfj4XVVM6hEog5TCavDs+8SJRAmPN93Q5s6nIlr9StYCltLtKdo9Sa3jUQ1CwmCM3RsTfvlfLvJTfyh5+MB66/nr1Np6SZqNt5AMYkV/YL9TGApCXxD6Jvu+Nqj3lEGpTDYKEFnNimAY6CWT5yl+HDa31mIB+IKUSlAXr/OfpZQgz8Ccl1EUWMjI7plDJ/jkLZ9/4ateduXWW2/9zOmbb/7mfzyAd1oL1BrTWx575Ku/+ehDc2/u9VoEvm99bpV9OVl+qRz0icyAqySp1sUVm4PbODUjeujRHtDcziodElOyDWU6Os9UCgfgSpb1Gb5nU9m+Ly0AAkEltCPWqqGmUU2pZ+CebPSYmWxacP/BFE8em2HntGRdPWW8agun6lVFzWHvWjXCiIjZpTGksNucyKEsomU0bXw2Tho8ndBJBL3I0BvYZuh2V1INFZXAJ/AreN44l+1I+OXvP89P/gE8dGCG1CjiVJM4dSNRpBmEikogCSL7/QJfZhd1XohlAa4yy1auArn7WUeATlaZmJsuJi+HwGH2/PXIauzUBeV3nTqvi+eCXrPF7Oz5Ny+3dfqam173Y+fOL5zZtOHvPz3rfxLgp0mipX2eOf/WgPNQ8dFGI6VAZcydqOzLKZF9MSsR8gOQZomY/AsWYM7vGUvnQDcuc+MWTZmhMyIK3S0y40SU1YJK4nk5wAWBb0tjK6GhGmqqYUqtklKvJozVBozXLbgfOtTnJ35/kieOz7BtUjFT14xXBfWapFZR1KqSesX+G7VKQuhF3HcQzi0G1AOb3BLCWnPFcq8l3b7HpinBZRd2uPepBt1B3g6ms6BTUQkUgR9kGnqCS3ek/Mq/Os+Pf8Dw0IH1JCZj8tQQp7b+PYoNUSAJApnVpshixfK8TKZJCpDnAM8Ls4qjKRzpl8tCrNuSn5PUiAzoFMDW7utMX5fALs+zC+x8xS7kCooDh2e58Oj5t67fcOR3Wu3OmX8UBp8/cxdhRWxZmnv8l+fP3E21olGxtoGEyMCtKYGuQUsrLdTIUqY1aCWGwZ09L8pac4Bjj27BKCXHZKzjsHfm89rEkq0UzMthbdMEBL6xdd+BLbCqhinViq1FaVQHNOo9psdbPHyoz79//zT7T65n84TH+ppmvAr1qq3iK9lbU6ukVMOYwB/w5BGP+fkquzZQ1oJk16TOnJTewOPCbYLLdne5/TFNN5L0IpuE6vU1nZ6tDgx8D98L8FQNKTWXblvmv/3Qef7t7xoeemY9sfZYl2oL8Bii0NZuh6G2AM9WK1uAJbJ7VqciSykncrBn4B695aSSAz2XjaMpf22yWGkodipBXT4v46pSh5c1Mf3YcMut92JE8MtXXrbnrbd84b4zb7jp77cz3N8L4Pfe9xDy8DUcrXxoc9w9ek2/10KpEM9oQFpLMBVILdDSajOlDWnB3AbtsHh+tVtXJGc3hhjbpttL5sY4VmB2JtxlVRbuTc7e1jnxFHge+MoQeAbfN1QCTehbcFfChFpRaNVlarzNw4cG/Lvfm2b/KWsHztRsAqheyUpUK8q6LqHOGg4SKkGMVAM6kY9UHr4yKEXG4iVA0jRvOvCpBzGQ0I5C2yoWafpRSrcvCQOVBYo+vqdRqoaUhr1bDP/9h8/zb9+nefCZDcSpnzUYG6LUMPANlcTR4L7GV/Yiz1v/lJQ2N5Edpxzk7vEs0vojwXwpVxzpqPNa+xzEOdgzl8R5rofY3HXLTDYVwPblLi2ucPd9T1zT63U2/9sf/s4zTz/5CJdcdvX/HoDHgxUOBvdMtJdn//LcsaVgajxACoOvbBo81955oOhqstRdulI3aMz1NUPgdrW2m5UsmDvL5OQnI78Xrkl+z5ZhTxl8PwO4rwl8TRikVIOUSpBQrcTUKgPGGz3GGy0eOJDwo7+zngOnZljf8JmpasYrhkbG3LWKolZRVCvG3kNNNUyoViKOz2r+9AsNwgr4jlORf2xjSout3Q14581N/uyOLnMLFXp5G9hA0wtSwr4sy18937H3DPu2wm/9m3ne89spdz+9nl5SYSYVRKmm5sMgNlQCQ+jlJbR2BfM8nQFc2CxzttLl5GDlVA5yAcKAKSk9JxhXNuoi8DfOCrx6Zc4fSzy4BoOj3bN/q1bx6DbPBLu2XPaRpcXFb52cmnrchcE/KMAn/UdEr5deN1jprq+GGoE92PbAZHJgCNSmjLh1bjWRsfiIQ5KDWgvraetSaxfM7XyW/HC7gVHuu0vhgjurd/G0bXnzdAZwm/ioBAmVMKJaiZhodOnHHT77APzSX2zkwKl1rGt4FtzVEtzViqJSUVliyAamlSAhDBLCIEKT0B1UGQ8EXnZ8RBEC5xez9ZTjxKNRV3hiQD/R9GJRNPKGA00/0PR8ReBLAk/hKQ+lguyiMezeJPiVH1jhv/1lyp1Pr+NMu0E/VYz7hkagiVJD6BnCxBB4uUVqHB0uSgbPnJ780ZV+o7fynDiOVhEvlaB3a8/Lc24czV7OchkCffb/SQG9vub2rz65c9OW3X/SqC+/iL9HGv/rBnjc3Y9O428+/ORHf78XnJ6oel4Bs7ze2tPW3NdGlo0GOeCNKQGuc9YWZTDpOCVuxL6KuR2AFychA7XNmFIWdKnSFvMzHzjwLLjDDJCVIKJWGbBuosN8s8ev/FmNP/nieiIzzvqGYqaqmagaxooUvu3VrIV2xkk1tOMqKqG9UHxvwG0P+6Tat2wpM4tQlt+jbB2TxKlCCp+bXtDm/Z9aRzv2Gc9YvBLZaVE5g/tKZQyesaswGC24eLvkgz/e5M9v6/GLH9rAuaVJOmMek6liLNFUfUMYm8wPtzGI7dsUjpuSSTsX4CJjc5dRXJAX5GNKMhqSKk7duXFzGCYveymSdnmXUbGaOzmOfiS46+ETnF6+ZeMP/6u3vvbOR49/+mVXXfAPDfCnMEb/6Fjl5GY9PqAfhySJHKq71pnXrTMwp3lyIC091FyW5BZTKUXcljLxrMztsnZe/lqwd14SIEtZYpfjLJOXjZkI/YSgAHePaqXLbQ9rPvKVMf7ytvVoMcb6hmBdJZMlFahVRAZqSSVUVDL2rgS6WAlCP8YL+nzhwQl06hMqCtAUurasabIp7FShpMfN13T5wMciuklgWTw2RUd7b6CtdvbsbBilKBjcHh/B5Ljke25uUfXO8bdf6XLbI+s4n1TpBorxRFPzMyZXEHgmi0tMweL5haOkcJI/WeyQacGhbKfDOjmL56Afdb1KFh9O0llrOM9IOyyee+7Zz5IU2gNF+0Rz88NPH/tRJeWn/0EZ/BN3PMMXnvK/L55/34uu33WKRm0C2RdEyiuyWDqrVUgdsBfZL+XIkzy1rt0Egiivfux7awF7COA5sMkaKLJ0vFSmyNINgVvZmozATwmCiNCPaFR7BJUef36rxy/9yQzHl6fw/QobqjAdasYq2mYnQzsmrVqx4K5m7F0JTBag2hWhGkYstTTdJEB5ikDqwqUY0uCUq1uSKAZxQOj1mBjv0hzU6cfSTo0KDEFka9ettanK4FDYzbTI6ke0Fkw0JG9/VZtXvHCBX/7jAR/6/AxLcYNe6FOPBQ3fNkGEShQg92WW+HFWviJQF86xdlh8lMxdIho+j8MMXrL7sDwtX4vhMoys/miQwHIkSc/PMVj+4ot+8t+84/ve886H/1CIr73j29cE+MLCIuvWXch7f/7916+rzM+8ZHeC7yf4qQJhSKUqAG5dE7eTRgwxuckaEMr0b1nzMCxJnFLXIWCb4gALUXaN58wts0IuqSywi658pfG9hCCICbyYamVAGPTYfyLlb++s8qefXceZ5UnqVZ+pimEyMDQqmloI9awAqxJKm8oPJZXAeueV0AaqoW/Zu1Hvc+udisNHa1TzhEruTjgIySVZmhUqRbHHJbvhFVe1+egd07SrHo3EDs8cRIa+p/F8Xdp8UjoXjhlKzCSpZNN4h5/93g67N8d89M5xnjg+Qd+r0kk96p6grgyhl8+ByYrQlD2enijjmPzClGLYhl3F5C7Asy+YtwgWAHfBP1JLNAr4VDsNGKktm+6lAk+nhOLsTOvsfdfHZ7//D5cX55mcfu5h+18T4IPeMgtzT/6rO7/y6e8eVx2EqKE1eCpFYAuplJZorbMRaJpUCxss5mAfKt4pLcHCIWHYKSFn8bXA7bK3U6lopYnONKXGywqLfC/B81ICP6IaRgTBgE484Hf/psIHP72O84sTxKrKeF0xHRrGAhucueC2jK2yYiyRsbcFdyWr2quEMWka89TxgG4cMhVky7/MQSGGvpsbaCaJYkx5XHpBxEe8Ae3IoxcIqnGmnWONH+msUEqipEAoO4VLZKfQant7zJNUMlbzec93dHjHa8/zB59u8YGPrWOp26DnhbR9Rc0TVBWESlugZ3X6+WcuQF4A3AzbhyM0PhQruQy+isnFyOvVYM9dlEQLy+AatICuqPMnn40Yr5vvft1Np+7vzy9/8H+JwZPuI6jqrtqhx/7o8s1jTwf1IG9iSFEqtb631qRaDWXohhjcKdShkCM5YwvnSi+LkYbowVkWS3Dnk7Ac3a3yYUEW3HY4Z4LvJVQqEaE3oNlLuP9xwe/fMsEXH55ksTtGpRIyE8B4oGkEhnpgqIZWlhTMHSpbrxJKwsBKk4pfgjzwE2qViPPLCbd8ZYoBHoHngDtvLMo1eLEc28q8OFUY4/OmG1t84DNd5ldq9BLBILZWXxCDH6VFgsZTyjofQpb/9tCFY7ubalXFxqke73lrn6t2n+EDt4zz6KExFjt1+irEDxQVT1KVEChjqyyzkuI8wzkMcgfo5YLE6Ckr5KURw8xNaQ9rB/D58xzkOcBjk/UDZCRYVZLlBcVHP3ckOLN0++U/8e/eWfvi/Qe7r3nR3v9JgA9Oo5Olb9owde7HgvggxgS2llhqlNFoaR0TpXUxIsyCWTos7YLa1dslyFcxtgNsexyNDXJGgS00ImNu6YDb3hPCMCLwI1Y6Cbc9LPnYl+t85v4J5psNVLXCWF0x4cNYYIOwWmCoBhR14Tm4rTRRVpoEhjADdhjkbkxM6A947IhkoRcSepJA2gSPcpb6XDIPdbSnIuuA8ZiqCq65sMMn752km/j0E0ElNgSR9e89zwabamDZ215AZSdxufxn1X1GECcetYrPt76sxytesMTn7m/zd1+uc9fj48y1a0ReQDdQ+FISSEEoIZCZNhel5ZqzuBRiVb3KqgB0KCnnfGfnIswDyzzdr03W9GwEibEZ8NgIYlfeCFhJfe7cv8yGHd0f++Tn77+92e7/3f8UgxvTBMZm2nMf+5a48whj9S5pmhZgA7L+xxy0paNiCmlipYohkyyIIc3NEMBXU0JR2ZYHkznA8+SJNOUFJ20hf+BbuRD6MfPNhFsf9Pj0nQ0+ds84S606IqgQNnwanmDCt8Cu+oZqDu5AUAmFrQ8PJBXfDtSpBBTsbQGurRvjJQR+TCUY