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  • mf_newforms • Show schema
    {'Nk2': 16128, 'analytic_conductor': 78.72102642199869, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [252, 1, [127, 29, 73], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3529, 'field_disc_factorization': [[3529, 1]], 'field_poly': [-882, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-31320, 42, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398643699964, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '252.8.a.e', 'level': 252, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '28.8.a.a', 'nf_label': '2.2.3529.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-21-\\beta )q^{5}+7^{3}q^{7}+(-3714+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '252.8.a', 'trace_display': [0, 0, -42, 686], 'trace_hash': 842660305747702581, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.952', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.175', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.376', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.566', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.763', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 0, 0, -42, 0, 686, 0, 0, 0, -7428, 0, 11830, 0, 0, 0, -15792, 0, 26614, 0, 0, 0, -32640, 0, -91846, 0, 0, 0, 158016, 0, -180740, 0, 0, 0, -14406, 0, -45824, 0, 0, 0, 321720, 0, 1023868, 0, 0, 0, -1665972, 0, 235298, 0, 0, 0, 410628, 0, -733320, 0, 0, 0, -1702134, 0, -547526, 0, 0, 0, -438996, 0, -2590616, 0, 0, 0, -4129272, 0, -8008868, 0, 0, 0, -2547804, 0, 2470456, 0, 0, 0, 9900786, 0, 7064964, 0, 0, 0, -15423492, 0, 4057690, 0, 0, 0, -1130592, 0, -17377472, 0, 0, 0, -13373850, 0, 2042404, 0, 0, 0, -34078368, 0, -10727432, 0, 0, 0, -32168568, 0, -31329648, 0, 0, 0, -5416656, 0, 1063562, 0, 0, 0, 2542092, 0, -10494440, 0, 0, 0, -2755158, 0, 9128602, 0, 0, 0, -14707308, 0, -66417974, 0, 0, 0, -41268696, 0, -13100724, 0, 0, 0, -83297220, 0, 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  • mf_hecke_nf • Show schema
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[255767791412, -3094903818], [-1040268474441, 2810535131], [-854328296034, 2917250294], [-376565615730, -13565420344], [-321282292471, -13887685053], [-477309733782, 6508900030]], 'char_orbit_index': 1, 'field_poly': [-882, -1, 1], 'hecke_orbit_code': 18014398643699964, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [3, 1]], 'hecke_ring_numerators': [[1, 0], [-3, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '252.8.a.e', 'level': 252, 'maxp': 2999, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [0, 0, 0, 0, 4, 4, 5, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 2, 2, 2, 2], 'ALdims_old': [42, 38, 38, 42, 38, 36, 35, 37], 'Nk2': 16128, 'analytic_conductor': 78.72102642199869, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [252, 1, [127, 29, 73], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 18, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217980, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4], 'label': '252.8.a', 'level': 252, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 348, 'mf_new_dim': 18, 'num_forms': 8, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 384, 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  • mf_twists_nf • Show schema
    • id: 201895
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '28.8.a.a', 'target_level': 28, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 201896
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '112.8.a.i', 'target_level': 112, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 201897
      {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.8.a.b', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 201898
      {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.8.e.a', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
    • id: 201899
      {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '196.8.e.d', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 8}
    • id: 201900
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '252.8.a.e', 'target_level': 252, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 201901
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '448.8.a.n', 'target_level': 448, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
    • id: 201902
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '252.8.a.e', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '448.8.a.p', 'target_level': 448, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 589325
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398643699964, 'p': 2}
    • id: 589326
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398643699964, 'p': 3}
    • id: 589327
      {'charpoly_factorization': [[[-31320, 42, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 5}
    • id: 589328
      {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 18014398643699964, 'p': 7}