8Jl7Q84uV5luCLvkFy7EGoFZIVFKHb5uwuP1L+7w8a/GFuCxYOBDmNhpUn6krbXnlCFYVnVATkkkadaEnf/79cqAd7y6xze/eIlP3tPhljtr3Plog7lmjUQF9ALPjsmTAl9KPGEZ3ZeghEEJkZ2HUpuPlAI557LU5EMgzwGOY5dm4E5ycBunajS/SoABMEiBOOWO+57mmkt3fct7vuemr3zTbHd+68ba3w/gZ8+eRYvBziDpf/d45QygiJMEjCwOojHSkSGZTDGyBHN2AQyxNzg2oCNLRoJKt+zVlSUi60SROWtLO88w8BPCSkwSJ5yeNzx1wuNPPzvBPU81ODdXJw0reA27gdOYB3UvpebbudqVrKPHMnQObluRZ8EtCoCHgSH0tWVuPyXwbe3Kk8cM+49XENInUDgZR5EFmSXMV4EwS/gkqcclF/S5bFebA2eqdH1JLUktuBVEnsmC52xqlZRI8qSMtP+6a8nlwX9q+ymTxKcX+VTDAe+6acDNL1jhnqfafOizdZ4+UeX4XJWkE5JUPQaehxASlc1l96S0NfXCduYX0oU1lQruKS1qV1jN2BoLZhfQJrdb3Hv+Lxj7Px4/3KXm979bJ+ffp+OV+b8Xg3/hS5/lB3/hI0yMTavp6mH2rlfceEXCZbsTMAKRATpJZQborJM9Z/LsOZn+xjmhuCCnBPnooRnyuXP2zgd0Cgtsz0tRKkGohPNLcNudHvuPV7ntnhrnWhVOzNXAC1ENn5qnaChD3TNUvQzUnqHiQxiIbMZ4Ce4wsHUgoS8JfQiG2Dsl9HVmOyZUqwOOzMLxs1WU9Kw8ke7SzohWHgmwilYwj12bDfs2dXjy6BTdmmXx0AM/Mfhxlp1VushA2vqR3KWRxTHVppSKtmwiazVLFXHiE0YB68Yivu1lA667uMlsp8kX7g45cDzk1ofqnF8MMdInlh4oRSQlZDtt5Kl8iSiLs1ygFylbC2AX5CWjm8wnz+neBXNWfpq/1ikYgzApoLl894CXXtxlz7pP0597VFUH8zz80K284Jqbvz6AezLlv//oyzZ87r4TH/zp962ItLOFXdu7bJmJ+N43dLhoW0ytmrBtS0qgJUJnoM7691ywFwzuyBMKgD8LuItgpmRtJQ0ia5g1KkUbzfw8HDyt+Ovbazx8KOTEySrtQUg3DcELkHWfihLUPKgpTUVloHarCX1hX2fgDrMy0zADecHcef2Kn2bMbcEdBjGSmGZXEpnApsKltsMvxbAH7jKsycsS8jawVBKnHsIoGvUIGNCLffqeoJqYrAw2S84obZ2UovZGOqUAsgSU+zdSWQDcT7IxyrFP4AesG4/YtC7msm0D2lGX46eaPHoo4K++VOPAqZDF+YDEeCRKoYUqGrhtetZevWWDtxg5m/kTU74yDhsbnT3PwWzApGA0SttYb9vWmHo14eLtEd/z+i6bZzS7t0KzeVQ8c+pFHxyIm29SLJ3/uhn8FS9/vXj8qbt3x8n5CwdpRFc3ePSYz2OHY+58tI4SCTu3xnzry/pce9GAF14ek2pNI4CJqoGCwaXNWhZgFoU8edaFTeis3Szv+tYMEsNyx4APJ89I7nggoNVXfPaeKodOVOikAYnxQfngBahQEShJVRlqOaiVdQrCHNxZu1rgQ+jZpocwsOWplr0FYQBhUMqYHOR5LUvunpxZSPm728aYa1aZHM816zB7O6Q2zOJFf6NkMPBZN6V4y6v63P5Il9PNGt1AUksEQQyRMngJeDGZNKPU4jijIJBlaWuWPClbyeyE3iRV+F4JdN9L8P2Yhhdz9Z6Eqy4c8LabezxzQvK5e0JaA8XtD1Q4fToAT7LY9ejHKgO0xORL1LPZK6W1Ul7lOFIEjTCGiVpK3dekRvPCKyKuvWjAt76sz84tdn+meiBJUh+tfdJkwErr3IWbt12ye9++b5pzr6fnBPjScqva7s986Pf+er6WpOOIEEyqMCqilXhgUh49rHlsf41NMwlbNyXoVHPtxRHfcmMfY+xU16mGYe+umEqYfYfiDEvWvtnAMRoIHj+o6A4knid58pjPR75YwQjJYtvn5KmQxCi072OUB76PlB5SSkIpqMgM1FJnCQ1bgxFkaWq/6MWkmDVegjuXJXlDhJUllr01oZexdwaI0B9w5+OK25+sIwJFqPLRxY57MkJshYvk1ObknemDgc+Nl/V56ZVt/ur2CbpJSD+B0IMoyWbJFMOTTDYCQiCygT6lzs+ZXAwHtNlqkfjZuIdU4aceSZIQJT6eSgoXSqmEK3cmXLV3QIrm1Dd3WGoJjBD8zW0Vnjjq43mC3kDxxEGPaKCymps1gO6CG1vnH4YWH5ON1FYgasObXz7ghRdH6AS2bkzZuN5gBhKjFam2W6ukqU+c+FRDyZ7wSG1607d9KIk7VwHdrwvgR46e4NzpuaBh2qyvSeYHgoHIuhmkBybBGI3xUs40DWeWbHHFg88YPnBLar9AYtiyLuU11w6YqGt04fU8C7YzFEgJKx3Jp+6usNRRCGklD6kHQtm2oIqyn0MolLBRf6igIg2h1ASZr+s7wPZVBuys2dj3BaEn7GPW9RJkVXu2jc1KkyAwlvGDjLUz39vP5EmUxDx1IqDVqRA2JKHMCqwKO9OtIyzPdVF0VZQ5SBKtiGKfdZOSyy7oEfo9W5uSCMLEBppebJxuHG3rt4uLKA/5citWllV8RflEWtSiJ54k9SVJmpIohUryHEJS5BI8mSKVdah2bEjYtTlFSM0L93Ywxha0rXQEn7orYKUnsvmH4mtEnvYzTdQ1N70wYvM6Q5rtPyaVxYIxkjTxiTul7E21srGftuPhur0KCyuSQTgbhNW1/9wqgA96i/T73e99+P7PTo3XU862bHYrMhKjfDAKtFdqJ1VqJoqgwUCgObNs+NBn6sOm6DCqhwGeyxgpIRTgS0yu+YpHG9l7WdYtFMZKjyxJEWS7G/h5GlqZoosnr4e2XS7C2Q7FgjuXJoGfa3Q7O8XOMtTZ+IU0m1Vuh3WeWNB88YEaqIBAZfbgSIC52jh2s3siS0vLbKiOR5L63HztgL/4bJen5+q0fZ9qYgul/KxIKv8borBMdcngI2UBNhbK3YtsukGWeU61xEsUSb7hgEpRnrKbEEgLcrslSkoUaYTUKGEHLlkZqakFmne9ViOUyWxkR29D9tr98tlFqCGJFVFfZjMkBTouHTptpJMczG3oHOjWf11qCR74wsNTr3/j27/37OzS+zZvnHpugEcrd4CO37V3yyNjAyVYHKxDZPUK9gBZoBn3LOUBQ/GY3ZWBAJ6dth2QZ1quQEROTcii3twj22ZEGgJh8IvMm2U1P6/9zspU8+e+R9HNkrO47wl8P+9ZVNnuEZksCSy4A98QZF0/gZ9mnndq61r8GCljnj4uOXKuilBekSAp6kTcstPsqw7VY+QdTGlZl5KklsUv2Djg4p1dDpwf0Et8ep6gkto5jl5iinp3mWnx4YZhmZ0C4awWsmwu8HL/3d49T5OkMgO4xEstwKVKs0ddbCsjMyercLSkBXWvr0srNwO5IK+TMcPnuiDyzFHLDAgKMyK3UkuTQmcXaf4ewtCoDRDeLH93pz/WDR99V+D773tOBj9xrs0yOpgO/rucb83y9JHNDAyExhJqVuRX+Jg6L5xCOXaP84XcjtVnBXb+H1HOECTrhs+e51k1X4InbEFQXsjkOQBXqgR5eRfF5lVe9ph31Qe+zEBegru8l50/gdMkYYMxC/DYxNz9SJXF5SremCLI09yjKe41vv0QyI3jpmhJf+AzNSl5yVU9vvDAgHZSpZcqakm5MnmpySbWuokvPRRo2iMvCrOiLKfQReCZaIGfyqLy0gI8q3uRiiQbFCRF/ljmIFwjQA7lKnKAl1lo55sPnX93mtYQ8IecN5zX9vdtVjXhin1NalXJXY8ekx/5zbcH7/nupUiIksWHAN7tDwB+/Yv31q791T9dx1JcJwgglOA7y0xhu+cnCKdKMPvw5fPn4G0nUZCDWeXp4QzIUpgswZAFVnm3jigBrmQ+CsGefFsLLoYAbhuORdZZPgpwsQawM3niaXzf7gtv5UlC4MUEXsTskuahQ1WMCrLsn1P85QSWrgdegLvQye74YlHM/jOpxzV7Y6anu7QWanSTKjUl8DMtrvLy4HwsNRohpH0s/pJ0AOPWf2QlFZ4tjNPKPqbK3hMlrURRxkqUbDJZ/mi/n161O56QJWuXxXElyblx5yq16uZF8iTgUCHeME1IaVedqh/y0+9c4lR76VpJ9OvG8GPPyuAPPX0MYOP/90dt+czpddQrHrVMBsjRyUdFIY1ZlZLNr0Q9+iVEwdXlXeRTqLL6kuy9HNRFl44LdrfnUlhgF0DPusX9rJDfK9jbBpS2ZUsWd6vHKe1DXxPmk6Ay9vZzkPspvp/geTFSRtzxsM9djzUQFY8gA3jhfxd3p/1rFYOX7F164jYp0+0FvOTyPq98QZc/+0JElIZ0U0klayz2pB1imo+mlhJEolcllXK5YhsMjVPRSaZnDdoTVpMrQeoJVGpn1yitUakswK1ycBcXsi5KJqQzzFOMyJPyQn92yiuY3AG7C3C3P8DiJhshpxU71vfZve2gHLSe2Tj67xYAn19ssW6qsfdn/vtHtg2SPlvq0gYzI0qirBYruzhcIA+JkhEWd/1gF9z586I7x00Dizzt7Sz9mVSxnS0l2MtxCPnsD2cOSNZNXs4HKcFdBJVe2XFfzPNzmNv3EnxlGbyXJvzep6aJRIgnFUFei+7kQMrv6Np3wzo8B3pZUy+zpIyHND4/+MY2H/9Sn+W0QjetUE3BTwVeCiqxfzPOpUomFwSjQsBhci9jcS8bwuTZcQ2+J4qhO0rZWSU2W2pQSmbOkEYqB9xSOn+3TMq5Jc1rAf25bqulyqhed75XYv9OjwDVl6TBsQvW73z3JfGg+bQfjg8DPPA9kkR/X9xdeWklbVJreFmr/+qCGfdE5S+KYGE1aQ+Bvwgr8oIdF+hFxRrDQBf5fEFn1uDQXQyxd9GGlc8AyeSJ58kM5HmXuSNLMmD7zhy/wLcs7vv5bhCWvf0w4umjkrOLFVA+Sgqrv9dg7iK8EGsfD5PPh8k0uE4tK9mRxD6bpmL2bety/+EasRfQTQQVJWywKS3IZdb3KZORDHCRKAdMxuRFwZPbI5v9faUtc3uQSo1KRdHbmuZ/I81HvknL3IUlaoYZ3Kkfz0c0fz0Ad8mxsDspn+OAvSgPNnaP1G5yev2GXVwgpXx6FYPPnjtLEPjUvAHrxyDSphhtq7VTsjjCzMNNwc+luh32drRpLk/Kg+GWZpbgdodolhk8SsmiRMHiSpWDbYrtvzOAWwbnOcBdNiiPsrenbHAZJTF/+pk65+ariDCXJ+5ASyeLyfCq9WxNALmjkjO41nbTps0zgne/vsWTv9egk4T0VUgvtbUpXv7dExwmFVlgZ2fV2Me8VCkrgiMPOMuqRuuXW8niZeP1LHnoYuy1LdHVuE0mxbkqxmOYYQZ3tPjo+X9OkA/5FMLBndPqqPPZMopuX7IyMLr2zBM6SQbFv1MA/Mtf+TJKSprLs4zXFd0B9GMrUVJnVJcZ+ePma3/WYYAP2VkuuIfLMF2QDAE82xav7CEsZw8q5UyxUuVd5SPblLSzUXKAeyYbJeEwt+86JiXI/Ww/n2oYcfA0fOmeGrEIUFIRyhJsQ+CWwyxunMZMN3hym7aLLp9UkiQeWvu8+voB2z/WZf/JKgPPt4kfmcUZCSMXlXGOcwbybAaHMY59aMrZM2k2/zHV2WQEbfDSbH6hksgM4EqQzVEpg+mCiAonp5QlLpMz9Lm+HpCbIbnitjK6rZBJIulHipW2Im6ZPfHTT75K6/TzQwD//F1P8Nn/eDkv/bH/ETYqdkzBILbOhGVYswbAS491TfIWoy9N1p093BEyJFOGGNxlb7GayR1gS1XuVpzr73wWocqZO5sq642AOyju1jkp2VtnCZ0S3L4Xo7yIx456nG+GoHy7wVPWwZ9vkTjqS68VZJKXh7oJH+1o8TTfQcFjw9iAq3f32H9igE4Duiq0nnieVHLsQpu2LwdpkoM8lytFEiWXRuBlz71Mnyttk9aetpJkaFCndlapUaAPgZvCI3fLnl2jYW370EHMiPM87DyJIiNr690ls8t9lnuL4Xvf8yOY+AGEf60FeLc74Jt+7al3fOkrX/7Rx/cv4qHQxp6ovC5KZld8KU/MKqtntZ2fvS4Odvnl899zAeDWbuQadhjYomRJV6bk7C1L3a0y5vaVLMa2eWqEuX3n0Td4Ktvr3Ssfy9S1bVru9FP+9LMTLA5CRKjwhMCT2ga9cvjiHB1/5h6nTCnbYD2PdUw+UybbUSErbR2vebz7dV0+eU+fTlIhVj49aVm8rEtxA00nuMsCT1skojFITP7oTjNQOTPaeSlaZWCXmYRRhlSUGxgUul+UzJ1LlDLoFGt8lhGpYvJjU75fwsr1ynFMjbyOx66AQhrG6imT42e46uqxH31P8tADOur9ecHgp07NUauG9WcOt/wjpxO2rrP6C5wTtUaQ+ex1JaufjjarDunv7Mvnxfuj0kRIUNncvGGJ4o4fc2VKrrvlUNLH97MRbjnAi+e5FZhLEp2BPcXLEju+l+CHER/+dMgDT9VABgjlUVFmKLgUcnRFsl9OjCB8yEUp6rdHdlJI8/S9z4su6fGOV7X54C1VtBfQkwGVItHlBOAusFzgGI1tVtEUq+9IG6E2GZtL8Ixt/lVZXkFpF9zCaUrOGby0dId0OGU8VZz/VXrcsJoWn53NR21DTxkqQcpkPcLTHX/5/Fxd6z4FwNc1JNWqZOO44mRglysXZMV5GbUDvwbA3Y88tGRnbwyNXVtTojjzOYbYO2duOczgWce5G2iODt4c0tyuJFGO5+1lfreytqCnbOPywpLmi/c0WOhUIPTxhCAQphwPkfvRUqxi8bVu7mD5MthzLUNFqhVR7DFZl7z6+i6fuKvPbCskUh7dVBRNwsVxKXRvFmw6pqEpNDloo4salfxzeMYZc21Ext521F7qBPi5izU8CatMOpUX2LCTMuyqDMdk9o1nAZRjEY7irnDeJHT6AQsrY5hqFZ1a4HpLSyeYnFy/45bP3fqmucXzKE+VY3Tls5ygrxFZuktyMU/D+TJDulSM3HFGiDkjffPuleLA5rMQR+RJKVMYZm/P4A2xtnu37G3nqLgjJzIGVwmBF3HsvODAsQqYoKg98fLgazQ4ZnUyq2AgWO2iuMOSio2fRFGApfG4ZGfEzo19ZpeqmNSyeJCW5QF5ZrNMl4tCKpQnLZcpZKwuHKBb9tYO0D1pg07L3rksNLaw1LmoctIRuozbhBQFgxexgYuJwmEZFierMGdcAWPfMAyTo9YG3/dYWjpLXy29ac8lr//c8ZOnTnhLLYn0on2n5s2bDhxdYF0jtCN/81G64rkXjzUBPsrgq9gbp+1peDkfHTZTHsSSuQtpIsmsq5EAcwTcdoTbanB7xb41pSTx80cvr4tO8f0ISLjzkToHZqsQ2trzQJazT0bb04TzhZ/t+LkBeiFRhqSKKmRK1PfZsyHihhd0ufdADdKARHn0tCRMV7s4rg62zJgzugV5Ue8xtEWJyCYliEyT29nuSlrgS2myR+EAG4e5KS4wKQUipWD24oIbwoFZkwy/DoQ5EsdgJJBIPOXhq7NsnIreVA97vxUIc8IzqSBNJD6KqaqkUSkB9ZwNGqOMPfpalB9lSHevYvFsOZPDoM4Br7IlvwwyxRB754Fn7oMX4C5mE+ZtXmuwdsbYuTzxcnmSj57wYjwVE4YRDx+X/MXnGwyiAGquPFkLWLkf/ezHb8hq1Qy5A0PNCU5T8njV4x039bj93i4PHQkwyqcvAnoiCzbTEbYspIEbzZUZi3LZ10XAppUsVpX8wtWSgr21I8VkcX5A6mGLNz+fiEw2UcqWEgv56m6GsWZ4TmIYJlOBSO0+rEkq8cQYW43dm1RLhadEgtExkzXDlhlbl6v1EL88N8LF1wC4y9qMgNpl7jVZXBQHUhQAz4a2i1KOyDzQUmVQlA+ez5m7ALjKO9MzRs9mFxaSRKUoL806WxKCICJKUj53V40nTlTB9xFClaWxwmQBXuYejH63NUA+BG7jjjVzZzpKJ9i0Wnww8Ll0R8xrX9Ll6ZM1ekmElh49rQjSspRBOawphv50nks2q7vHMsZWRmNkBnYpbfl/Zh3mzoo0ApnFaWlhGYoiwJRCIPTwKjJKbsPYcFaXETx9faRu/289EHS6VaYXFeu2JPR6Kd7D93+GMPCYO7vA1HhAt29IEuOMeHh2nK8Cthh9LlaDe5ThnIDSSiIxEmSKUpoIl71x2JuhxwLc+fhkB+SeMyfc89LMCtRDjyWD28zl4bNwy5014tiyt5TCyhMxXBqbb6jsfq/cIiqA5roBDrCH3YxnDzYbFcUbX9bn7+7oceCMZfGBlHZ2n8RmHTXItJQLpJk8SHMoZDSphj+HpzJvXtnPIzPrUEmBkVbpaFnW/0iZgV1Y7S2d8+eCHUqwj5oLIjsaYkTOPRewh9V4lqXVkCSSZsfnS3c+xl0PnsToBO+C9U9QqxiaS3YMhBS2yEYMFZs8218RQ39wNcBHr9LnArkoJYrMI3NXe5c7EChVWoUua+dNAJ4k2w8y7+4pge55+YSo0j3xi26WpAC258X4KiYxCR//cpW7n6xC1QPh4UuBL5zOndEM5iot/izHMKsJGZqrrZ8l4EwlWikGPZ/rL+vypld0OfaXVQbaR6eKnvDxU2unqpw50/wYl86Ky+Tu1ZZrbqVKX1wZXYBdG7s1jcm+b87qQyaAyQI+YRA6O5cwFMuNrm5rZTbXqtt5LhHhDvQMfHjy2CLHF1YIPYP3yMGUSgX2HzMsNSX1qp13p75O8b3WcuJu5zfsf4sREOQAH9lZQIwwtuuBO6AaKrhSttGhfD5y96wc8da4K1UmdXJp4qkE34s5Miv4k881wAtA+Agpy9FmTu9lcaJztnoO3nFdFBAwNEfbTd87SZ+MxVPtoWOP735tl0/cXueZWR+kR5wqelLaKsN8VcGMsKXrNztypchxGKejxr6WRmAyO1ZKu7JLI6xkkRSglln5S27pFjUqkIG9PM/uRNzCVVmDvV3Z8pw3Y/8nKWHdhOaKPSkbN2l7jm69dwNCSOKoi5RtIAPa1/iHxcirVYmc/AJwdGkJ+lKTFfXSReay3CfGZW3pLo2qDOxUPgMwCypV3q6Wb3paPM8DSlOydpG1zCWJZe88c2m8hI/dUeXQiSp4FkiezIJL4XweUYJaut+P8r7qhLjsA2WQl1uHethRyWuf09QjTnz2bO/zLS/v8Jt/WSFWMUb49FOJL/IUew6eskTCBXb+3BgBytmhobj4rFSRBozRVork2lsajLSM7ibjiufaOQ6yPDZDQe9onLImg5eoX12nOoLHTBZpbbhse8j1jdDW1GydNlSrvmg2FStNW7uRn6CvC9wuW4k1NHf+/tCXFKseyyt/RKoIhgGuXAY3Qwyu8mHurv5WxvG3dSFPPFX63UqmlEM7LYv7YcT+k4I//myDOJu5IqQNLgv/u7DGsu8lyxNXXs1rE0UOJE1ZvrqWJs8lSl6fkirri1cDxfd8c5fP3FXjyZM+yMg2SqTSyqecxXOwpZlUcUFusH2zq5g8/wz2+BoF0hiklihZbjEjhUFkGtwNPEtHzAX7allKtqqsJVlckhwl0WfDZK7Dz8yHhO2GiKMB6s///EO7w8D7kyNHDm0Ak2UHxSpL7tnuw7ZdaeWpgn2zn+WuR/Hvy8IVUTKfliqyLffEan2t8nrvHLyOJeiVLkmesVwL3NYtGS6osvdshnhWUBV4EUpGfPATNW65c5zEq9gRcNKjqgzVbByFr+xICi/r3C/a4/JMqpNVVVIWNerKc1yfQmblu1Pk31c727GUI6KLLho0U5Mx8yuCOx8P7RwUYSdPCWEbtFcnnIZjJoRwN0/LOXN0kclmBToXJrBqa0fK+uwhCTZalqBHXuMMaXUmEbtbnRTP3Y1mRzadzTV4kgh6A7jiquuvecnLbv6s99jjT9ROnzq9t9fr4/s+f6/bGlcdolxaZO6kCOcAj8iS3G93Kwbz5Sa/8svsZcna5UZTzoZTspQoyjO2CCoDdb4/+xB7e2khUfxs0I1SMX4Qc+K84KNfqtPXvpUnQtmxFEWr3HCHUS5ThuxRUR6b/PmQFBhidFEkX4pNAjKZ4vZraqUKqVL1Fd/xqi4f/lydY7MeyBgjFD3toZzjbuOCLOhEFF70EJOTfzCBUcZOA8lZHJHpcVDG0eEShDEYYaWMzhM8ZjjWWhV8s/bzYfYWQ/j6OqBYNEYkSZ9zZ0/u1TqpeQvLEcuthCQ1VCpi5Jcpu+Xdf8xZK1ZpbldfOR9ybWkyXDUoHKCslidmKLiULriHAJ7vOWMccGcMrjSezCsEtb0AVJLN/igDTK0S3v+pMQ6etB07SA8pFIGwzdeeIwGGTiDOdy2Yc+2zsxa7lZs3ufo7B7srUySpttNi927v84NvbPOfPxiSphEIewF0sduqq/wYpy4vD53hAkEFM2eAVk71qJLl55QOG0sJRtg9eKTI6pik3ZEhl5p6BOCuJh+1kHGOoYuvEmSjB3LoAYFdwcfrCZONGG+yoeg1FNWKwvdlWaVl8mSAyNMCDpDFyOthK7D80M7rIbNfFHOzh0tkV2vu0b0vpcrnbpsh7e0CXDnJnHKvHm1BnD+qtAC2UglKJiiZEtZiHjns8aX7avTTbDN76Vl/3Vk9yjS1GbpoR0/eqgjKIQbXg8YBdjHiIdfgRlsWd0ZVp1mteNVXvOrFPa74Qo9HDvnQiEF7JPj0hW1tGyqjddjSRUkxs11l596IAuwq+7mUJgs2MzYXGZuLDPRZEGmMWAVs6Zx/Pcrio0pArH3YRl+7eRq3+WagBcstj7Dm49UqikZNMd7wUEoVe4bny1PBNs5fEWv8UVff5QmOAuSZwT/EdE5Z6VD9SVG1ZkbkiXHa1Uw29GZtBlej4HYDyuIxey8bnO95Nms5t6T50C1jPH20ZG8hrDvhCye5M1QzMxJEuY7AsxHPyInRQ0xe7khX1qXIIdswTRWJtG1tl+wc8O43dDj9oYC5jtXiRkgGWuGLLPgrPkseaLos7pYvZYxNee5thrNQMOWqUwA7A3pGSjoPQPNs6iqwj5LfGow+Avi1CNxVVuWOGXbrxXbXMN4Hb/1UColmYdLQi+ymm8V4ZpMfhOF/uijEXCvyzT3NXP8NgX0YyG6hVQ6YslskZ3CTeeClTFFZZ3fRaaLy3dVMMc8jB3F5d9m8bGRQeWJH2YGatz0Y8KefGqMTB3aWhPCQIm8qFnZsmdMvOmqDMQL2Zz0zQz74SOBmsEHXEJM7QE8VWqZ2Tl/iUasmfNcbu9z7VMhf3xaAyqSKEPS0RKVlrX3J3qMFWCXM3c4ZZUrJYnW3KS5IJTNpInM70aCFZXotRAFymf293GnSUKbwWX28ViUJn4XBhwgiB3ecsrgcM7cUE9QSvJ1bmlRlm7MnE6LFwClTNeUJcOmIkZeu7cPw1Tia6Fm75jsHuNNN70iAoR2/FBZgDosPy5RsMH7B4s7dsQKHbcEET8b4QcSJZcPf3FpnsRVkWUsfpLTBpVv3Xcip0Z3IKNhxSKGMcISBwr1YtZ9NNsGp3LyLbEsYXVqGpkzhS+0RRT4z4ynfcXOHux6pcmpZgYxASGJsMVYhpTJPfK0CrGHUDLN5ZpdnGtz+e9YqzCxOmTM3Izrcgr2QqCYrvBotacD+mzCMG9cefLZY015wxo7BSA3L7ZSj84ZeYPDaXduwudQS9GNnxomjo11EC5w/NhIUPBfIR/VWucQ7s1CKpIGjuYvneZuUA25Rau7cRvPkanAPMbnMnyeF/va8BCFTvvxgyJceqdq+NullwaUkEMNdM8r9rI7kGjoOz5npKU+MC/LRHZ/d4qvcUdHaBbdGaWXlSqR4zdUDXnZNl7/+om8L/oXCCMVAq8z1yfbYSUVWEZ6BXYyAXOLo74zJZc7wOaCzriBRylkhsKn8TMYIkevy8vgUVarGsrh0WFsPYSdTAmsUYQkXfM7BlFIQ+oqJhmKyDmNVg/fXd4TMzXqcO5ayYTrF8yT59s353karnZKR99cCt3vCnd9xAeyCPZcjLvDLnXfzn5XNr4U/rNz9MR2QSz2ktf2RVLwdSZYFlyrmxDx84o4ay82gqDlBSjxBVlhlCpnkgnsI5GIY16tWu1F0O3bh6CCgVXXapqwyTLW0SZfMOlTSsvjEeMqbX9Hl3kcrHF3MUr5CoRH0hbTgpqwyzEXK6s4fG2vmgFayXGFUAW6TyRRh7cGMzXM3JScmk+twbRsgssGyRQtbEXDKsqR2FFs4RFticLjEVgibQ6lWBFvXK15yXcSWLT28Vk+w3LG0PjmmiyRMoYsdMI8K/1XSZOT5KmCLXHuxphwpgJ2/L41jEZYAH06AOJrb2Qy2lCmpw9z58yy4VLaoKtKa3/6LMf729jpURthblgN9hqWVGXKA8uW/IJc1gL4mkbuGuKFkSJPNMdEjNSrOFumpVqhsDLLUirjv8dZX9jk11+Rn3u/TTWPysdOJ9ukjUK72xRAPkVaZ0Szdicwbl4XBgswsRCEsVQtpgWwyoOeBaKnDs2NmMtmSWYtDODIjGHNT+i6hZuzvgr6M3+yOHFPjKRNjKfVqgnfheqhEkv6czKr0hkc0PJv0WIvB3Q9cJHCyJa/UgG5wZtaUKkoa5+duv2MObJx5eaYMIrPZed6IHMl1d353O+W9IOGJAx6furNGKn3L3CIfrs9QU8NQaSzuBSzWZvAhRK+Gd9FVjytTHBbXlNV8boWhsx9SDm6pPdI0RemEN93Y48Of7fPoMwojI7JUD7Hw6OlMpuDo8Uyi5DKJQo440iS7+JQor0klLJqFASNNBnIcq9AUgBbZBYAo5UyOH7e55tkwBQ7Dj5Cn1jZmtKMkYKnpc/LcGD09ibd+0ifp+cxPBoShKuaNrAL4yEkduqJWSREzfMLFMIhFAXAX2GbIInRlyShz59t2Wwljge7l2roAvMPcLns73renYtp9wwc+VefY2QoEHsjMGpTCGYdsitqTVWWxDB+jISLg2W/GfVIwdFbkZOxS70qV1e1suXWo0FrbnRu0Iol9dm4a8ANvavPj7/NpJRJEDFpihCRCFrujSXI2XyvYFPmSkoE5g7zMun1MrrdNxuwWwEYOa2+rxy3YTX6xSDe7bWWQkALQQ2RROC+FTrcfpgS669KASezf6nQl0wuS1JN41VDSqEnG6xKpSsGfa+NVrF0sIaNgN2uedJHpJdcKdKVIIVmGnJP8vXwOnikkizvlNN/Gw3VQrDxxPe90BNQJSsYomeBVEv7gL+t85NYGiZdJE2F1a9GS5hYujXzOUbBLZ9ksZMqIL+4ifGgUAq7+LstnSyAbZ2tAkw20t61mOpWkQiGlZwPPOOU7XtvlmZM+v/EX2Z7ixvaeaXwGQtpa7mK9LxV5ztbkoJUZgGWuy8ncjuyCtLlB66oIUQaX2Tl0ZYrJZE3J4M7cFGNW4UpkYByaq+LKlfwCkbaUQQhDHMNgkNLpGfqRwatUEmqVlLGaIdHlQV9zyRhibbP6Z6sCy+FxbMOvVweUuQ8uhgLMYffEDmJ3QD4CbldnD+9db61CKW2AGYQxB04q/vILdRbbPoQqCyw9hMzKTsXaA+2HZMqIJBkmAzH0uBaDm9wzzJNqBdjzIfCmHJiZM7ccSf4IK1O01uhUkUrFTD3l7a/p8OmvVnnmtIIwtlJFCFLt0yOvLhxl8FLkWsa1n0E5nztn8xzQOdB1RgZCiMIylNJajNKRLyW43ZU+j1+MI1nKupmSWPPZi/mxtsOK8t8zBjq9hG4/YjCI8e49qBm0NXEE1dCyhqsfyxPnjAN7Fr3tsvXwfdg1EcKsGVw+G2uXr3PnRA9JFS+vvCvKX3UpR7Ktvr0sFe9JK000ms/e3eDQsdCWJMqSwZWg2B7FHbw/6ncPsdDQMXnu0k7n8K7B4MMs/uwtbdLu1KAlUspi12QpFDL1iJOUvbtiXnd9l8N/65OmmS7UVo8nePSFTbuLjP3QGciVwDgzsVXO7FBIE1Xo7jIxJEV+DZUOyjCju8fKNRscIGf/35AqyGliSLaMHMfs97SBSqi5ZPeAS/Z18d70yhd0jxx6+uDDDxy/zJjUVoiNgLtYcZ8lABit6S2ZfITBMc8eXLo7kynn+ZDmdjW4Uz6aM7XMEz1pKU8yUBe2oErwKwkf/0rIb/zZGEs932rvLLAs0/L5/uyjSZ3R7+QspUNafPQMrMHgozahw+o5i2ttZYI7GMhogRaj9eIZg8usECvWTFU0731ni6PnfD55h4SqBXf+qWOhCiYHYVGbgzwXtk4ZkzFYKyT7XiZjeaMzoA8BOpctuSwpia0gBqd+BcpSDhxmz4Fd6O9igREF9gqMZx+5WmngVy49WJu8rKt2bp9ZWlpaOCjQ7xYM8D2ng2a0wVS4j2aN90btvbJ2RKrh58VQe+UEkGrE51am9LfdQionoPQKGaJLC7AIKDVuI4NSMb4fc25R8Bt/Nc6dj9XtPDcZgApAenhKUJWG0GlscGefuNumDM8mL+ckjg4kWmvMRd4Bo9xjvOpYmpHjWgbj7lTX8vXIbEIMMxMJiTHc81RAuzviazp+isRdedyR/aPLzkhvjVn9S2aNH+UlAEXGtriQxaqLnbXed+OC/PVQ7iAvLzGMjzdYXl551z33PPCgNzWuEEKbxDMksdUyeSatyCcPXVFr6fLVts+o3s7NfeEy4ciJUqLU3+X8aT3E2iWbjwSXuVNS/CxP5FjdLaXNWEZS86e3NPjoF+qlNBEKpMPespxYVWyjMhJQjt7dVU6MosP5HZyTM8zWjvaGEYmSlcw6bsoq61CWPZxSSLS0nT8yTvmO1/R44pjPb31I0U+l8wGFDToLB3+YyYvS2QyiudZWWMdE4RRfZd62yc6f0SKTKRmbZwyeM3rue7v2cbEKOpiyb4shteAGm+4xtUG5ptNNUN7ApKnB27ejg5KCdmfA/FJCf+ATJ2UblQtkVv1h1v5AkrLhdSjAdHSXdJd8B9TOMHXX+863zRgOMB2/Ow8qpWsFut53DCLhy48EfOhzDQaJZ5M6IgM5duBoHlyqTKK4bsnq2pPV812eQ5WsJkOH3ixbOdqb7ByQuSeYAsh2jmY+BtnWqBgt0TJrThYGoe0uaEniEdY0735th4eeCLntETtvxWZnLCq18RgYYbX4WnIl+8TKCeRUJmFyazCbAlfsxCcyVyV3T0z2J/MUfWEhusfQjGKrHP1WEGsZA+MebW0McWrodjXNKMVvphit8c4sNkm0ZKrWZXpccGbOz6yZPHgcGVzu/qFRJ2UtzZ2z9qqEjgNsYYYAP+x/6xGw5wGl3ZDUZW4X3DIDtsw6dTwv4XxP8Bt/NsZTR8Jyt2TpWfbO0vLlMB/HEnQAvMoOHbm7AF7F5KuW7Gd5b1Xa3qwKNst7vv9lpsWFyYBurUMhPOJ+ymW7Y977ziaPH/CZ7Q2zOAhSPPoShBHWsktXg9yIzFERJWuqLG1fgFswFFgWwaagzFYW4HYDydXDgYaA7TK5S7rORScMLHQ0k7WIbZsVUaTxnj59IVL6tNvnaagF1o/b1g3pyIfRQHL4D5TB46hcEawG9rBEGd0CI5cmukjPiyEHRRcsLuUa4C6ylQ6LS+t9R6nhjz/R4PZHq7aRMs9aSg+7ezJZxw7F9oX5GIihVYjhC31IpjisPhScjyylQ8ztSJMhq3DN2pQS6JbNs8BTlBJFiwzsQqGlRhtFqn1kZHjVlRHf/a1tfvNvJIO8QFsXH5xUK/r5p5arQV6MEpHGjjfMmFtlfnkB8KwUOmf1PMnjtrK5iSA3iMzbHN3sZmkJOorCiOJ9G8PYEpMX7It44ZU1Nm7YRBzHeG9547cwPt7gC7fdxd13foHqLqhWhpfnIbtmTeYecVKG6k3MyHsj86TFcFp+eP+XYWAXsiSvQZEj4B5JycvMNZFBwqNPhfzmh8boR9k2D1lCZ8g5cezAtVrShnW4GLrgR8G8JnE/m3ZxEz4F6Ee1eMnaRltGtI8CIx0dnpfSColMFVpotFCkiaISaN77rhZfejjkgScVJhBZEkgUG0Eka4FcjvjjTgIo/9IGUWjwPHzLgZxXF8oM6JJSgxfVhvnv51rdlMcZMwx0F4Myq2qUCiqhYvtMyIuufjF7Lnkp/V4bb6IRMFYPWD/lM95QVn4Vnd1mFXiL8+Qy2ogOF88C7NwOHGLxIfbWazwf3oS0LLBKHeDnsqR8rmSCJ6w9ePS0x699aIz5bgDKAbfD3qX2NrjD5N3s5VqMXSydQzrFVYdiTUCXtmDWEriGLClS+Jh8fr21CKUjTYZS+BIjddYUXNappEIjpEIkmplawv/z7iY//juKI+cEiGRIqiAFiZYMyLwUaYasQ6Ot05W/VxRhFRq8lCz5DiGGjNEBoe1FkLOwdI5lQSbO9TS051Bmerjkmpfuqmye5lJLsdyuok2VOEnwPM9aV42qZGYCGlW7T7vnabskOVrH1T8l0Edmg5A7JmsBPJ8C5VhcYo3AMpMvxcajuZOS6e587/RCprjOicpdkxQvTFjpwn/5wDifuL1G4ru6O/e9hQW365oMBZas3uow++5D7zvWmnB/8TmpezhdT+7vrgV4YFUaf4jRrTxJtbROmDDYzVKVfZ3ajUs8qfnWV/TpxE3e86uKlW6mzfJibC1AeiRG0teuJMmB69SBI7Ly2Sy7mQNaZ3Upjic+VJtSPM9/p1wNzZAqcFbIHFvDHILt783KC0RKHKWstFPSFOIEPCnBDyrP1GvikxdeMPEmnS7b4T+ja6tbHVT842uN6i0ZfFR3C5mN8pIjQWW2DbT1gnWx/6ISztbRcg1wK40SZUBpm4dTlLBlsEZqPnZnjS/cVyXJh6wI2wgA6lnYe1iKuL2Xo+WxQ6l55z4kVUZF+BrSJAf6qO+7OsNZ9h5KmQFblgwuisRQ9lpLK1GktHXkRiJSj0AbXvuiHt96Y8iHPyPRaXZl69h+UQ0Gn0QKBg7Ijc4e8wtRO+zpSJOCyTM3LRtHXoB7lQ437uqYEYXL4o48MWsdxAQiYej0NJs3ThIl5pPVavjMSrOJt2HDZk4d+syJbZvCT1Z07U1zs6dI0kq2e5UoapELK8s5cfYq08XykgN8ONtnhll8JLAcYvAhDZ4Hmg7ApZO5lA64VYpUpe72vASN5u9uq/JLfzjOuWa2d6DI2tBE5pxk4PbdSbGFDnfdkzK4zO1BVw+uCigddnE5Yg1cDyUxXCZ3+yLzKsN8HkleSqvF8DRaIaRtANblcc2Ls1KhENhNTOJYs3ks4ae+v0k3knzsy3US7VCltEg12iPObEmwjQ2FpMpArPLnUqD0cKBpZYtTQjvC4EOMboZjNhiOcXKgm5HjZowh1ZCkgmYnZcPW9USm8ckPf+T2E9/19pvsHj3K61j285eYaKwQxYpO3yMRcmiPzBFOd4Buf5gHjyXQQWQ9lENBZn4BFBYghdYetgmtlzscaJbuiRROUCmSUn8HKSfnJR++pc6hoyHUcr3t+N4iswWFWZXMGS2oWqs8tnRX3F0LShSP1qKIUWSvBfQ1GLt8PWoX5ul7OxFYCwv+gs21ne8tcl9c2IAzNRKhPeLYsG9nwrve2OaBxwKOzUsrVXKEavsljfZIpKCfee9CZ8mfrPm4YPUMzFaqmEKTUwA6ky1rgTt/7tiIQphMg4s1j6ceAjd0BjDXM7T1gEEa0dcRkG1C9czsHqrVaufzd52JL2ic9i/elqKkwqjsFGgndVqw1MgGQ2sxuCzBvNr/dgNMd79FF9BWvkjlsrkLbu1UDpa1Judbgt/68zE+f3/V1l9IF9iZNJEQyixrKYYnVY1uJ15+z5G7g95h5l7N2s91KzKbmVW4mqXKVPcquzBj8JzZXTbXaS4jM30urB5PsaPf0q7mm1844PA7WvzKHwnmus6HllDuI2tBbl/nhViWdvNiq7wozQBKl2DOg01JiSFB2fnjypXiWLtAz3W3cY6nyWY6akhTuxvcIIFrLoL/+C/q8a49mzpx1OUHsq9Be9Dgr3/4oj/fNZ3+znh1I+2eKjW0HJESTrDoto7l+rWoMXFS60OyI6sRKRwR92dOZrKQJWp1IFmC20oUKTOJohJipfnDv6vzux9pEJnhGu88JQ92dp+PKTxvdxbL0DiIkcROwdO53h4NPkdBLdbGeRFUjsgTF9RFM8Qo0J10/epqQ6u3h3s5pVOYpTJv3I5/84TgR7+jw/e+uU1Fp6ATMPljAjoFk2K0ITbQ13awTqQhNoLE2B2S7d0+TzTZkCI7ez//eTlPMP9s2c+yuCL/nTSLNfLXw1KtnFNonLmEdT+lIia47xHxO1Mzl/35+vWVksHf8PI93P2lPwEhB71miDDZ1ZiVUo4uEaOet93RNg/KzEgG03FPnNfuBePWnQw9OrLEMngeUGonW5k1DosE4Wse2R/wd7fXiJJsMqbTguayt3VORmYMrtLew8vpKHvLUabOZYoTaH4tEh8qTCoAb9WmKdi51JuFbVg8lkwus6SPHbSTjWrIJYyWCCjcFSG8bMyCxgsT3vKqLrffH3L/09WiDjyXKcWH1MoyOZk0yTOYsrQylY0as8BSZE7ccKazDDDL3SHyHk2TsXXO6Npl9DWOXX4h2GPl0+pXB7/y3z6I8K8oFiIANm69iE3brvjSzFR6aHp8QCVIkLI09t1zmQNZFuw+nIEsg0K3SEoXmnqoC8cpeR1l8uK50MPgzlk7swOlTFFhyiOHfH78NyZ4cH+YgTtjbJkDXSKEGNLeymHvIfeEYbC73710UcriINZ4/LqQnS3dqxl8eNhxydR5jUpegDXC0i6LOzPGi+27TV5aK4uB+ulAce3FMb/y3hWu2teHKLXsnTN4zuYmBW1IDAwM9LUgMhBriLUgMdi7FiQOmydGDDF5akZZOy8aWz0t1n3txoH5OdEaurFkri2Z2riNt3zra/mWN76m+L0C4Nt2XsGO3VfJ6SklB8kytWoLDESxsm5KHmWv4X4UgB0CqClKWoeKpuTw/+N62UXaXelShmSyZoi5nVoTJROUnxJpwR98os49j1bRnrKLk1CMBpaFLeh06qg1nZPyQJayZWQs24g8cde4rwfcQ0HmyHvGfX90eR5K35cji3PHy52jYpzOH1MMDsofVZYwUhBLXnrVgO97U4dApjZyMxnQdbIK5KmGyECkBbGB2AF2kgE30S6wRTlfcQToJeBFKVO0MzbZOPN6KFPzgWcPfDuOMEGPVFbYuWMr27dtKX7XKw6w1kjB8fP9vXMf+MzZ3bvWDdi+voLviWJ3suGiqbwW2dXmZfKmCDbX0O/C1d6OeyKGJIpjCwpHf0unkEraHdFS4P1/2+DvbqsReU5QOSRN7HJYNjM42ju/43w3N+gpQOxuh1diWRRpnq87rhzGeg7uETCvKqUFa98VciXrwDLZ/jlCZK8pfHFhJCKzGIWRdj5J5qrY5x4CSDF4seGtr+7xzEmP93+0QZKKshFTj1KiItWCQZZdNdlqr8mDyaycVttEjDLDHnneDOE6KbahP0u9ZweliHVFnu63OQAvm8M+0VC8+Moel+3T9ER4l5TiD9MkWQ3wsDLGrXfc/zRcenxl+dCLn1xaRpiAjdOaeiW1LAc8q2896nc7Ott1U0od7qTixXBaXo4A2/ZhjoLbOiaRhg98vM4v/cEY51eCrDtHrQ4uMz1okzojQbFr/4k1gsvi5yNbk4w6KUOB59duW8sR7nrhOThc8OeNAiX4y2lSrmyRznu5fWiEtsydn5MsASSERqAyMrKPpIbNUwk/9X0tjIHf/3iDQcqzgNwAHloLBiKb4SLsmI3cIzci2yEim+6Tj8iw5owoBne6lmEJ9tKKlJS6PKsmwFNQqwjWT3lcvHWcvZvr7Lls76lzJx84uHnHi1YDHODyi3cBzL7yut360MEnpRBZFJudRtdtcLX1alDnQNZrAn4U4KJgcUeLF8/TbOBl6XvLvJHBM3z08zV+4ffHmWv6dsuFVcxtA8uSvc2IJUix2uSDjka19vDcwfz9oaj7783ca2LddVUKB8XZ3iQHR8bcMk8G5QkWQ1mAhXFYXBTAtskfENomuoSWhZUoUCSRYeNEyk//yxYLTclffq4+HFGvweQGSZzXokhbu+5hQW8Dz2y2YQZ64YDZmGwOZvZP5l442c9Mhu78vGiZ/U5Wcag1nF8K2KEv0eNTF86OnokhgNeqAcaY/zA17r143YR3XS3UeJ4zrlgNA1vJUo+v5XGvArzQqzOYwtiETxGgWmkiRBlg5jagFFlgKVJUoDk06/G3t9WYW/Sh6lqBsgwwhSwzlsJpZBjS3qVE+VplsXIY16uB7/6QZwH+12GvrLYGrS1WnHhHprg2oXAkixaldDFaooFU5I66zM6PlTDCKFsHbgxpZNg4lfLWV3e5/5GAw7PCJoFI7QdYBXL7LybZzwpXxfmZJAdx+bxohMiqI7VTomyyC9lkB9bk5bQpaFlmL7v9lOWWYqnJA0YE/0GOLJvSfTExPs7+Jx+KdmzbpDdMezRqmkqQEvip3Zks2wLE7YHMeyndIZcFWHMpIIeLo0onRTslrmUgOaTBc2mSs7dIUaHmyKzHf3n/OH/7lSpUXEDn4x9ysDvSJKt3KRgch73XsAVdHV78d5Vd6NZ/iyFvPP+lgvFFydSj97WBLYZ1ef4aClmSOyplEmh0rxvXScnv0ml7c6dkqcxh8Uj7gre+rM/P/FCTXRujYWcl98l1XPrmxtrKiYFB4ZVnfnkWZObOSppvVe4Gmc77iRuE5r56KkjspG/iBKIE+pGm00vpilSKVQAAL5NJREFUDmBiaoO+5577o1q98ewMDnDpZVcRRb0PNxcfv6y1dHKsEmpCX1uQe8OJmJKd9UiBlZO6Z23vW2RALuWJGdHeuebWw9Ik0Bw97/Gffmecv/li3bEB8wKqkcASRobXr20LPqvf7epq11kZYWIn5hwiavfZc5G2W2w1hHZccK8x5o2MwXWeri8nYtmMZtaKJkqZAnmloY1IhQGh80+a1YJogxAx73ptF1/BT71vgqPnA/DT8vNlmc7CrJZWrqRGlPUo5BdgHmiKsjyDfPPYbMRbzujCzhDP8ytSlNWT9sI2pZ7Xhu3bZ1qXXXbZhxv12qrjKkffGJ+YJuot/tHefVcv1Wsp9UpCrZJQCRICP7EbNnnZxNaiY70c2VA0Jqhhxh4KHkcZ3WXqofsIuEML7p963zgf/UINLfMKwbJxuAS7tXs8MdpnOeqYjMxsYe2kzihrryq2Ki6A/zU1vqY0cazAnJUZYuvy5BuTD+wcZvS1mN2Y0jpMtWMd5hvPpgq04Ntv7vHz/7rJzg05k6cOk7tZz6RIPWoDkbaZz2jUJzeiyHpaBs+Y2wj7exlrx6kYukcJDGLox4JuJOgOBL2B4CUvvnbp/NzSH01PT606nt5aB3nd+p1Uq0G0fjoAvVTM4hZDbkle9VU2ReQ1u8NNEmUQ6TK8EMO625bJ5hWCOmN4p0LQ1xw5o/h/3jfOx2+vkQwlcEaZW67hmmTaO2cGh62HiqrygjGXlYVYJZuHkj/uz1wL8e8F7LLJO3/ttrC51Viu61I0RTgzDQVuY3JZfJWzuRESrfNzZDW4MdJWLGpDbptY7k1QIuVtr+niK8OPv2+CY+eC1cjJ2Ryy/19ikCTlx8T6NnkAalvdCoLBJZPh2nqBzXYWg2GLfYcMm9ePs2PHtmj3zi2sdVsT4EGl0eu1mu/eun37F9vzx2sIvziFIg9SiuPvvk/xXMCQLEGUNuBwwDkMbpGBO9fb1g7U4MOHb63z6TtqJCbbIHM0qHQAPloKO1QtyOq0/CiLr1Vc5UqVVTbh6O3rBPkQWEde59qaPCjDSc9TJkDEkITJlnFhygCzKLG13UAib4ow0m6zTW6e5/LFyoA88NQp+H7KG1/R4/FnfH7hD73sID4XyPObJM1+lAJBZnkWPnghU+wXEgKEYY1b7uSRHRFBL4q54YZ93bml7ruvvqLe+7oB3pv/WxN6k0e8cXk4SNpXDKIKqVZDv1POzsMulyPnVYhRJ2U1cwuhHdA7wJa6dEuURnuCT99Z4S8+W6OXKlsCOAToZwH3WtLEDR7XAPxaAF51H7FK3CSPq8W/llmypuY29g/kerv0vkuWXpUMcn7H1oJbJ8WCtGyEyHW4NsYBeZkAstuQGITO/Y6SzdNYUwv0/9/el0fbUdXpfnvvGs585yk3881MBjDMoBBQBiOKDQ70W+08rKUt2r1sX7c+8Tm33b5WEXDRgoK2ts+hRRcq4gBCEwYJBghkHsic3ORO5957zqlpvz/23lV716mbhBAM6ttrJeecXbvqnlP11a++34zrrpjAHzZbuOfhAkKGxEae5Z5V9nwubjRfZvyEAGx5sypwi3hwYuwfKQ+tfB/FWwi8kCMIAJLLbTtU9bZ/6du/zbwtMgEOALb/o0OO0/ZulGY8HI7uJXlXKCV6XINyAysNXljiJVVRUpxGmqKZ0BRhGeFScieUJObfEtyhBdzzSA4f/UoLNu50Rbkpg4qkwS5OmAiD5abHEulkjCyrSPpxaUpvhe5myZ4B5WNJca6tUY4MHSM8eZ/2aDYrmim+rpTNSNXtFiAXPXVEPRWi4sYhwmuFIOeCvkjFLkYY4YAXYMkcH5/74Bg4J7j3kbygIEz71hGXScocMpU+1ol4ROATEcPFISiKRRDX11LCn0swh1yEAQSxYilt/hFAeISzFvfwI0cOvvsb39986DWvvDDzFGcCvNB1DRrjG0HttpAHDyAc+joiHqKlEoJHDJ5niSCdiIlcPwl4vS90swSPND4eatw71OzgCbgpjRBYBL9Yk8MNN1WwfocrArjToa8x/6aG1cRChvTWuDfVbd1pC0kKuIatG+Z7A88xL9e2TAVybm4zYk/iuST2uylsVpkXiWlWBBAnHyg3PpGSnEPGFEmPZhRRoXNwycll1CEopBSXpIgKawWhABoBls/28Jnrx0ApcM+aHAICxDULwROQE5aS6MIwG8rfy+S9w0A0xiOEaKDiWzjAI6nU+iHsKECpAlQnKd5w+bm4bvXK8OCRKlYunXv8AAcAsGmwnPJOP6J33vt019vufXgYq1bW8PoLa2gtMtTqOXiBjYBbIt4AiikqcEgTYUrJ1GkJTSmUVIv1jhxx8j72lQrW7zwauBOlkhARROWkFcsmepJlIswIk9XBnCWxtZviqON5Kp1p2ziU+54DSVIEyaAoPHaeqDorsbkQAGEimpBwgPNIs4kLNySJVGaCAL14lShU8JMgP33Aw+c+OArOOX6xpoDIhsm/pVPK/O2x4114OZE8IFh8jwgToc+F/RxRCIQNoFFHW7mGay4cxznLPTy+aQaWL+hDf28nyqXKlOdySoC7+Qruuf/+w23l/p8+sfOit/3nfY/h149N4OcPjeLaiyfwugvqsChBSCkIp3F2tG5VMS0okWFJ0cEtlMsE3LAJ7n4oh/91YwXP7HRMcEMHtpWYBJEEUyXgTqwjVFlQMkx/sTTXtgngmhVj05I7TWX0eJRjgngKYOvbmwAMFc9hlleOObmWzS6EqBavAiQx5NLLCc2Nz2OqIkEfS3SBPHWNowixJF8628fnPlQFpeJ6cQvNSibRf6yCNJOULJHmnJghL5FaHwWwUMMbX3UE1140jnOXcuRIDq88bzns9vK/ANjELHvK88xwlHHdWz+B9t6lu3j16fJQdeycDTt9bNxVwKatFKvOmkRXK0PDt8VjTftlZtyJaS1JgqumALcD/HRNHh/7cguefc4Bd1R0oGVKbmqaBamU3A7liXKpkol1D2acvS+MLwl9QdJWJa7mSmDwdUqatiUtqgU4qJqjquYHkWuSz2ZQF1J/wzRbGtGbJKlgQLV1JP6ezbVbEvqVKt6UomXqTaI/q3okCZdSNzKXJIxEEXo6Qyxf7GP3PgtbdlqJgyFzaGhPBdKrYyvvMlf6pufjtFkj+PLfD+GCRYBNKbYcmI3do0tuPGPFRTeAb5lwnc4pMUxxlLF61RzMqqyffPubL1y/eN40D44Fq1TBtuFOfP3usowVl1ycKzeydrJjcIdGtg7JAjeLwG2Cn63JC8n9nA2urCXIspqoOQEcS/uX5t1NYIL2WbN7x3VO0spmiq4kN3Lz5ZuKnx/fkBxaM0mZrnoxmeXO1zN7msu+aVYvzcvJVcJERJscQSppItmWOIG4Fk/OPWDpTB+fvX4MV54/CRqEIlGSR9IhJP9BOYf0eR7/Xp3R2ATIEcAhBMSmeMfqGqaVCxgabUWjYaO7d7rX2nvp+sfXb5kkdMFRz+hRAQ4AlZZWEOfsrxcLHXeeOdCJgTLH9FYXuw624choC2r1HHzfQhjSWMmJ6Ql4LLXFZz0U1gR3ZAE/eziHf/xyBet3OClrSXN0oKAqJAa4qCsoQnqbLScK1CbPTkrBZ9MT3Q2fZW1RG9Px4VmAzxo847NhA+cJoCHtxyZlIc00RWUCZXkxI9PjqYDLZaZPso4m7VIU0Lnp6eRcxa0wRA1g2WwP//yhKq48rw4WRs0gj9Tn9D9unAjVl7TIODodjt4Sw4x2BwcGe7B3sB1DE/PQVum485z+/q+Xyy3HFBnWsRZQewY2bNwK27YeCceGXv/MhtHO7jYLSwY6sW+wgUqxgZzjwbZCYaxnYWwmpGkrSobktpwIPgV++XAeH/+q5NxOWqFMmwPV58RbyaDVNslQLJuoAJof6UDKfKgBuyk68MRE9NFRnmET160rseMntqhoYbJciyOPgEhYTOOWNGlbugrWgrS0xCEAEQVR5d8iWWdFzifZBzyOPIydO40Qy2Z7+MwHxgAAv1yTRxACcFK3sTpvPBYtAGGxRYgRDocCLuMo2ByteeDxp/sxOe6is9VHyOYebmF/9chk47VYNLvnmKeXHXMFgJtvuhEXrLrqD9Onda+arB6a393KMbPHRs7hcOyoqS9lU8yJZgqM65fQEMzh2D/M8LM1eXzqlgqe2uYcw1qizwsq5BCtKqzi1PEr17j2FNxb59wa5yUk4dsxB9Z4d1KzUJtTXJhKzk0Tfm5y9VSYADWziWJuT1O0SSnE6XWaJSh9fJXZqar/KmuTqqRD1CuSGxpHu6HjG15fIA8QcvR1h1i6MMDwKMWRUYKJcSIq1E4lFYgkh0S0Dbep6AeWY0DJ5WgtAIQ7CCMLlUobFi4563eBN/zh/lkvOy75cUwJrsbSxbMQBMFNwwc6Tm+M7+0r5KRSCP3Ea9QEeraOktwBKBMeSuoCOw5Y+PjXKnjgMRd7hqypwQ31L5HcRPFtaA4dNJdfM2oLGtK7mXIkUpwY109dUAMAcqtBT9Qc0nOpa5uyluhOHn0+Nvlpk010xLCmmLULibRUCD+NFokY0xMex5BHIACnIDzUJLnwcdBIfh/KYzpjRBLqr3Uhyb/w9yO4/7EcbvhaGTsP2IAjzwFNSXQud+YMIQFCCE8r5HcNI46aF+DgkQjdPeX9+dLMm2x7aqtJehyTg6tx2qJ5eHbdg7/oanPeOjCrZbSl5CGfE7HiFktFANIofk9oqAVRSc7tCHB/5MYKvn9vAXuGHC0b5xiSW4oiC+Kc2bLeoSGxkZgFlSKZmV+ZpiIw8zDTGfVNnDwDwMfNXJTFLGOqSd7F0YTim/GMQyh7cmZCsjIhIq1IagpnTFNobFaM9Ez8mK+r2io6J2fmqwfMaA/x5ssm8YXrxzC71xdG7ZiLpxVPwc/DSMWSi6BFLySoecDIeIhSSy8ufMVlB8dr1r3tXXOOG+DHLcEB4OyVs7hlFx6brB4YPLhrb0vB9ZFzPbi2B8sKYFmhlhis0swUuCU1cYHtBy187BYZFUiY4NzQeHZachtcXABPWUp0pTIrnzILsFml2AypOwXvFmuyIHw0dfLEyLqhPGqHSNzzREYBptzzRK+XkmyLZNy3KcWpcPhASWbJxyMqJXaU2M6lbRwAKI1ij6cpwQUnJ4QAjRCWxfH6VTUEIcHHbqpg50EpydVdqSrayub1HIAXUoxLYiWcguLHz1+wcGdPb+9be7s7wuM4ffE4bgkOAMViBb/6jwtHCepvbu/o9VpKY+hsHUOlNIGc24DF/CQrJ87QSRKEWY5j+wGRrPC9ewsIwEQhcsO+nSHJqQnupBODShxOwJ4OoBKWHBPUAAx6EoMazfREXwv9s7agib+eKLR5Qll0QOuA12NP1F+JPytTLdf3Ido2XYqbVpc4mSBKSflIOX5IIrX1fylJHiopzi1EAYEVcVz3qkl87gOjmN3rCfEchrHUTkpTqApaARp+iKHJAHvHgX2jEWbOnO6Njdev7evpeupX9z/Oj+dUqvG8JHjvzHNxYNfDsOy2/bWq88S+3VvO3X7oCHrbOWZ2E1DCZNRa4nonsiCmz4FHnnRx24+L+L+/LkD2EoThoVTWklhyKwcSiQGj5LoObl3xoilA0wxprHesOFqwFeLXZGdd6cpSyk5kmAF4BHEnBX2BzsWRltLiizQ1jyVa0JXuyocm9VXdSQqNmnBRyDN23UcySAtx+C1BYlLUJTkBEbXECRESPQxBwfGmS2vwfILbf1zAoxtz8PSSFHEqvXgCONTD3L5JdJRDMGcazjvntCfOP33+/l/85hFctuosPJ9xQpfl/kfWoq2ldPHP71t737/e9itcfu4IvvjeYVQKNsIQSdNV6oPZAfwI+ObdBXzmGxXsH7bAdcmtAE01QBuOnESpNPvoiP6VNklKP8SVquIC9okH0+jvqWiO7rnUrCLN85rVRHkzjXkSv2c08WIm70XPTH0f1Ssz3YNU9QylRCQr6dV39c+qBmRTq3OZlNJUcEkv9ZFqD0O092bpPK26gRFyofwbkebMi5K5OCwjoalUmo/3jVr49O1l3HF3EV5ki44b1ELcMymi6C1O4HPvPYxLVhCw1r9Cqf38VWFQvb+z55znjdXnJcHV6O+bg77ets3ztxz80RUr51zTU9mBWp3DtXxQ6oNBxHPbboAAwL//uIjP3l7BoRFbxnJPFfKaBrgJbr1QvTIJ6qWa0zW9dQsKYHLt5iwSIX3SDhuTwiRPkqTUT7PUb5IgGfPKAZ75vNU36o8Mafc2snp0fq5HGCKR5HGWjx6UJbdHXPaz5EhZVIC44XxEIUwpBBRExqcIdksj8V8i7YWZVHFxUd8kBA