    • id: 589329
      {'charpoly_factorization': [[[7568640, 7428, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 11}
    • id: 589330
      {'charpoly_factorization': [[[34701376, -11830, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 13}
    • id: 589331
      {'charpoly_factorization': [[[-294519780, 15792, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 17}
    • id: 589332
      {'charpoly_factorization': [[[174503608, -26614, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 19}
    • id: 589333
      {'charpoly_factorization': [[[-7801459776, 32640, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 23}
    • id: 589334
      {'charpoly_factorization': [[[5489020188, -158016, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 29}
    • id: 589335
      {'charpoly_factorization': [[[-16540907264, 180740, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 31}
    • id: 589336
      {'charpoly_factorization': [[[-207949289540, 45824, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 37}
    • id: 589337
      {'charpoly_factorization': [[[-208069107156, -321720, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 41}
    • id: 589338
      {'charpoly_factorization': [[[127557024352, -1023868, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 43}
    • id: 589339
      {'charpoly_factorization': [[[662231593152, 1665972, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 47}
    • id: 589340
      {'charpoly_factorization': [[[-15217199100, -410628, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 53}
    • id: 589341
      {'charpoly_factorization': [[[-951114840120, 1702134, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 59}
    • id: 589342
      {'charpoly_factorization': [[[-676162372040, 547526, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 61}
    • id: 589343
      {'charpoly_factorization': [[[-7466582740400, 2590616, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 67}
    • id: 589344
      {'charpoly_factorization': [[[4028431841280, 4129272, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 71}
    • id: 589345
      {'charpoly_factorization': [[[15928428632500, 8008868, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 73}
    • id: 589346
      {'charpoly_factorization': [[[-52062570791552, -2470456, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 79}
    • id: 589347
      {'charpoly_factorization': [[[14563855983960, -9900786, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 83}
    • id: 589348
      {'charpoly_factorization': [[[54854655982020, 15423492, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 89}
    • id: 589349
      {'charpoly_factorization': [[[2955690377596, 17377472, 1], 1]], 'hecke_orbit_code': 18014398643699964, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '252.8.a.e', 'level': 252, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEwMZ+iActgAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nCTXfd4Lf0+o0Gl64s7mhN0FFjkDBEiQYIRIU4REUpJN5Xhty5bl19eWde3r8FqWxFcOkq9lSRQlklYiRVHMIECARCZy2ITNeXd2J0/nSufcP6qqu3p2Qdl+5QtRvv1hsXt2AUx11VPPeX7PLxzB//v6S3t99ktPIKWY3nv4dN0m1q6fcHAdyYsnWtxz/bi48+rqwuMvJayfWJy4Zfc5++rhDfiuZHqiQ7WSCCN3roC9OLH+LQDrgGWgK4R4o7/ad+xLv9En8J3yOnryAsA2Y5JpizCdbsiffe7P2bn+PFvXLeIrl+NnPxct2Zv/Zbe99De0sNG5Cy7T44Ko06O1Ervnzs1//Mw5gUh6P3FmpB3OXJxn3QSc7oWMVBOnF5/88m988uC/PHD28+I//quf/NWL5078qR+/+mJ75ZCyeCCEVNK5CJwoVde/0ZfkO+L1/1LD67xeOzqHFf6oY0/c01nagxIyOrdU//lWT75LCksYxbz00itUS8vsWN9guaU4M1sCExBHMWM1y6EzLtdsS5iZk4yNxNQqHsdmNImJmKwKzi9EXLvdcOSMZHzE4Louvq85MSdZbsOuNTE7N49x5e7rsThoBZ1Qf/3gid5/SGzi3Pvma9mxdcPj2GBZyDVv9CX7K/n6fwGevZaX57HwnmoluOLEyZb5V7/xGfOR94xsawdrfqHdPEbFdzl55gLN5gJhpFnqSBLr4juWmmeZbcYcmemxftynXlIoETE54rJzk6LTAyEDzs1peiGcXxAoXLpBxBWbLNNjbSSSSjlk7VSLQ6fGWVwuUfETPB3R6RkabUUYx4yOTVKprkfpgGt2buPVQwu/cseuCyc27vxhGYq6XD+ljwEPjtQm3uhL+lfi9b88wF/b+wRSiHuWVqJ37z228KHd2+auDNouH//cYe68dpn5OYfT8x02TCjKHkzWDeeWPJS0SGFYN5pwetanUra8eCygEwh8FxZWYNukplzymJ6MuefaJgdOjPDiQcFrp2PedE3C+glDpSLYNL3M/LLC96AbWF4+NEG1JDk+67J2rIcU4KqEC4uKkUqMJGH9moj5hSpda3jbDRVOL12NX0148/X1QxeWpj4bxfIhIXj8Pe966xt9id/Q1/9yAG+1ViiV/LGZC/P/9r988kH3xLmDyU+/3795aXnklj9+4CLTU6d4+w0VHnmhTtes8K6bNU++6rN9Y5d212FmSRFEAk/H7N6YsGYsYLElefX4CFEs2Lm+x2xLcd32LkdOOjR7mjCA23a3OXy2TK0UcvCc5o5dkjAKaPY0r56S3LglodFyuGJDSBhJ9p4QLLR81o7ClZtauFoSRnBhyaEVxOxY5/DYq5a339Im6NZ54NkOb71lhRu2b+T5I+tZ6HZe/P63L7y0Yc11anT9e8NSZfwXkyRcGhsdeaNvwf+jr7/2QebywlGUcsT+vQ9SqfqKzsO/eeyE2vX8yzNvnjlzTl2Ya3L09FmmqzXWj1d45dgE99y4xM1XjvDg81VeONZhy1rLzJxm3ZSlc94SWUsQOZydl6wZDxDCsnNDwGsnNJ7bZftal4vzDqM1wR27I/YcNew9XqMTtdg8HXK9M8L5BXj1SIldm2M2TcDxWUHJi0AojpzTWCKkDdk4aamWQIkQRzk0urBxSnFqRnDLlS1GyxW+vk9QG4l40zU1XjoAT750nI0bW7fYQN+y78ApZr71+cStbNi9kpQO/5c/+Mzf8WWY3HPXvcRxbK/cseWNvkX/U19/LQG+9+AMCCVF0vR/9ud/Lfj3v/oP/lEUmR/66CePRH/7/SevKsua3172GfGg15G8fAR+6J1trr2iysyiz8Mvenzvm1e4Yfs433jF5YqNHabrVU7NxNx2Zcihsy71SgRI9p8qs27MsLisefpAwtNH4brNlt0bJUstwZOvSe69JqJeUSy3qpy9oFlpWpQT8sP3LXP6Yo2VluCmXT2uu2Ieh1EuLkxydh52bzF0Q8nJix6jZc3Bc5JdG6HVkuzavMDWdT7feMHl1GKXD95jmF0Y5eBJaAQJN+4IEabEoRNdXjt+UB2ZO/HW+njnjn/2Ef+2o/PXO2EY/NeP/fq/+LX52SPexNRIjzg2wtnwRt+6v/TXXyuJYq0FkEGvVX9139E7XW0/NnfxePzKnqPjh46dr714zFAbX+Sf/0CATdaz50iJV49EHLnY5d1vanD3VRX2HK7z+N6Q+nib77lLsu9QlSf3d7lqe8yGsRLYLkILHKk5dkEzVUtoBJaqH3B6LuHA2YSqGuVdt7ZZXqny3GuWa7YKdmxKSGLBmXmHJDHs2CC4elvEcwcES+0O77xFUqrMcPhUlVMXRil7glbHYWIk5vgFF1cHKKmwRrNxeomrNyueeGWUF09EfOCeBmsqdZ542eeVkx3uuGGZ997qcuz0JK8eNuw5HtGRbf7ZD84xXZti3/EJuvF0c2p6y+KN12/Xvqd/qja245nRennFGoxUf31g8deGwa1dIo4Xtjz57MkNJV9+tjX79ZGoe7EyMwthV6OkYk3NsPfUKE8dvMj33LnMxoam0dY0ux6f/UaF8WqT63ZqemGFp/ZbPv90hw++uYHvV3n5qMO68TbjNZezs5pmN6HT6VJZ4xAZzVhFsW5U8pZrurxyNEZLgefGeOWYF08oKlWHDRMhQQzrx+HGXfM0OpogHiUymn2nJHuObMZTPp6boOsB3QBGal22As22y9m5hPF6h8mRKg8957LvTMj9b22zoV7j6T0+e0/22L19mb/5toQjp0Y5fk5wbi7mQiPhfW9tcvWmEgdPVGh3BCdnLtSefOFk7U8feJ7dV23+05/+gbjRXYk/tBLuOHfw6PKpq3aMvtG39C/l9R0P8Iy1d33jsafW1Srqtx97+sCOLz/xlPp3/9sMm9aNk8QTBKGm09N0A0OzB596aIx144vcuVPT6U0QRA7dsMxzr4WE0TLX7QTPLfP8IcXnnmhwzZYV3nxdhaNna8yv9Ci5MZOjhp3rFRcWFUsNSbOVUC0FeK7DhsmQkxcdtOxy/12alw47XLV5hXq9yVdfLtPsekyMVHj5iMvubS3GRxxOzQnWTzr4fsSon+BoiZSCFw+OMVLpUHIDrtiocGWJp/ZayuUVPvhWqDp1vvmCy6FzXa67cokbt8PZmWkOnnA4NRNx4JzllmuX+dF3RpybXcvFRZ/5ZVhuxCw1Ye+5Lofmnq18102PVCr1dz8e6+ioFPHPWGtngMPf6VnU71iAnz43D8LZcfrEi9dfmAt/7sTxE/c89MR+Dp9a4kzT5fcfKPGPvq/JuokS3Z6iG7j0AoduYGnPlPjqcxXedPUiN+5SwCjWOrx6bJRPHG7zwXub3HlVxES9wosHR/n6cz3WTvS4crNgakRzfMah04tod6DRFmhtWT+RgJJIGdLtSC4s+2BKTI2EXLG+w9N7PQJivufuiCQsc+ycZHJUs35cYEzM/LKm2QvoRi6ttsvGiYDxWg+lJFoLokhz/BxMjna447qYdaOaI6dHeOoQzCy1uOW6Fj/w1oSzM9O8ctjj8OmYV04kRKLF+27r0etOcG62zMVFyfxyxGIj5tySxCn1+LvfvciGcc3pmWfUSvfwlfg3PGqs93hI+detbe4xUXxUuWNv9C3/H3qpN/oE/kde1u6hXou2XJw5+O9PnTj4L556+tktBw+dotMOEEIRh5p9px02TDe5a3dEFLlEicZYhbUCjeHMRZdTC4Yta5tMj0LZ8/EdjULz6nHFxZUetVrI1VsNuzZ4tNo+5+YFro6IrGJm2WFm3tAMBVpr1tRjZpcNpy64jFYlAs3UWMRSy3Ltlh5SlrmwWGbneo8jpz3OLlh2bwmYXZJEsUM3VOzaGCGEpdWRrKnHTI4FTI2FOBIaHYXnwc4NguXlKt94qcTRmR5jYw3ednOXO3Z5HD8zxauHXQ6ciDkxH1KtN/jx97S5evMIpy/UOXPRYWY+YXYx4syi4Mi85QN3z/IT98U0WhMsrIwwtyQ5cuwCBw6f3NLoxN/f6QSbF3rVZ378p//2ysd/6z+90bf+v/v1HcXgrx0+hev6ky+8eOHn9h/4xrVxOHN/b2UGxQj1moexEcbGhLGhu+zzia9PsG5sgdt3LhElAmPKGKv6kfVLe8fYc8zlg29u8r7bAsZGxhmteUyeUxw843DifI+NUwFvurbLO++UnLlY4exsiWbL4KmI0iiMVhMmRwLmGppO12H9REiSaK5Y18X3Ip476HHkXInJ0R7bp0ucmZE0uhE71luqvmH/SQ/XVYxX4dyiYqICZiTi6EXFSsdnrBYhJYxWImxT8619DmfmAzZP93jPzTEbJjUko+w5VOb4OctrpyNOLwa8565lvvfNASU1yqkLo5ya0czMJVxcjDi3CCeXLPfcNM8PvaNHpzPK7FKZpYbDcsshjOHCQpejpx7HBkfvn55cx/U33LGv2z7/691ub358cvsbDYX/5td3DIN3L36KtWvO1JYuHvovX3983//mmSO7pVmhXi1j0RgjMVZgrUFgkRZOXfR58Zhgx4YGuzcbwAEUUmq0knjKMrfgcOicome6XLm5yfb1hslRzfSoiys8FhseZy8KTl4Q7D0Fpy6EzC8HNFoJvcjBd10mq5b1UxFCJHQDzZbpCEdZIiOIEpfFpqQbOLhaIKxhsm6YGElYano0u4Je7LDcEUyPGBYbhjOzCt9xmR6DDZMha8Z7TI0HTI8HbFhj2TStuGqjQ0lVOHmmxrP7XV4+ErP3dESiWrz37gb3v8lSUuMcOV3n5Izm/FzCxYWIM/OWYwuWW66e559/ZJmNEyPMzNWZW/ZZbDgsNyQrrYR2J6HdhbPnlzkz17qKcPbN33hpZcuDz6089Pb3fjh8/MFPv9GQ+G96/ZWOIKxd4MBhn8nx+JeD5sE3/cePPSRL5fNveu8t5/Ro1aUXjLGw4rOw4rLY0Cw2YKmRsNSIWFxJuLgCxxcFkxMr/KsfWuTWnWXOzo4xM1dhZkEzu2i5uBBzbj5hrhVTH+tx17Vtbr8SXFnCUx6zSz4XFjQXlwSdAOLY4LuGip8wOhJjgNMXY5pt2LzGoVIKsFaAcGl3DZumAxZXNNhUiqy0IYjBYllqhKyfcmh1FUJZhAmo+Q6b1vZY6QhOz2gSoxmvSaq+wHMgjgWdQHJxSXJh0TK7HON5PXBi7tjd5k1XCyZrJRaXa5yd9ZhZgNmFmNmlmPNLcHzRcvPuBf71Dy0zXa9x5uIYFxdLzC+7LDQkSysJy82I5WbMUgvmGoK5yFL2evzcB2W8aWLTs97UO/bNzl34u2972302SRKzfX3tjYbK677+yjL4+WO/ycj4W/n1//Czv/TKi9/8hy++8MAVC8vntnzh2VC+764FrtyYEMUaYxTWyhRUVgISEAhh0cLiSphZLPH8Mcm125e4cmOPsg+OlriOwnU1lZKk7Eg6bYfDp3weednl9FxAM444fDZgzfgS77trmWuvaHHzlQ1OLcQsdARlr8eJGUujWeGabZKVXsLBU4pqWXPgNOxYZ+mFCb3EReuI0SocOuuhdIIjY7QD3UBy65Uduh3JtVckNLsJp2eqbJ1WVMohK4Flqt5hud3kM4/CqycT9p7ssXndItftajI6FnLfHS2+9y2W7dNVkqjOyfMjHD/ncPai4dxcxLm5hONzgjMrEdfvnOdf/VCLNfU6Zy+OMbtYZn7FZbEhWW4kNFoRK+2E5TYst2G2q5hbirli3QI/cd+8fOG17uZXXzt9zfjYmh/asGHzup2bxh756H/5FF//yp+/0ZC57OuvJIP/7p98jl/58r3qcz/3h//nsVML/8ex4/Nq75GEvedi9p5xuHbbHP/+p+e4YXuF2cVRFhtllho+Sw2HpaZmuQXLjSRjoZiFBpxdFuhSjzuvXuL73hKydarCSrvG3FKJ+SWXhYZgqZFKhOWWodk1NANLpxczXovYtMYAAs+xnJtzENJj85Ri6zrLuqkOs8sBe45WuWmHpVxaZv+xMaqVkDB0GB81dHtw1aYef/RonV0bY4LAMjEiiZIuVd/jwKkeJafCDTtj9p4ImV10WT/usXUtbJoOUSri3AK4jkUIy+Y1MaNVSavr0e44NDsOS03F0gosNgxLjYSFRsLFBiz2Ejatb/N99yxw55Ua36lxYaHGwrLPwopmqSlYbhhWWhHLrYSVtmWxDRdbitmVmFt3XeRXf2aRKzf5vHayyr6jUxy54DE1NZG4pelf+vmfGfvXLz7TSG5904+90dC55PVXCuDnzhyk5Pul2Zlzm7785L4PJ93Zf/PqgdNoJVledjmzABfbkplWxM3bZvl3P7PEddtKzC2PsrhSZrnps9R0WG5qlpvQaBlWWjHLrZilpmW2IZhpWxBt7r+7wX23Grat9QnDMssNn5W2S6OlWG4LWh1BL7CEsSVJQEmL50DJs9RrlqmxCO30OH4hZN8xDxNXePdtIdpZ4aWDI2xZC197PubuazzmGl18rYiTiLFRiCMH7cQsLpa568YmX3umyta18OLRAIcy77rVEIsu+44nnDzno6XLmlHNaEVQ8gSuK1ACYgNhZOmF0OpYVtqGVsew0jEsti3dJGHzhg733d7g/jeFYKosrowwt1RiMSeDBqy0EhrtmJUM3EsduNBUzDcTbt45y0d/Zo7dm0ssLNdZalQ4M1tithlCEmHlJnZuH/tnwr/zTzdtXHsmCHrd66696o2GUv/1Vwbg1rwCou7OnJ350VdfOfWbX3/iJaFES2JcDpywRHFCN4KVrmSuI7nQirj1ijl+9ScXufEKn4WVOosrFZabHistl+WWZqUlaLQsjXbCSium0TYsty1zLcGFhmG03uEdN