8JKA3R3xHgU+8Zhc04bv2vMgIPgEsALnuVWhaYXcLO3QTbumZhftu8H7W2L96McPBEoHp8dvD0+OqXv4ALzj2zWnSth6Z3eXPndvmLiq4H145g2z4cy4dtedh9mOLWn5Twf75VwcFRR3Y3s2DkTlLLBDzVpLlEHyWADWHnNt3xepY8h956REnhxIZtSm+qb8+S1ETZwBOJTfT4FGUTp6Z9W9m8k7gTasSgNPfWzFZ6s5xN6X0AZVRKQnqp9jleM9Wx0EzXMtcbc0S78ZMbXu3M07c9UZYfIkyCIVAuRnjZIh+EcOw6SDE2Ia8/c1BwbHTlgZLTjlJl9l2Vlr7rN2zYsG9g/ooTAvgJSXAAWP2aq7B/z8a9dNnstTs2/OzqwN8HQjgsFsJ1PTy2ycInv1bBg+vzmPCl5Ka6hNaltG5FoQmxlRJYxXbbyAiDRQrIJIkOjLdR7UIhufD6xTScHakLm76gTSNNzI05PvV+R1mSYUWMJbJoFyKatqrPMU/nSUShKpADmTBASIp7U42fq+NDnyNJnEjMtyNQCOsLkZGNEURGEJWhtpHk84RwUAly0X0iFBK9QdBdjvDxd4zhonMa+OQtrXhsIwNYKGLXowB9ff14xcWXrq03vL2vPOf8E4XpiQMcAFraupEvtP1bbWxgLp/Y/Dbb3keIXcPjmxg+cmMb/vvJArgtU8ygkJbi11DoU2sStBEFbJLYudNeQCO+WwNnk1TU7N46sGMpl0a4BtL4Ywx6rUY4UjdCJvCPDe4mysG1bfF7wU+4ti12+hBlTeGxaTGSIOOxOx4J+HWwx8DW41uSmHOV2kYV+OW+kSAsSdErmQYnEpw5iIw5jwiVHJ2IUnJcZIflWIgrVnooXj+Mf7gReGYbgcUidPbN4EuWLLhj0YK5/3Z4aOSFQPSFR1Qc2vMQAOJ6/vB9d/zgjvMGDx/Go89W8OjGsgB3jAQNyFpZhxjYIAZKFLiTsg9JjLfqiEY1apLuKx8rltS8CZiiGjoVyaInGv2I6Y5UMJlyh1PloldrhYKq3PTJdmIqpOnvpr2PlUzjO3KTZsUhv9ykXoZSqQRCRiMCba1ZF5Jr+0RI6teYfZP0eRJnakG8h6I9SQ6umEsUVDGX7MPsEI9vInh4vY1Jry1om/aW78zv639vEIaN11x+7gvC5wuS4ADQPf0C7NznNQLW+F1n78Yz7rr/wdzaTe0gRVFhn8e2TiVOTQXSuM9Icj8oB45SKrMqvk6ZRJxBS5qoiMEtiTFn3GvaVzSUyBTVPCnSQo7YBS8ldPOBZYmJWKJrNEULvFJJKLGpkKSktS6xkZgRARmIBYByKqWuljgBSMeM/A4xl1J5XWIuLktBeBwTD86FEgrENnTUCc5YUAOhBHuGl+8OsPt9e0cLjXdec9kLPpcvGOAAMHuaA873fbyy+pXhhudy/7D94AaHWQwTAUEtCIVXlkBz4pDYI6iuIZAATHFnlSCiz5nlHyRlidel3O/qmOmMnRR9ib+I/jalaAnkpW+S5DcYtvZj8JSjWU7SeE67741dFM9WwCUKsFyjINK7ybVmsjo9AQyebdRbgWZH128EWeqViwY+8iJydQXiuBelkoq+neIpBhpBVh5BENqoey4838ZELY+enrM9v+Wa704E072/Pjd/MqB5cgAOAE9sosHyhcs/c/qi0WDTvN0fP3x4lO4dt1Ab9wHqyw7DFITQxMQnL2aSoqRJZ2QBWlcqE3DrZsFmAE8BemQA2QAnSb2Q5psCqbVN7zXkaqDUbwCeek1n2meZAdNBWAmn1j2dprIpgKlxboOLi+Oo8FkKZSHUFE6ic3jxpRTQjd8GeZPJcxHDnlAwhILyQVjbXIejOlHB/kNFWG5bNG/ZWZ+f2zvvn8F3JwW+X+A4WU9VAMCTT29CqVhc8ezGLY/+6K577ElvlDq5w7j3CYJDE60gdgEOJcgzUd0IRPZYQdK0SIU2KEAr7h2nnpEk9YxCmA7jG8Hgz4mdvIlb6zycJJzYMCnq5kGDO+vrdUcPjFS1ONw1xcGV2VE5eBTH1/927J2lyTYWt4pReofO0zl0hxDVnEBEnyPN6wg1q5ZltaIxeyklrR3jfFsFZZneliivVHs6czAWwrZ85N0aRicb+NXaVhC/G6VCP9ra2z7R3Vn+4sRkY/K8S/72pGHypElwAFi+dAEAbHJzzvKtm9b9dX87bjh9/n7S1+Pjqz9uB6cEFYvDlYoOB2Q9OkDnbuloujTdNUqtKWlu5C7KIJsUFdGFcxM3hynd07c+yfhC5jqC9G7x9gwxotOLzG3yN+gUhEgqENdP0SU30agJEmpCpFhNHEA6hYF07CAuVZzEp8Dk3URcI2hPDzUFgqSJlIxhCeOah+IEEMLBQgYCwGce7rinhFvv6sWlKzr4y1d2fHrF9J5/2bJzrL766pMHbuB5Blsda8jE2/pD9/9482/XXfjpJQvKn/e569+/roiQOGhzOFqcCGWHo2hz5CwORyYGxzQOiRONG8c+Cu0wePgU69Jg15RLaPupP5amME1rYgRPdTK0fY5x3swSEdp8+o0ehJWuEsTNHZvqpyDNu7WQWaRetfBZPew20kJ2jd9JElISO0EjgiCk8H0b9YaNWsNB3XNQb7gIQxfnLw3QP62Mtt6Ft7/zsrFP/vyB4frqq9978sB4HJfoBY3Naz+LBSsfxwc+sfzuH/92cDX3GVpcwLU4bAoZGklQ84GqT1ENRC1pxcWTuBOxXsWcWCo7hySPcpaiH7p5zbCsaNsM2qFv0+YNGtO0T2IqbDILEiRUharMHpOiZJoKjVee+q7c+F2ZrwZVQRxj0kRLiP7eXBPHpejxKHpzAhZJimS2eKSiyGEsvT3fRr3hoO7ZCAKRkmZZERw7QN6tg5A6qtZlYz2z3/NRHnk3T+8pvBC4TTlOKkXRx4KVH8NHv/ILcM5/ffaCJ1++ffvuSt4lcC3RNh4AJhscdZ9h0ieocyBQrbRIUhXPSgsL6PRkCsVSV0KnkuAwpetU4bPxH0azNGgyJabWH9dIxZ0Y1aoMamKuMxw9RIsu1KiKoBBaVCGUlYTHUhzQFVMef44g41IiaQthCRfhJFEhzQKqcj6kAKeo1ykmaw4m6+KC21YE12Go1ynKbQvHlsxu/QQhP7jZ7bnuxYLhicWiHO948J7v4C1vftOj03tbxwnCV4yPDTstRYZygaJcoHAdgskwwojnY3IygFA3xamDlHgMwnmSjjnRowSbogWpydGbYk4UPTGkdAJwox4K1deSZB3VY0rM/Mvkdar3zTddk76QdXMivQ9p3ibPX9Ncap2iYYBG1bSbWn0nsyiSKfGZ3hFP1opnLEDe9VBrRBgcyWP/YBnD4w7qHpO8PEJL2+yJQuuSj43X8l/tmnXtiwnBF0+Cq+HmLN7d3fY1y4LfWiQ3Hty/y25vcVDIM7SWIrxx1iEMTx7GF75VxM7BPOC4AHPAuR13CpDn3nCvpyV0bEnJXGs6iIAUaGD+DX07QLR5HoMH8XFMcd3E0bOkv+6e15Y2mQWR6CaxlEYi3UmTtJdNnuTOhjRXzh/IrsgqB1+uiQDR1Vre1Mpdrxw+cQUsg38nYbYWDWExH26ugd2DwKfvLGBkxMH8HopykaKUJygXfMwbmOcXW2d/uFjquq1WG39eyQsnMl5UCQ4Ad/3wO3jd1W+IOjv7nmwpsX0tZesKm46z6d0Es/sCLJtTw3mnVTG9u4onNhKMVFkSLE2o4N80iUexlPRWEp2meXcGsNPSEImJT5fimRJcmvvUez3rnujSneiZ84qjk/hvZUnwzO+WokpZEjrbK5vquqxLa82Gb9j11VrDAiQsHgaO42OZnfIUJ7doCMvykXcb2HMkxD/d1o4fPtCHei0HxiMEAUfDi9A/fY7fN232++fPnf7NQ4NjwfylV7zY8Du5VpSpxnVveDVcMuK3dK/8xulLBz5wzhk9jZm9E2iv1BBywA8cXHtxgPe8dgzgHhAGwhymTjCQnFglqdOKGeXNgAEMqZwci5iPe22buW7q35TejxgHMHfkOMqBkHBguViPszItJ0i8lcaxU2vUwiaerVleVPy33gIlUu/jdDRZszDeLhKSjSrCUEAPQJmPW39awn/d14aQuSCU4HA1wo4DHlhxWqO1c9YHzrnwom+s21D1F624/EXHHfBHAjgAXH75ZZjTvjW866fvuLXYOv3DPukftx2OcmFSZoIwXHaOj7PmyV7pWrnz2ARIEmkdB1dpVoQmvkozpB5MSZYeek6mvIJNAG5KPE4d74R0zpSZT28qkAV4FVGo9M3EHEiMw3FtrdovaQwFLaM+MR1GXPWOV623qZl5nxgF4+G6IdZuZfjVowWEkYWIcxwZ5wgignPPmDG+csXcD9/xw6/f+pO7HwsvePklJxteU44XnYPrY8WZr8ID930PXe2tN1VKp1sF4l8ZRrsvAJkshhHDjK4Ai2Z4+P3WCJpZNZbIKmRWUZQ4TSsNbGgx32ksZnD69OM7WUcMoUyOcjxk/bnjCAUnqeVpT71xOBn+mg6xJUTbX/FztQ2JY8bk++LWUGG1wj2vCgep7HyVbClu6ki2QFFAV5JchNNyPLvbxq5DeYBaoOE45s1sweUXnzu6ZGbxE4FPbvqba96Fq6/640huNf6oAAeAV6x6s3r75QfW3PW1KJj7ND/wy/kLpo2htQKc9zIfP1vLMVQnoLawmhBi9rdU4Lb0wprUlLT6q6lMZml9aoo00RQgAbsxl2xoWm9OZCNcD6I62j3AAb3Aa7KfAjualc70QY15qCjAZJtwrImTRDgSkEO42y1w0QJW9v0xCndyYeUaHSNY80QOQ7UC8q6NS86gjasu6fzOG1732j8wZt/UWnZeNEwdbfzRKErWWLrsdcGMOdd+etfh078wMjEjGqla2LnHwaTnAozFBX2S9LSkHHLc1FV2EkzHf5tKFgxcZwGKTPWeTLHWoCTZi46LmkwxYi4NTTJrc9Dn0mtje3fC25FBK4zmVBoVCUPZ5i+kCEOKIBTOmzDU2w0mHN8PGRzbwpx+jpxDsLi/FF22csY/X7K0+P5H7rvplIEbOAUSXB/tZRKuffBL3541radQroxNPrZp4pN3rQlR50UQm8VUg2qSmzHh2bRYAmgF2qlsTlmgJlNtm4KnJ5SGZN4s6WOQ5wHvLGoSv9fjVVLOoGQuMSHq0wmlkcll6ikg6QnR9dNIvcjfF4pfwKjsy4Sk11IYl3ATB/R9C4QUcOXZHtbvcqJLL1ztrzprzg+HRifqq1+/+OSC5nmOUwpwAFj58r/D7qdvmJze/9//snXsH+mVF+2+YfLep8iBqo+QWXFit8U4bCYqvFlMeEP14pdJvIXgknrQFpBNBZpAmTatqU0Zd0gmfOXOJyq5lUROOLXIu0SKoih+3czDSUK89R+e/sKpPn1NtcRB4mOGMkNIHEJFOMoWhIDM/