7e448qYzWsUtZJDs+XjORJQhLHEGIGx0OkBwjBa7XH0vMXYkIdfrBB0Slyx3uXOaztEZoUnXq5zww6HoxfbNJZr3H5th2+85LFmzHLwtOXvfqDJwVMea8Ykj7ysuPMqxVKnyYmzY9ywM+SJfV3ioMwdu122b+zRjdt8/SUFieD4OU2trNECOt00qE6MJYoBadCuodG2VKoRG9cGvOmqDu+4KWa84jO7NMLiSonlZnptlpuCRhsarZhGO6bRTmh0LEsdycWWYKEVc9uueX7pJ+e5bqvP/MoIK60yzZZPN1SEoWLvcYfEdhmvl83Y1M12ZM0Vfyeu7vyECObC73nbzjcaUsBfEYD3wlh2u733fePhL18xPrL00eOHX3GOnqmy2LAoCd0godlOaPcsrZ6g0RXMdSUzjZg7rprjl39ynpu2u6w0R5hfrtJo+6y0XFbamkZL0ehAq21pduL0v9M1NDqW+bZgvg1REnDdji7TYwntjuU9twdsmTbEiURLSxjB43t8zsz5rB2N2X/cB1Pmyg2KG3cZPL/DS0c7zC9UuHpLhVp9mWf2Otyyw2exs8Lyco3pacvzBxV/621tXjio2TDlsNBusLw0xo1XdXhmf8JYqc7VV7SZazR4/rU6JV3h5l2WnZt6INvsOSmYGouYnY94Yo9DL1JICYmxbFkb8o7bQ1ptxbpRw407IAzLLDXKLDU8VtoOzY6i0ZY029DspNe01UlodgwrHctSV3K+KWh0A+7cOc+//ollbt6RPhyNVolmx6PVcWh3NSttTbsr0MpycTHhyJkub3nrbdHGifI/fvc733PM90tfkdozbzS23nAf3CY9wqj3Q089+9x/CJr7x772/Dy7NlumxhyktHR6CdZajLEgDEKkGlRKi5SaF46s4Z9+XPOBO5f4/rctsXV9yMXFGp5bouS5lD2HSknTKkmqXYeRiqbTS2h3E9YEhm5gafU8luZ9zp21hLHh/MUYz7OAwFUWLQWdrkLgEHc0128RbF9n2bS+Q5C0ePAFxaFjo7zzJo8br1rmUw9aXFFmy/oOe59RrK8rJmodfFUijBzmWlDxNRvWCF49FHLjzhJvuWGBT361i+tUefttFsfr8M3nQ772XIXXTpbYtq7MlrUJk6MhWycirtmSoJRBKwtYyp7HZN0jjBxaHZf9Rx3aPU2nq2j3JO0utHs2s/8SWt2EdtfS7FpWujDfUcwuW8ojDX723fN8950B122rcGGhRqPt08rA3eoq2l1FpyfohYJOF5Yb4LqwdP4F58yJyf+wY1t9ae3GN//8wmLwyYlx739dgJ+b6zKzyE+8uufpX37yia+PXbHhPNvXTXF+zqPkQdkXgCIvhxACpEg7aZS0KJngSsneo5O8cqTC0Zk5PvCmNm/a3aNerbHUKFNp+tS6Lu2OTm9OT9LtaTqBphdYeqEhjCxRZImT9AhjF2tAKoGjBb4rqFcFo1WYnjBsWNNhYrTBQy/Bk684SDPCO29yuP7KFk+/FhH2atx5vaDR7TK3WOGOnYaJeoeS9ujFivlmhDKC63dqytWAlw/7vPnGEW6/rsXLhxXYEW7a7fLj713iG6+GPPJChYNnfDZNKqbHSoxWy4xUoeSBo9NVzlg4eFKQJIIoFoQxBBHpdwwSuoGhFxg6PUMnMLS70Axgvi2Za0Fgetx7wxLve1ODv/l2QxzXuLhQodn2aXVd2l2HdlfRysDd6Qm6PUsnSEBY1o/7HD9jaIfHefSx9tjtd8T/v9tuf5u2tvlxId44G/ENA/iR07P0wu6PHz/04i8/+NCjU+dnOmhV4t239PDOOXS6Ailyy08hhEBKMnCDUhatLI4ylBzBQqfEpx/dwDdfaXL3NSt85N4VrtnaZrxeZnGlTKvr0ek6GbBVeoSCIJJEsSCO06U+rd1Kg0qtwXehXDKMVSPWT3WIaXP0fMRnnvA5cbZC3Stxy27NHdc2ef5Ig4efrXHbDp9Nazv80aMCJTxq1YiVdoCxoARM1jo0Wy4mLvG+u+f49NfKbJ/1ue+2DmG0yBP7xokSn1t3T3HfLU12bGzwzZc77D1bZs9Jlw1jkrGaoOwJXCd9CKUAISzGgjGWKM4e1sgSROmD3AuhG0KrJ1gOBEstELrHDbtW+Mg7Vrh7d8J4rcRys0yjVaLV8Wj3UkmSrwSdQNLtQSd7cHqBIQgNSw3DsYuWt99eouJ02Pfy41NRLH/5rrtuttae/T0hNv6vAfCf+sVP8Isf2cSJwy/88CuHlz7qJN+auHl7xES5yrpJRRzH1MoxUiiUAiElQgiEkCipkTJBKZEtzwZHWTxtKWnBck+x2Bjls49XeG5/mzuvW+Ejb1/hhu0NxpMScezR6fm0uw7dQBNGiiiWxIkkMQJjRZoFFRbPNZT9GM8NcZ2A84sBX31Rcuycy8lzoyjjsX2ty1VbFTdd2UR58+w7XmV9vczV22B6cpmlZo1r1ktiY3noBY+gI6lXYt51a4+vPBFx5mKVXVc4XFjpceCEw8Y1o1y3dZ6n97Z45oAgCF2u3DrGlRs9rtzQ4viFJY6dhxcOlTl6okJZCzwtqXgW3wEp06DK2vRhjRMIYwgTQTsQNHuCZgShiTG2x807mnzkHU3uviZh7ZhHrzfCYsOn1fZo91w6XU27p+j0FN1A0O1JukHaN9oLktTjDwzd0NDppTmHc+d9kq7k6PkmJ+e/NuWLuY+emVsT/+fffepTP/SeFxjZ9HN/fQE+f/I3mNw6gVan/uba6vnfUMF8/ZXjEd/1pgZvvYk0cWMFJS8BQIr0pikpUEqglcreDVolOFrgaoPrWDzHUnYT6r6gFTgsN0f53JM1Ht3TY81ohw/f0+DKjT163TZXb7VsnFYEkUOSKBKTJooEFikNjk44PWs5eVGw0jV86eky5xdGsaHDqK9YN67ZPK3Zth6u3t7EyAU+9pUKS0sj3Hal5urtDb65RyBih6lRSaUc04lcpJVgJUq7NHqC2SXBblvmnptafOvlEusmXG67eowfe+8Cn/haixcOV2j3HBZXqmxdV2LX2g637mzxPW9uMbO0xJee9ljseJy+4HD+vIujBFJKBAJjLYmByFiS2DA6HnHt7g5BEHHlxoAP3hMwNaIYq3pEkc+FeZ9O16UTpKtctw9smYI7EPQC0pUgSOiFhiBMUrCH6aEEnJoxHD5n2Lq5x/bpkE9/4eWJm66t/sZH3j0R1TZ+64//8b/9OB/9xZ/46wfwPc//Ln/0jfvF8ulPfugzX7/4u68cOF1+321VZldcXKfF2klDq1OhF2qUtIVgUiGlREmJVgKtsnctcHSCqwWuY/AdSymylEPLiJ8wWhJ0QkkrrHDyXIVf/eMxMDEijrnp2g5bp0PiGIw1WJsmcaQQSCXQjsvhMy4Hj/lUfE3VlUyUBZPjkqkxzbpJxea1Cbs2r5CIRf7T52ucPlPntp0OV25J6MYtnt3nUS85jI9Y6tWQcimVQsZIGj3FUtuy2EhotEvcdfUKLx7scOiMol7zuXV3nZ983yL/+Qvw8rEK7a5lpaWZXaoxPVFmarTH5vEe/+hDHWrlBntPwuGzEsexKGURwgA2/Z+FOIYt0wl3XhOTRA5R7GFtmV7ocHHBpRukK1ovVH351g0FvUDQC1PWDsI0KxtkkqQXmezPsiOCIBJ0IlgMYP2miPmlMi8ejZmcPFD/5Je2/+6Bmfvi3/r//thn16wZsf/oJz/81wfgD3zlC8wub1JXTH71/seeXfnU+ZnjfqNn0e4C//BvWkbKIb1QARKtPJQyKKmzQNKilMr0tsTRqeZ0HUXgSILQ4IUJQWQpRYYgMoShpRZDEBmCGMJY0IskQeIRJT6HjlXYcwgSa0mhnWpjR4Kr0pqPqgdXr4VaCUYqktGqYryumRqDTdMBaydXiOwS/+nzIxw/McKN2xTbNki2b1jmsQMxs4sj3LRVMloz+G4XT3pYJYgTibCWOAlZbvvMLjrceGWJ63e2ePplnzWjgrJf5cadhp+9f5Hf+ILhwPkqK23DSksxv6yZqFcYrZUYrY1QK0dMViI23xjiOTGOjlEqQYo0mLCkD1UUKebmNVGsiGJFGCmCKHsPJUEkCUJJL5QEoUgD1FAQhJYgTK9rECaEYabpo/TPeyH0IkEvgk4kaIaChUDw5adrPPaSYPeWJmP1gAPHz5RHq9Of+sQfftrctW3T5z/72S8kH/rQB77zAf5z//aP+cOnEnX1+n0f3DIy+8mXXl3xXz2+ib3nI5Y6F/jXPzbHmvGUPa0VSGlRykErg1IpwB1lcbTC0RYnlLiOSG+CIwhcRRilQI8iSxgnqSsSF44E4sSSJIbEkOptQx/cQoCSoCU4Dnha4HuCsieplBUjZcnoiGBqLGbzdIdqZYXPfyvkiX1jrCzUuHaTYvNahx0beyRihYdeKFNxNJOjimq5x77j8NoJzTUbLZ1Acd2OiGu3Wy5eSJhfdun2yrz7lhZP7e1y9LyiUpJ4bo1rthn+9Q8v8viBLl95fILFpmXzVMJyQ1OvKUYqDtWyQ6Vk8T2D5xo8naBVKrWkTO+BtaQJKyOIjSROBHEsiGJJGAuiSBJEqfMSRoIwsoQhBFFCGBnCAnEEUfFIwd3NwR1JViLohREy6rFxXYu/9z0Nbr2izoaRSZ4/cNY/f07+wQ07Vn7kg/fKP1s++9vJ6Maf+c4G+D+8P5Szi93v/70vzv5Wp3LIf/PNip2bHRYflHzlqTGibsQH72nwoXvb1GsxSiZo6WU6O9XDjtY4kcbTip6TMk3gSEJXEEYivTmRIoohjGTqIMQD2y9ODEmSuguJzZySzC3J3RklU9njaoHnSnxPUikJamVLvWpYMxYwOdoitit89inJJ742zpTvc+0mwaa1DlvWGTavXebzz1qWlnyunFaM1qBajpg9JZlb9nC3psv45IikXoejJy3LTcPFBZ8dW3zedlOLrz7pM14Fz3VRss412wU/dd8cjpzjy0+P8tp5nzXNiKl6zEhFUS0pyiVJydN4LngOaJ06TFKkcUwf5KQPdmIgSQRxQgZ0iBJLGEMUJSkpRIYwf49MZjvmrkxmQcaCbiRoR4JmLGiFljAIGfGafN+7F/ngPW3efoPD8wc0n31McnEp4Kqte/yVxSt+99d+e6de6Xh/Qsoz35kA/4e/9nn+0wPmh7dVXvx3095K7bnXypyebTI10WWpWwLl8tDzkzy73+PC8iJ/93u6jNViel6JZsdHKxdHOzjawQ0TQkfjhqk0CaM0lZ4yjkiZKGOlOIYogSRJnQRj0oDLGJv3cGbgTgGeBq4CR6cA8T0o+4ZqKaZejZmsd5kYXeFbh0L+4OESh0/W2TLisH0aNky7bFgDuzY16cRNnj9Yo6QcJkcV9SrUqwGjIzGuqxEifbi6gctSM2KlY2m0Y+aWXTZNV7n9yjkefqHD4fM1yl6Eo1yEGGH7esUPvn2Bm3fN8QcPV3l+f53FtmaqFlMvx5R9SclXeI7AcySOk8YqSpHZhynKLWRJM/pAjxOTrW6ZtRgb4iQFdxxBGNvBEaWuTC8Wmd7OgB1Drxdjoh7j5SZ/53sX+f/8QIey5xKFivrIEps3xNxxvWKyVuOBR+dr67cE/+mffmSH+3/+6Cc/4U78yHcewE3URij5E//+tz//y0++MDP+3XdpVto1nj0oeGqfYaUr8UuK0FOsBJp/96cOB48v8743t7nnhhZrJkJazRLdwMN1YjzXIQg1npvaeznAo0gSxumyG8WZp52QWX9kzC0xlgG40yRlxtygVZowcR2L7xpKfkzVjxmtBaydaDLb6PCbX3J46MUxlpYrXDEp2DQlWD/lsmFKsHVdD+2u8OknNCfOVti5RjJalYxUEqQMOD9v8bRECrBWEEaazVNNXiCh2VEsNy2zSyV2bvD5nnsa/Nk3XU7Nejg6QggHYytEseSmrcts/oEmD73c4Y8eGuOlUxXWjwomKgkVP8F3BZ4jcJ00VtGKNHCWol+TYUkfMmNJnZYkBXwO8jhJJV0KdgiTtNYlzJNHsaAbQyuWtGLohoakE7Bhoslbblzh/W/p8J6bExxRZmXFJzaakZLgg2+RLKzUeXZvhaMzHXbvODP+2rFdH91y5fep2bkPfnzNVPU7B+Cnzi1xYdH+2BPfeuiXJ51Xpm65ooKrE67YaDk/lzKstpJObGnFkrb0aYSaTz/m8/jeFjde2eQH3t7hvtsajNc9uj2PbuDiOQ5h7BBGuh8oxbEiSiRxLIkSQRxLkkSQGDHQ2kbQVyU2z4imySKVJYtcx+C5CSUvploKmKi36UZdvrnP8pnHRnh+f51R1+Ga9Za1Y5I14y7rJiUb1oRsW7/M3lNdvvTUJCNKMzkiqFUEtXJEo5PwtWd9qq5FiBRY3UDzvjsDHngurYlptA1zy5oNU1U+8KY2zx9qcfCoS8WLUVKkIDdlemGq9X/wbQ12rp3j0483eea1OmeWS0zXBCO+pewafG1wHdBKoCRZgowsI5xC3WRSzZjBChdnQE8JAqJEECUZsBNBLxZ0YkE7IY15wpBKqcMH3rnE97+9yU07E9aMabrdKo22Sxi5hJFDEDo0Oz5nL1Y4ehbiWPHigVH2HHtt6m//6Fd+eedV9xlrF39fiPG/2gA/M7PCxrUdMOqHHn/i2V/74889Nb52YoZt6xWHzlvmFqHTU5Q9CxicSOBK8CW0pUPHUZxresw8V+a5fW3+7NoWH3xbl3fd2WOs7hIGHkHsEEYOUayJMqDHiSJOsoRNMgC4sRlzm0FNWWo/gpJpHYfWBtdJ8NyIkhdSLXVJ6PKNlyV//Gid/SdHEJHHllHL2rploq6YHHOZnpCsm4zYNN3k7HyL3/5KhTgosWGDoF7V1CpQK0cIJ6TZrVCvWoQQWAtRLBnzFLGJaUUurU7CclNxfr7E7m1VfvpvrPDRP/E4PV9Bqyh7MDRx7NMLJdPjHjdd0eTabW0OnD7PZx4r8fBLdWYaJSqeoupCxbG42uIo0DJN5wsxXF1nAGvShy4xgsRCnIjUP08EYZImibqJoJtAN7bEcYyJAsb9Lu++d4UP39vi7msiRkoOYVRhueERhC5RrDNwa3qhptvTVP2EKzZ2qY+2CGLN2ol5zh7pTc3Oj/3a9l23xC+8cu6/3nJ9GSH/8jr4/1IB3mx3OXy68v7lC0//5+bFh2o3bkl4+cgYz+4PaXYTyq5gomyQgKtTuaCExZECTxlKiaCjXDqxZi7w+fJzFZ7Y3+HWR9r8ve9tcdWmJlN1Ra2sU3aIHeJ4APIkB7iRGCuxNpUEth9QZql+ZdMgVsd4boyjQprdiPlmxK9/3ufk3CgvH6xjjct4STA1YZkYEYzXFON1hzXjkunxmPWTHcbryzz0iuGl1+pcu0EwWpVUy5Ja2VAphQgnwPM0WqW/31pIEkk30HR7EbERtLqGVtuy1HS4uFjjjl1tbt+9wqcf8SktKbSMUkBaTZy4hFHa4zlR97l5e5ubr2jzwltmOD0v+YOH68ytlDm36OEqScVJSUQrcGQaePaJPJcqpEweW0FsIDKCIIFeDKGxkMQQR0gVsG60y7Wb0/txy1UJtZImjis0Wh5B5BJnwE5X2IGcNFZQrUS88/aAsh/Q6EjOXhjngSfg9PLD4//bj/Cf33b3TctJ2PnSXyYm/9IA3m0cwK9Nq3//sT+5YuHiS7Ur157ihiunkapC9aRgoZEGL0pmElik4NZS4CiLG1v8RFBWgq4SdLRHN3FYDEs8/NII33qtS8UL+JH3NNgwHrNlXZc7rm6hRdoiJkQqV9KsZN6AXGBuLEJalEg9c0sMMubAScmLhzRffb7KgTNVwrhMVSsmS5aximW0bFMfvKYZG9GM1wXTYzHrJrusnVzmif0BH/vqFGvrmska1CqKWkVQLceUvIBvHVH0Qo1TSUFlrSCMJb5W3LCzy3P76mnhUzdhpemwsOIxuzDKT983y7mFRZ57dRJHAiLCQB9AQShpdzWjVZ96rcLtOzu85doOP/DWeQ6dNTzwvM/zh0ocOVEhFpogUHQihRJ56UMx8MxyAtYQG4s1BkckjLghPhG339hm69oeGyYiPvKugJIrqZQcwrBMo+VmK6nOCEcNvPZYEUWyv7qCZWG5xoVkhPlll9dOCPaf7iL9cxw9/GBtRJ29Itn9w+pbLx5O3nTLrr86AH95735ePTXtjrvP/OjNW4N/94nnI772ZJ0PvrXJ5rUurY6DoyLavVTfJQYSCbGyqMSiYnCkwDEWL7b4SlBOBIGBXuLQTRw6iU+rlfBrnx7FxhFrJnvs3tRjfCTmg2/rsmkqJIpEprclFJibTH9KaRBS8LnHS+w9XkFozemZMudny/glxYgnqFcsNd9Q86FaEoyUFbWqYrSqGa/DRD1mzXiP9VNNErvC556q0W1X2LHBUisrqmVJtWSo+jGOE/LQcz5BR+JMpd2iuUSplBTvvrXLk68Y2oGk3U1odjQrLc3FxTJXba3ywbubvHygzOmlKkoaIMr0skOUKIIoTcy0e5pG26VaKlMpBVy1ocdtu3qcnWtw6sIK2knYc0LzZ4+VESotXEPI4ZtoDWDAWqIwYfOamA+/rctELWHXZsuacUhihyCsEscOy02HOFJEic7iIEUUpStpFKssJpKZqyWITVbpmEjaXcmFecnp2S67r1jme98SceBoj+f2y393Hc927r5z4yfOnt4Tbtx8/V8NgJ84eRrtzO08tnzmN08deUGO1zxG/QpffKLLPTckaOlQ8iWWNCLP/WllBDpOdWKUWJwEYiXwEotvLHEiCI0lTASBkQSJJDQOkYH5do3H9hosCV98Ph3ZgDXZkWfxMotM5BWJEqkUcaSRRuNoSdWDrZOWimMoe4ayB2VPUClJqqVUDo1UJaM1GB+JmRwNWDfZImGZX/9zn6f3TbF9HEbLGXuXJdVSTLkUUil3KZXKeEpm5QdpsGsMRJFDryvoBgmtQNHuGVpdk7bMVVzOzY5w1+6An/3QLP/hzzRnVjyEMFgbYRJLFDuEkaQXpGWs1a6m4ruUSz5lr4zvRVRLITftCHGdiFt2xHzk3g5axVkSKK2tHxLlmaQzRiKExHMU4NILNIvLOq3bSfKYJztiOYiB4uxIUnDnzlaSJ5aS1NLt9CSxgWu2x7ztVkOrNcnCssu5Y8/JzWvtbx492H6q3ent/8vA5v/fAP/l//TnHDlbKsWdw/eHzdeEiVw8V3PFOsPCSpmZWcV4LUFJ8FyJlBadRelxAolK33WS9j7GeUSfZFF9HtkbMfjZCEIjia0kMZrIeCSZ7VV89bOUArQQaaZSgV+y+NriqwTPAU+D71pKnqDkSsolSdnXKcArgnrVMFaLGa8HTI21WTe1yMe+avijh9ewsa6YqBpqFUW1rKiUoVxKqJYiLiwajl/w8N20/BbySj9BL9RsnTZMT/Ro9ly6PZuxuGSlpamWfKrlOh+5d44TFy7yu19aj5YaiyExCbGxRLEmCBXdMC2K6viSck9T8hxKXkKjlcYYrpOkCTMnQcu0UULKNJ2f1/ykpSsCEBnIBQ2TVVmaNK5JEokxktgM4p04EYUAP/9ceI9z5hYZ4FM2r5Zgol7i3IzP/IqmF0vKvuXlvfvESLlz/503bj5++tCnu5uv/P43FuDWU660M79Qd+d+oeMaGckSJUBJh1pFYRKbSQSBK9JS1ESm9pxOLLEBnaR+dZInH4zNfrb9Pxt8HlTKpV6u6AdKRc0NWTWiSAMrLQ1aktW0gKMEjrapb6wFvifxXUnJU5R8RbUkqZYtI5WEejVmrBYwMdph05pFnj8S8OnH1zHqe6ypGmplkYK7JKn4hoofUy0HPH8Y9hwqc8WkzXTvIG3eDRS37