AkwONSK9s7z+D+8a/6nxsO5P5gzZ/r2OScPJic8TjnAAWDGsk9h63Mj9YsvbPlMa2WL1VmOPvLMtkftnz9KAV6AJWNQbMZhWyI532JE1gkRx1DBQGGkSXPtMZ0lHeOhS9y0BWUqiqItJCcK7CkIeDrSMMu5ozYow4m+Jsa49njJNGsaX0XRFNEzXpkUKeWwWJLpQwjAGJFRgkAQ1vHI5pbG9N6Vhxd0XXnnzK6Bz4KPBISc6G1+csdLAuAAMG9WK/bsPRg8t3fvx//27W+0/Fr3JdX//ciKNY+POQwEjkVgW5CxLOI9k65zQAA7CHnc+k6PooslPFEqFmmiBWpd2qQYb2v6xqZXM5PXT3GDGEdR4bBZx0hPpjyXBIkySNLZ9VnflyCR3kRn5SQ+Z0FI4IcUUSi2KoDbTFIecDBqIbB8RGGIfRNzgv2NVd/rCMbe5+Y7/ero4aDS2vVHw82xxkvjNkuNm7/7OxTyrjt4ZPSWtes2vfXA7l3Mr1fRUrTg2ASOBLnFCBgVF8IPODyfo+5x+CFHGJlSUIXUGhGBRkKB1jtHe594Jc19k6hA0jRPqObJTO0/lQe1uUaLmk8ncmghCqmEZJJOeiBJBSxRtUp5I8UadV6Uc8fzCeoeQ92jCIIE4DbjcGz1L0TOrqG9NYfu3u6w0rH4Tstte18U1Bvl7lefaug0jZckwAFgx55BlIqFlp279r//P773i5eNDB26ZmzkCAgFCq4F1yGwbQqLCSDVGyGqEyHGJjm8gMeVUBXAddAwBU6qufozMnXIVACn+pyZSZ+AVQM41T2n8qlDUhYfooNY3XQStDrg02G0ekyOljEfhxIz+Z5GMnMnOQZkNCAgTH+eTzE6YWOkylD3xImzLQHsvMvhsAAgHF2dLejtaf/RwJIrnsiX+m4O/clRK9d7qiGTOV4yFCU95kzvAoDR2771k88NzOqbvmDVMjJ4eOiv7n/gUfjeOPI5FzmHwXUoHBvy4nBUa2GsmOqgiQAgkoFExHz2G+0CkSiVaYqRdu3Ha/VX+aGJmmifda+koQNq+oSiVSQ1ZxwEUhGNaQpizw43lM2ky4OKBExuHNW7FHBtgrEJioNDFL4fwbZFxGfeAaIwQLGzhFkDZ6JUbv8vlx780N5dm/bMX7bwVEPlqOMlC3A13vWW16HRmNxjMfZ323bs+Wo+Z39+86aNZ40MH6KFHCHlAlApcczonsCRegO/31FAi0OQs6X2T00qS6QyqjsAmkJRYcB/Si6dydPjGyB10wBIPy+bzXqJFzKei7UGNSGTibW/yTWw63UHjYyo+GnAZX4nl08JDsYiuE6AYq6OR7faeGh9C2Z2AqUCQ8GlCAuMd3XPjGbNX/j7mbMW/VOx0r+d83BPpXxyMt9fzPGSBzgAuG4BAHZt3Lhx12mLBq4NvMm+1hWLvj94YOucyfE96Gn3sGDWEeSfDjFSL8CNqYcsPKkkYoa0bY7imxrQ+mg6hvyQtqWQLGkOzY2O5DhJ3ZKMRIejDGXXVrEloklUojjqwLZYAm6VsGCxCK4doliooeZPYuO+AhxC0BWG6O2diTNWLN6JqPHGjq65+2v1YG/vtFPnuHm+408C4GosWrQITz/15N43vemNe0dHhq8+cnjuN9c/cU9Pf9e+/vvWebj74XIc9yyGeI04wKMkJpypKqi6QklNrq0P3Roz5dCTBvTQ2IyluuVE7tLkkm/6+zpVyjwmQaQkvSydFvEkHloBWQFcjy6MbUqc4dVnVfHMjhGMjMzBjOnlvVetvvLgjBn9b29ra3vq6aefwvLlK04xCp7feMkqmUcbvteAZTsE+C0fO9L/6trE5g/dcMtTSzdurfWNjw/jyCjQ20JQkO0yxj0CPyCwKIdrc+RsIOcQuLa0xqRMjmlunCiLShlN52iS1DwxrDH62SYG9xfHT45l5momFXKTLCZDyUSzrRxQyqVUEK0IOSdCzg2QdwM4dgjGOHyfxalkOddHa6mKoTGGtrY2NFhx/+M7L13/sgWzvvybtRM//5/vPp00Gh7P5dxTfemf9/iTBHh6PLxuBwC8c9uzj19wuHrk2u/+bGe5glE4NoHNKIZqHJsPAkWbob0QoZzjKLpAzqFwHQFyxkjMZ4XZjMeSU088ppRoJkVhEmREq32i1ULRs4LU4CYzTsIRaDOwkyL5ii/rFpKEVnHp4IqihNEwxuFYHDmXo+CGKOR9lAoeKsUa8m4D2/e1YLRaBuGiA8f8ORF2DS+q5vP9Pzz33GUPAbjdKby0FcjjGX9SFGWqcd7pcwDg9gNDo9/ae3BkzXD1gaUdef/6x57YRCgfx8vP9LFmSxW/e7IdxYCixLl0/wtwO9LcCABhyOEHSSs+YQxu9l6qkVYehR1cz/JB4pxRTACKgwsirgrOq5Jmuhte3HRJ5KD6c8reDSKADU5kUJT4MiziACIwBoS2uBFcO0AhP4H7n4zw8DoLS2dGmD2jjFLbQk7z3o0Xn37RemZ33mnZbf6pvqYna/xZAFyN3vYWf8+enbd98O2vbNu8be+ve3pnXNPRQt/Wbj3Klww8TB58Ig8/LAjbNQMcm8B1KHIOg2UJYu55EfwgFF7RSLOjMy0jBlO4+xXlIABlSUkKQD0V5BMiSjLYdbu5HrPdNGInpfBY0lhhFMcLQoKGT1D3xHewLQJwCkYjBA4F5wAlEXy/hjvuacPsngF+5vlnkO523OHz9h/Zhf6H9hyoDw/MbTvVl/Gkjj8rgAPA9OmzAWA4DPndZ5+F34+PDd+yd+sOOr/rVV+/dnV+/vqntucYqhLcBHmHoZBnyLsUjAHViRDD1RDVSQEe2wKc2JmDJJpQSWbAyCZQDh89658LYRpL7ijiggJBVF3lGp/Xh24D1y0swl0u+LVjRwCE9K5OclQnQjBKkHepeAKBwLFFCCxzWlBoO61+xarWLZNj9rvnL3xZ1NHRtgvAwZdK7MjJHn92AFeDCcpxEMDBoUN3o9bgl77mkukDb7v6Fd/eu2eP/fRTf2idGBtqsViEUp6jo8VHuRjguQMc/oEQB8aAvEVQKcgetSnXvlIW44KUAJQRXNEfS+ZPixgPYcmJOBCEEcKQg3MOSqkM/SWGtUZ3KMWpZRDgthgBpRFcJ0JLyYPjNFCt5zA+SfHcgQgFl6Kz1QFlNlzHRaHcMTqwdNlIT2+vHwWjf7N4YGRbGLHBzs72U32ZXvTxZwtwfbR3vwaDR0YHz1lODgNY8ewzm7x3vu26927Y8Mw7Dg8eClpKWGGFW90Nu/bj8c0+Vp8f4SePRdi0pYScTYC8iHuxLQpGpc1ZcnQee1QIuHYjWAzSSiNQ6/kEQQiE9QgNL4IfCJFuWRwEFIzpEXyIIyVjpVeaOjklsBgATmBbIVpL4/jDzgnc80gnrjpvAixXxOCRHixeMrdRKrAn+3p7rSVLlnyjOrTu1nyx3+Hor736Ys5tt/VUX5Y/yviLADgAdHW0AAKKk4ODg2CWdbNlWTdf9drXOuD+F4cPb+/eMLRlRt+0A50rFhyJnhsdXbT3gANKGghDH4CFvGuBUoaGJ8oABz5HEEbSapKElFIKOBaQdyMUXBHkVPMovIDCDzgmJgPUPWH6yzkUhEDqAEkMimOJ7X5AEEiVr+FxTEYRwiiCzUJEEYHluBiqFdHgMzfOmQF6xsrew4Pjp+1evHDgUD5nf/jJdWs9xy2gtftsWE7LSStL/Kcy/mIAro+uLiOc0wNwfa3ewHv+x/JlAJuZCx8MH9+z/tLliwK2bG7be6pjQ8VywUZb4TB27T2AQ0cYOlodEMrx3O4AnWXB3ykVTXwBBtviKBUidFQ8tFXqqHsMQVjC5l0hNh3gaHhAZ4mjvRTBthW14aIaLAdcO0JHawMbdlDUGwydrRGeO9CA7XRjwfwelPIROjtbJ5zCrn9fOL8QVvov+s0Fr1rG/CDatQB42nH+dLyNL+b489QsTsLYtm0HLIs5k7X6G3bv2VewGPNn9YxcPTgSvG7PQQcdFYJnNj2C//xlFafPyqGlxEAoQb3egGsH6O/kmNblYda0w1i/O0DoU3i1Iu5f56Ia1OAFwLadDuZ2MfS0M/R1uejpLMBiDkCA9kqEZfP241drO3Dakpejr5PguUEfQyPWT85YWL7LsYjd0t43aTu5H0RR6E2bNvNUn7KX5PiLlODHMwYG5gBCun8HAHgwBBD8blqD3LLIZ5HNfBw88iwc10O5XES5yMAJIWefff6XRob2L+ppD8PejgY4q2JPNYf5vSEK3RHOYgXkXR+z+kL88vc2bG6jpxXo63LZgoEZG9c9+dTf+QHnlh2hWLDQ2tqCM888By1lG3N8TusNsoUAO3q7Kqf6FP1JjP8vwU/i2LZ9F8IwHNi+bWO+oyVEV6uHwfEGHnyygPMX+QB8PDeYA+HAWYsD/G49UB2x0VkBujscrFh2Wo0xa1tbZ/+p/il/NuP/Ae8BhdrzO8t0AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjI2OjEyLTA1OjAwRO9RCAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMToyNjoxMi0wNTowMDWy6bQAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 36278000
{'hecke_orbit_code': 206191984697, 'n': 1, 'trace_an': 4}
-
id: 36278001
{'hecke_orbit_code': 206191984697, 'n': 2, 'trace_an': 0}
-
id: 36278002
{'hecke_orbit_code': 206191984697, 'n': 3, 'trace_an': 0}
-
id: 36278003
{'hecke_orbit_code': 206191984697, 'n': 4, 'trace_an': 0}
-
id: 36278004
{'hecke_orbit_code': 206191984697, 'n': 5, 'trace_an': 0}
-
id: 36278005
{'hecke_orbit_code': 206191984697, 'n': 6, 'trace_an': -4}
-
id: 36278006
{'hecke_orbit_code': 206191984697, 'n': 7, 'trace_an': 4}
-
id: 36278007
{'hecke_orbit_code': 206191984697, 'n': 8, 'trace_an': 0}
-
id: 36278008
{'hecke_orbit_code': 206191984697, 'n': 9, 'trace_an': -8}
-
id: 36278009
{'hecke_orbit_code': 206191984697, 'n': 10, 'trace_an': 0}
-
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