LLs2NTlhf11OoGl20tod3UGcoeyX6Lk1/m+Ny+x58gczx2cBqswJknLYWNLHNl+PUk30JR7lpKv8F2D5zp4boKnDVonONpkJRBpw4iU6f1AWAQDPTcIztMSYpM7Uia3XwtWbA5skwJ48HOeLS0emUuTpPdubsnhgknLbzvdGCEEMxci+ezLC//nSMVx1055vwSEbxjArV2W7U7nX/7Gxz7580H7NffN1/pEUcKFRZ+5ZUWjrQnDNIGQGIsy6UVNklR7J8qiTf73aQOtSeh/TvKMm80zbxaTZeLyZIW1lkLmfWjFzVPVeUJHySxjqSgUbaXZP89V+J6i5AnKJUG1ZKmVE0YqMfVqwPhIl3WTyzx3uMu//OQazpyrs23CUC9DraSolBQVHyp+QsmPcJ0ejZ5FSYWjLFIOziwxKcNFsUutFNGJDZ2szrrTS2h1JI2Sotzy8L0qW6Yj/vWPNvgXn5I8e3ANFoWxhiQxxEk6qi6MFL1Q0fUkpUDhuxLPtXiuwtMGx0n9fq1sCnCV3gslcgKyww26WWrfZiRis1qWJAN8YgbvKRnJ7F0MAJ5/TgalAfnqnCeXwsjS6sTMryRcXE4zpto54B45lfzjyrq/7Zycaf+zresq/8Pp/P9hgC+vtFleMb90YM9jP9dees1/5GVJqdxkzXibzet84mSCMNII8i+cAdukDJ6oFPRJYjH5ZyMwxvbTyKbv0YI1Nu0iz0pAiwerAJ7J7iywTCVKWlOe2mU6a0VztMRz0wFAvpeOZCh5lopvqJYTauWIkWrIWK3LuskVnjvU4V98YoLDZ8bYPJY6LNWSpFKWKXuXLGU/oexHREnIHz5SRSqFI9Na6T6D23wJd/jBdy7z9ZdCWqFHJwN4u6totRUNT+O7Hp5TY9fGmH/z44v8808Intm/BmMliUmdqShOC82C0BD4abmr5wl8R+C5aWbT1bafsdXKIFXqjUth00aJHOCDlCeQkQhpLiF1W7JAPgdwNnXA9JNrZOxOf8VNCsBO/z6ToXFa57LSTDi70GVqTcC68YjveWuHp/af9EP15D+4/z3vFL1O+5/65cr/swBvLx/FWnP7vr2HSwvzdSY8+PJjKXvduksyVk2zaK6TOiYyERgpSPrp4RzcufxI/8z0ayUG7Vcp0EVaR5GDOr/wq84rB3heg5Fn8nL21jqvO5E4jkzrN1yB76UzT8peQqWUgrtWCanXukzWGzx/qMO//P0xDpyeYMOoYLxSkCa+puKn9SslP6bkhThOwPnFURwlUNJkttwgyEwSSRwr1o5a4jiiGflZp4yh20to9SSljsJ3HVzHx9EjXLkh5t/82Dy/+Hvw3GtTJEamAE/SsRphBpjAM/ihpOeqvgRzHHB0KtHSOhWLlmQyBUT2fhmMp3KFLCmE6CeHTJYcyrPFufQwpghwMFk8lZcF5Pc7x8FIVfP2zS43X5VQcnyWVyYoCcFre/aUtmzYdrtY7fj8zwb4V7/6AE+8KMs3b/qYu3tLD1/X2DybzvrrhZZWO132fScN6tIeyvzGChKZMnWi6X/JYWDnMsT2gW5zOZJ/fp1zk2JQRCUlSCn64FZSZo0SuTwB3wHPNZR8S8lL9XO5FFErh9QrXSZGG7x0tMc///go+05Psq6umKwYRkqCqi8p+4pySVDy04cjTfWHPHdQ0O65+Nn3lzLV4HkTQmIEUayp+Io7rm7x/IEanSiVKd0godNVtDyF5ypcx830c52rNhp+5Sfn+Ce/A88cnCIyksiYrFl60IMZuBLPNSl7O4M6eq3yg0ymDGSczLK8lwN5nhSyOcAzwCd954XLrrwmi6VMgcSSwn22lnTldMqcOV+iG8DskuXcbMTJxXmePfZZ98u/8QPl555+uHP7Xe/8nw/w9vI5yvX19S9/6XO//X/9qf/mWnWB++9qsXZ8nPPzZRotRWxEf/mD4ac6Zeziz+LyrF0AtOkDe9AUTKa9+zdDpAVFQmbgzoqMVB/goLKKQUenK4vrGHw3K7DyEkqZvKiWAkaqXUarTV49FvDPPz7KnlNTTNc1k2XDSAkqvqBSUpRLinKfvRN8L6Za7vHEHpeVhs/o6CBNngPG9D1hxdS44t7r2zzxokm7aEJTALnEdyS+o3G0i9YlpDRctdHyyz85xz/5Hcszh6eIjCbKKgDTsteUyb1I9qsLXS3ROivCkgKl82tD//zyhzCXKiKvSmOQEFp9mMK7MYX3/so7DO6BBM3vZcrkwWyaZGq2DeeXDPPtHt91V4frtvlvfvjpo7933a0f+Jl9B86tXHv1f99GWf/dAD926hRKn/8nvdaZ7yeIefrwFPPL87zjpjmu2T7KudkKra4mivKAJCu2t4Wg0Qye+Fx+JH0ZQp+9hwLJ1cydIT3PyPW1t8wr6Aa6O68Y1CotEXC0xXHSxmLfNfhuQsmPKfsRFT+gWu4xNtLg5SMBv/A7E7x6Yg1TdYepcsJI2Wbgztjbl5S8lP19L6bshcQmoBV6CCX7K5jsa3CRsVtWIBY5VNxeWi4Q+ozmIO8ldNyUwT1XpjXxOt+A1nLNFstHf2aW//23DM8cWkNkNEEiCBOTsbjAjwyeY3GdtHdVZ3GHVmmJsJIyuz5ZV37+XijM6j+YxVhnFbj7JFQgpiK4+6AuEtkqCRollk7XcnpRsH5jk5+4t8tVG8Z5YX/E6YvHvn/D5uePh2H0i/9TGfzZV49Qnty8+Utf/PVrp0vHePttmslRly8+M0HMHP/4Q4tEsUSt+HQDlZn8FCLuXLfZAsBF/0IlpnjBRIEpBllJW1wzc9YuBpX5cpt16KgsmNI66wzKipDy6kHfSTLdHFHyA0ZrHUYqLZ47GPNPPzbBKyfWMDmimSwljPiWagbukp/aiTm4S16C78bUKiEHT1kef7mCKyWOMlkQN/Ao8uU7ShSx0dxzU8QV29ocP1NissygzzFI6PQyFtYKrZ1+G58Qlqs3w6/81AK/+DuGpw5M0otKaTIstpSzGm7PIQW5zlcv0+9tlSrpr3BKigLARQHkXKJXBiC3wwDvVygOVt7LrcxFdk+SFNy9wDLfFCz0Qn70lia3bR/nS09WeeVIwPSao1y80Lv2Xe/6u5ut3XdaiGv/8gE+M3ORNZOjW778yPP/8eCx1vvPO/Nct8OnVK2zflRx4GiNVnCeaimi3XWwNmWu1Pe0KZsnuRwRlyxpuT9s+572KpfkErckY+7V4BYWmev+DAxaZaytLa42OI7BcwyeG+O7Mb4XUvYDxkY6LLc6PLkffuWPp9l7bIKJDNz1kqVaElR80ffKU+fFpOztpgAveQFhktDr+vgqfcikEEOVfHkiJQ00darldUAQWrqRKADc4LoJrqNxHJlOFZBOH+AIuG6r4Fd+Zplf+5OYZw6NM9Oo0atI6omlGlv8bOKA59jM+8+dFNtn71yq5ADvn2920kWc9xVidlPyVXUA7mFJmVZzFsBuhxtQ8oRfL4JmIBgpd7lhq8fFJY9W0KRaD9m2vsGIO/L+2XN7El25+x/Mzc2dmpqa+ssFeGP5LEm4cFvQOHn/zJk5TkTTvHbSYBE4AnZNe8wvTFIrOQiRgkmIBCUlicpYXIm+JElBLbKlLU/YDEuRIsDzS1xUhflNSMc95OxtM3liC8OB0rJYR5tszETSB7fnZuAeazO/3OWX/7DMl56dZKE9yuSIZNLPwO2nurucBZYlT1L2bMbgqfb2vRAIefRVl+XIZdxjqB4bMbxCJUna/FDzNG+7scNzh0NakcdIv2Pd4AZprbqrU4BrZVHSQcg0QYOFKzdK/sPfa/LAc11+6ffXcG5hlG5dU3cF1dhQjsGL0tHLrkoHGjl5oClFPwjO34uBevHBFKLfK9K/P7BKQhaBXYifTBH8q3IbcZL+s1XPUqv4HDvjU69I7r05xuLgOxMcfm2RM7Mn79+yfeIPo7Bz6i+VwXu9Np5X3nH2xJN/f9zdw/33+JyZdVhqpNF7yUvLROcWfexYkIHLZDad7UsUW9TafVDnEsQObKjVrF2UJdmFzplF9sdLpJ9VDnBl0TIFdtrbmfZ3uk6C68T4boTnRlRLXbTu8MSehN/7Wo2vPj1FaGpM1QQTfipLUgsw98lVdoiMuYvsHaF1wLdeq9MJNWvL+fmsZvA8yJZEscJ3FLdf1SU2KcC7kUi71vPO9cCkwaHOZsNk9p7IkusWwURd8P1vbVP1Zvj9r3V58rVxLkYlOr6kFlsq2qYg11kcomwWl9gM5Pk1FIPacQmSAYuv3lGwL1XyERWs1ubF7qFB7bnN9XhhFUdAvWyZqPkcOulSrwpKviZJYGkFTszE9OL9/NSPbv/7733X3a90u+2jpdJf7I3/hQA/dfoMH/ujbzJSG103M3PgLbJ3nLdc77FjU40LCz7tnsZY8HRCpZykoJMWhcVK0WfrQcpXDMuRXGuTJROGgF2wHor2lbCrpEmelUsrBlNb0mQ13xm4VVqL4TkRrhvhOyHlcg/X7fDHD2t+9b9OcXx+DMfzma4KxryEmmepeFDJOuxLXprt9LOEUFq/kmQrQSpPFpoJ7dDFVQpX2n6ASeGr5A92XrsRxg4lp8d0vctKp0o3Etm4tTRWcJwks/lUZneqFOBDgWta+fj+u9vcsnueX/mDHn/00CRLcYWO51BxJDWd1uB4GlxFvxlC50mfbOWTfakySAAVSWVYrBSBztAKbOyw1Bxo8+HD2pysoN0znL4Y4C7IbGy1ZWYZejbg1l3nmfBffsvSTLiu01k+Ojd7jqk1395V+QsBHsUJH37fnVuOHz/ysT3Pn+T5g+M8/VqP+26f567dmihK25OMEZk8sBm7DJbifiBpBvUNefDYvwiIgiQRq6RJDm47YJMs+yaLAJcWJU1a0KUHXfkpyGNcnUoSzw3wnC6nZmN+94EKX3hqnBOzo9TKDmM+jHoJVc9mqfcc3DIDt+wnhfxMe3tu+uDUKgGf/5bm6OkSfjaBq98uxgDl/TEONtXhUay5cjO895YWv/fgOO2yppbNHvHCLG5QBq1lNraOAsidAqWmq8KmCck//Vsdrt16jt/56hgnLo6wFJfoOJqKEpQzoLvSpg9O5jL1V7/8uub2Iak+H2Q67aU+eU5MeelE3ze/1FLsJ4qyI78uuZff6lhia1nuCrpJzJuuW+a+22ImylVeefU8pZHbPrZr543vabVbf6FU+bYAt7YHeDz61PMb9u/fu13LJa6YrrD/tMu//4zP3HfN884bZtk4XaYbeESRyrJeqwt2hj/ncsUW2duKPgsMWCGnbTukA3Ngi6x4K3+olMxnqeTsneDoOO3c0TGeF+DqgFYS8pufdfn9B6Y5v1jHqBJjI4ox1zLiGsoZc5f76XuZ1alk0iTzzvvgdtPsZRCFHD3n0Q49Rr3MxcmTTrkrkWdhbaEmJdLUKpqtG0KU16MVVum6glJkCXKA6yRL1KjUx5Z5CfDlglfF5EiHn35/h/vvucjvP9Dkdz83zkK3Qlf7+FpR1oKSSuvv3azbR0mRZTfJVkN7eSbnMnJltcMCDMVSOagLRGYuYfv074JEsBIKJsebvP+mBj/yLkmrNc7+4yOcubDErtkXty+M2Q0bNt95aqkRMTbi8HqvbwvwpYV5PL86uX2D/uyp/a8468YrOEoihOX0RcHvfH49X3pqgd/+B0tM1Su0ex5J1lVjrBgGeF+eFICd/d2AsQX2smdiC3ag7QN7SJ7IrEpOJSnAdYJWCa4T4bshrhPS6IV8a6/kjx+u8bmnxuklVVzXZdwV1F1DxbWUPUvZHYDb9ySeJ/EyaZImhjJnIgO466SZz5MXLE++VCaMHLyKvSTAzF+DxFdaihpGCsfR3HtLi09/o83hcxW6fjqaIXAsbgxOZHBCg1Iy9a1lOn23P9yHwfVMjCQ2krKnWVPv8r9/X4erNgX80cNVXjw4wny3Qk+5OI7G14KSBC8fsJTbq9Km+QRBAeTDNSuri7OKjJ4T1GpHLP85H7zUX+Uz6zQwgqVAsGZ8hf/r711gbX2ME2cnODlT4uysYLFR5uN/dsT5uZ+5+7OV+sr1jWZr/n+YwccmxuXJY8du++xXnhw5cqLJd78pZKo5Qtl3qfgxSicculChG12g7KcnGSndrxseyJFhWdI/cmBnEqXI4EOFP2mPTsrk/ZSy6Zd7prrbolWSAlwlfTmidUSjHfH0fsEnH6zx8MsjLDWqyJJPtaSoO5aaayg7lrJrKblZ6jhj7pIn8V2F7wp8l6xCz2TgNnhOqr+VDjhyDs43/DSxkunb4cTJoH4m7YNMQR4bSRhq1tQEOzZ22XcmphM5BNmMbzckBZ/KJ+vmiRqyEdOXPjy5DRklaX34h+/t8q5bl/nmKy0+9VCNFw/WWGyVaUiXtqtxlcCVAk+S9nDKdJc6JQYPqRJZ2e9lGPyS+pXVTF4gNMOAvQ1pPUtiIDSCdiLoBDF1v8X6UY+DJyc5fKrEzLzh9IWQxV7Ie960zPnjD48o3nnbxJpdD/Jthgd9W4AfPHrBa7WS31pZOlc5M1PmsVeX+fBbLY6qM1rVlCuC22/ssGU6BZnnhChhSJTqb8w6DHDR73AfAnjhggzxwpA0sUMF+qksMZnmNiiZpAPxczdDRsy3Yp54SfO1p6t86ckR5poVhO/jVB1qGkactJOn5JDJDii5IjtkVnKa6W5X4OXsnQNcx7hujO+GWBvx6Msepy+UmBgTONJkOlYMGn0LbGeHyk0V3cBh8xrBvTd2+MKzIe3IoRsJfCftV3WzyVKDVUr1/WqEHJIp6SEHjQom9dtLXsCH39rlHbcs8sWnWjzwdJkn9laZa5TpCpeuq9GOQguRthBKiSNsJrUsClGQhsP24WXIfMgFK7J1LkkSm1YnxhYim7J3mFgsCScv+Pze1xxKCE5fiFhsxByfs3zvO5fYMe1x7OSFyu5rw9/y5OmrgO7/EMCffek1er02M/MrdMKEM3MhayeWEEIwOepy1TbDprURFc/HWItWMUJYlEkycMsssJTZl5PDNwHS3snL1AQOBZQFYAthMjvQIDKAa53g6gjfj+gFCYfPw6kZxWceGeHBF2vMLVfA8dE1h7KSVB1LVRtKjqXkgO+k4PaddCZhWmYqC4fI/t5mIDd9kLtO2p52fMaw76QHjpMt87aQohdDKCgGYUmS10yn45yv2Rqwe0ObQ+fLdH1BORZ4kSVQZNaeydg7d1NyC3KgVfo+e2ZFGqOy6QMOvdChVAr44XcHvO+OFb7+Ups//UaZUzM+h86XCVc8Yk/T0xqp0qm+CtDZe87kfenCIPi/5NXX1wNQG7KSWwsJKcjjfsBp0+osAUvdEX7vIcmVEwaBYbkrOdMwbF7bplYxaLHM8vxhos63twpfF+AXLpwTUdj7+48+8scTNddjvglbNsZMjTcZqSQ02z6xsZS8EGNAyQS0QdqkL0/yDVrNKlnCELgLj/wQI9iC5kuTGqkkMdkuDwmel05SjZOEi4vwyGOa4+dKPP58ifPLJY7PVMDzUGWNrxUVbalok7oITjo433fScW0piPNDZofKAE6muTNwOwmek7J3+mCFnJyHg6fKOHLYHuxLFAb14P0AK3dSTNbXGDvs3txlx1SH/SdiOrFDNRIEGtw4nQmoCgCXUiCkHGJyKDgUpiCDEtnvo4wSh8BxqZVCfvCdAXdf2+T8cpNHX3A5cdbj6y+XmVn0SboORmoiVyGkTFeKrCtfkmU8oS9bLgfyoUCTYpY6d1uyCJS8nzadDW+lw1JPsW8WSKDbs/TiDlEYMFr1CQKPrz5ybOLHfvgjf//ihbMfnV678bLh2+sC/PNffYY4ib//G09fqLz9hibvubvFo3tDPv6A4qpNTSZrba7YkuBKizGmP3evr72R2BzoWZ8fhVEOg/ay1YGlLUTsA9buSxGV4HgJUWI5cVaw74TikefL7D/p8trJEs3AIwg9cFxUzcFTgrKCsjaUCj6wp/M6jbxsNq0L9zJZ4roK15XZA2AH2ttJ0syik+p8342wJmR2SRJYD60lrrTogs22isD7IE/scL9jGDsINJNjIVL1aEcOHS1SpyMaFIxpZYYykFIUoth82BECa+SAyQuDkZxE9cdPdAKX6dGQTWsibtoW0A27/MjJBvtPuTzynM++kz4nzvhEsQJPYaUCIUlkIRvUT1JcRqsMifPcB87f8wbxVQ3jFhAhoVE0hGDblpB1I12u2dziwoLlf3+owrb1IffdcqIyf/6575dSffS/i8H//CsPIk1Tyd5r4vYdlrGRiLlWk888Pk2z4TLiBmxc1+baKzq88+Yeb70xBCyuhlLFZjpbghHEUTqnJA8khxi8+MjbFNBk80scbdNd1aQlCi2dXsrop85J/uRhj06kePU1n2NnPRbaLkHignZBOaiawpWCkoKysviKdJyZygqPVMrariPSpEcR3I7EzWSJ54Lnkrkmacrc0QbXibOMaETJD5lbTnjkmSqNlsfoiEBnXnxe9CVej9lMISA0kiBQTIwr3nVHj6+/2OVMo0LXkalM0eDEFifKPevMY5dJahdSnHUi+7/DWF34HSnQ3USRaEXspGMfoshJrVQnouJG3H1NzO1XBXzgLT2OnJXsOejQDRV/9EiZkxcdEJJOV5OEKi/fxOoc4Ksso2L6dgjgAAYRW4TJNiGwllIlwXHSmPHeGwPecXPI7u2GLdNQcSSLTcu+4ws0W5N8a1+Vpw+eEu9/x1a1/5XPx9fceP9/O4MnovqbZxdmrxsZb3BqwfCJB7fQafl4SrDYq3D2yAjPvtbls491mBzpYU3CjTtDPvz2XlpclcDkiOGGa0IqfrYKWdHPgV16z0V/OE+jI9izV7PYlJR8yfMHHb7ylE8vUvQixYWLLkZoIutghANaIzyNlhJXCXxp8TNge8riKZvWgOvM89UD5nbzvsw+uFXWoyn67O06BtfNC7SSPnu7boRSIY+9ovjCs1WUq1O7bUh/vz6D5154kuSOh6LXc3jfnV2+9K0mf/ToCO3Yp5LpcCfX4VGelLH9biEhZB9g6a+SBa1fALjJBvHolMkdrYi1RsdJCnSVoFQ6SH/Uj7lzV8wduyKsCPjgWzv0onSc25ef8njhoEvJEyw0FXv2uzQ7MlNJgtcV5f2dJ9LWwBuuj5ioJ2njS2L48Nt7XL8jwhoYr0nqFZcgLBGEJbo9l4pn+IW/2eP3Hgo4vSS5Yt3Z69ZO7v5N4Kf/mxi822nhlyq1z3zuz3Z97emSOj8n0AimXNi4Nu3CaHZhpu0w21HMNhWzSw7YmCNnDF95LF1qbGIZGTXcdl1ItZTtc2kvK5MGj3rmOqy0FS/uc2k2FFLLdCaK1SkzCZ22B0kNUiOlxJEiBbO0eNLgyhQIrgJXDWb0pSAXg4YHnTYC5I3HRXCnDJ+V1To5gyeFI8bTEdaGnF9wCQMfb0TiZmlvlVXlDWUxRf/+Dlmn/e50owgjh9GqYuNEiCt6dGOPbiwo6XQIZl5Dkie0lCyWt8r+70p/RyYXjRlkT43JeiYH0iiOkyxvoLK57DFRnKCiNJegVYKUMRsmTLZiGK7a1CO0XaQ2NBqCF/dpVjoS1Vcsw0H10J3O6lAqvuH26yJGRg02TuVrWYFCkFhNFKWbAyw1ayw1KjQ7HsYIXCfhQ3fHGJMQxqh2N9x1250frjWaneZIrfztAR50zxNH+qOtlaNvvXpdyLYxn15o+qebGMtCw9CKLHM9CcrJblxMbC2NXFspS3PFcuGxSuErXg7gRf2W3RwhMPmWC2Q1p0INghwpMysrB3WWdpZkG7fmvnHhXWed9Ips6z364E7buhRuBm5X0y8xTRk8Y3FtcLPsqONEeF7E2QXDH3y9AtrFkWIQYPblibiEwYv+cD4kNAVbOlgnjBw+8q4uX3yiy2uzVdqJQzlON6VNqwDtoBNH5TmBYrCXly7mUkgWCrzyw/RrYbRWOEk6L8XJgK7kIGmW1o1nn4XJBgclaGERNmGibPiuuwyIJJOZgMj3z7jMPe/XGAkwChPpvnyNY0GUWZxx4pAYRS9wOX2hyvyyQ5wMmjC6IbQ7LTY1Tr51dO3Zj5ok/tt/IYMfPfAltBbuC6/OoknH9aZ2fHq+WkJkApaSNseXJNiMTa0eLEH5OqwsiVMA92XxnbNbDvDh4CXfRlAKke6jI9K0sifSakFHpj9rSVZTkXWP54VEmsIcFLKd2QZd9QOAy75s8Vzbb2lzXVMYnBPjZOzt6ggpQ05fFMw3fYTWeJIheSKLX6twu4vSYQh4mdMRxg7jtYDN010OXQzoJppeAl4icBKLE2c6PKbvLA1S6GqoUyGP7dJJu7bQLphLI4NODImSKJ1vX66yYrUEqUy2UpiBNZuBXOS/m2wH6nzzsMwo6J+BsEPfPwd4nuXIs9iDhJ/oz690nC5n5l2efLVOHCWXNI9smpZU1EU+8/kH3LxF8tsC/OUDSwDcfW2S9Sp20Mr2Z/u52rB9wwq1+gr7j40x1x1J6fESzXVJrevlX0Kky2qeOBACySBFnE6lAkdYHJGBNpMA+ef+n2VkPygFpd9g6yqRgn0I3DJ9d3Og58FnBu68+0ebvkRxdKpPXTciJuKBb5WYnS/hjCjcYg1H0UFZfXWKqeu8GK2Q9OkF6QTb+97U5lt7ezRjn47WlGJDmKXTlRwUROUFZ0KYws0v5hyK1mE2U8VCotLfqY0gVgKdyGwXu7SWJ86APkimmX6CTUpTSLxln2UR3JnN298rxhb4vJDWXf1nfVhYXCcmiAI++0TMV56wbJ+O8bXtD/RXGo7NaEZPwFXbzhDZvwDgr7zwTeq18l2/9ScP3ZJE53jXrS02Tib94qh0g9SQg+cinjrg0jMeKI2Ssj9y4L/11RckebJAgMrfhUVD32pTWco4nW8y0LgqB7ZMp9TmoxCKwO7PQVGk/YiXA3gecOa6W+eyxGZ6e7iW3HUiXCfkYsPw8rESaBedyRNdKFDKs31iFcJT27RQddfvS5V9TzyKHG68ImC83qWxXKYTK8oKnDj9LiobnqSiIsBJQd7/RXJVpabI+ibTKVVGGRIjcIwgUZJEGRIliDOQF4vX8nIImYO8AOq8ZEJgMpBngO5nogdJu6Fl3IrXBUf6oAikSHjzNW2OnF3g+IUKJSfFYdpNZFg/GXHHNsuNV26+xRn57rseePDep7/rPe+4PMBn5gMWG+a7mg11w8PPaQ6fqVCvJQTZ3i2JtSipOXjW4fD5Ckp5VLw0natWpaMtlwsu6H/RIsDT3YXJkgfDI9dUAeQ5Y+m8NiKrAc9LPdPm4rxTJZUlqt+9MgB23nybsnemuTV9vZ1bgiljD8Dt9KsTIwQRX33K41v7q0hP40qRzt/uVxAO2ugGFX+rs5miX85g+jMAFYlRdHsOd1zd5b13t/jdr1YJE492IvETSxCTrVzFqj+TyTmz6oF6PSYHo2XW7S764E6URCmTMrqU2WgJUyhFLtYA2QHIh7LNOZMP2Lj/rcWla/1gLuLgnxdYYqPQSvGBNwdce8UCh882kDLNzEZRWqQ2XhNsW6NoRuUbytXOd1kTP31ZBj9y/Dy1WuVdX/rqN/9Wa2WJ6zf5rDRKXLiQ7kvejWzfIkIIJv1s5ECRMYp3L8/aFRgbBvKwCO4cALIACsmg5qE42iBn7nQLkvxnMgan34Y1xOJZN4yjhsGdjlNYxdxZz6abtbc5Om84iAtHREjEnz5aI7Eeqp+9LAaYg77G3NkY0uCsatczMp0OleTBpkbg8OG3dfjDBwJWTEQ38ekmAiemz+JSWmQs+kVnqV24uvZIFqxJUQC5INHZWAeVgVxnU38TSaIsKkkrGNPssRyq+VfZhNpinVBeq9JvSukD3fZv/OUBfgmFI6L0v6NEmbV1y/oxiGJFEGq6gUOn59JoOxw6pVC6zfXrV/7WVde97fFO8+zXy7WNwwAfKYV4Wl+xdbqzfXFrQBj7tDqWZsfQ6iS0e4Z2z9LN9koM42xaUaGON683+HYvIQpMXpAnfaCvKs/sa/FVmjMHfXG2h1JioMWziruhYTcZsLUSAyelbwemHfdpY7LNmHsQYOoCe3tOyMvHJEdnfKxyUFLiSoNeXadREOCrXZT86Hc8GVHwq1OQR7HD9nURu7e1efZIiUi5dGOBL8FJLDoWmXzLunDiTIcjU7kw9CtFgcVFQRoNRnnkMyG1Mhm4s3Y2ZQvgzmuBbFYmkDM5/dVDFMCNyCdmvQ57r7osg9Umb3HMcgSRohdpej1Fq6dpdRTNjqDRhnbHsNxsErnd7VOb4is6neTrlzD40bOLeG6P03MLbNmwwHh1jJlFn8UVzVJTs9JMaLZjml1Du2vohummoVE2DTa/WAN8Xz7oLEqTPuCLQC+AW/Vrvge220CyiLR7XgzAnQaZot8trvvglkMALw7/Sbvt6QO7n63sM3eCq9PETtoVFGGJ+LNHyywulhCeTn334kO4ugaleEkKFmE+TaBYx933po0iijQTY5IP3dvi5WM1gsSno1xKSarF83JWJcnAna8VJvPE8+qPlMVZpcdNNu+xOJUqPSTK5CuS7X9OAS6z72n6bXODrdfloDliNYOvaloZpPsGiMnLN0yhRieKZToiuqdp9TTNtmKlJVhuGpZbMcvNhJkli+u1uK86izIX0IXiwj7Av/nQA/iu4ol982gn4e9+YIbrd1RYWK4xM+9zcVGzsKJwm1E6RL2TPskyTucOWjncoXGZRWdoiRKXey8CusjiQ+PFBowtiwyuRIHFc7kiUXoY4K7OBgA5+daBWYZTW5x+Kt5kn5OhQ6u0c+e10/DZh6sE0kVJlWUvhx/E1RnM1/GYCgX/AzfFZAweJxov0XzonT0++WCHvSdKRMqhIyVuYjL3SCATW7hONm0vE8UoyGS/a3jfoiKTJwZ030JMR1urrCRAJXYwrLM/l0X0H+h4lR5P72exWI4Ck+cgv3SpX931FSeSMNJ0eumk4qWmYrEBiysxc0sRM0uG2ZZlZKTDD717mSpH+dznQ7SKhwHeblykXFtTfvCLv751bqXDZ58e4R/8ZsAPvqvJbTs7XLl1BMcZRUkH0MTZDLw4tpkksf1Z3asjy/w5FUNfLls0V2nv15coog+c1eOQZYGx8yAzn9qkdb7Ja6a91Spw5+l7J29MNunMkH6LWN7TGWdHhHJCjp7XtEK37yDl7skl6fnCqjTkohT0sF3thWfdOIPEj6biCHat77H3aEhiPLrGxU/Smm2daXAl0o1c08RSzpaGPMgcMHmxyjMtodD9wabpn6lsixltyDqILNIMJgTk07WSvLu/bwAMgst+4LnqfueouFx9Tn5+fYBn+54GoaTVUSyuwPxSxIXFmOOzMW454O23N/nIO7q4yuWRlwWON7L153/2Z8r3vOMnOldsm04BfvTkBUrlxjubyfp/cursYTZVXJo9j49/scYz25r83AebTI2WMEaAUDTasq+1cz0sLcN13asKTvJEUXGZEqT5nCIQBsAe9DGqAiuqoaGaOcgZ1EirAqjV8C7GjiLzwlNwpwAeDAVyivKkyN4q6+t0Q5Zahv/rz6ssdn2E56TyRNqhVWUwOOcv0Jy5XMnGEduim5Kl7uNYUytr/s73tPjmyzUWA5dQarpS4mY9lIORDxmDF+vphemX0VpMBm6DRa5yVkTG4LYfpOdgV1JkDJ5KoqTvotCXKQMdPmgnHMiUPPAcWIWvd2364YlJowhBek17oWV+OWFuOWKhafD8kL//vV12byoRBKMsNjRTFcP6raP/5Pix154Ogu4X+wz+8r4DKO3RWDjBhvGIml/t34DETvLqoYirtyVsXddGacvT+zWLzfTiWgpDbQqYzjNRfUAXAb6K3QYaXAxALldLlOHBNH1gS4FUg/FjqgBqLSU6kyS6D/Bcc5t+UOlo0we3o/P6i2H2dlSE64Z85lGHA8dLIB2klHh5aWzB2uzvEZ99ydetJiywuSkszTnIYyOzTZ4crtne4f13N/nkgz5Ge3SliydFP+mjpCAqBHSrmVwUmTwfh7yqndAoUDZdFYwVKbjzKWEGkv78FDEAeOE9BbfIMpoDedJ3VoqYEJcPOovtLwLQ2jAxEhLEbR7fIzk/p6l4cNPWEq3GCM/sTUuCBZKzCz0ifZp6JaEXRAOJMl138XyH1kIJS5ntG910YLpOp6ZOjEgm6m3WTSyx54zlpVNTVITHaNlm20UXMu4Fyi66JYWSo0yPiUuAXlze83avPpv3GfIvArgcALyf6MkBbtM52ZkUcdTALXEKw4EGmjtlb0enU6uWG4YvP1ZloeGBn7knohCMvY5EQYjhG1lI8l5i2+WWoZGYJHdTNKM1xd94a4cvfavHYtsjVJpuIjN7UmTujRg0Y8vViZWUvfM/Mn02H3S069xZUdlnmf0s072U8uteBLmQotB9nw/xzKTJkB4XQ+Aeyl6TOy7FlSf9bzraUK+ETE0s8rVXHA7tn2TjqKI2B92upeSbTHZaKp7FV2WW26PEUZAC/Py5I9RqY1v27XvuZ2vuad59Z5gV2Viq5ZiKHzJS7ZDYFo/uN/zOA1O0uh4jVQYDWwqtWX2GLgZXlzD3pUMzh9h76GJliZMhYA/P/i52uKTD3RkGd76zQc7cqsDclzB4Pm5iMHJCqzRzefKU4MhpH4OHkLrfnDuoHizGD6LgatC/IMValAGTi4I8EX0no99ulqS1PlduDtm+tsfioRI2cVMWT9KVVBdcnAF7Fgu98s4ZOUjC2YzN7cAnN3IwN7IY2yiT3mcjsw0N+vdlQEZ9cBuRzVLJNXlRstl+OUExETQAvMh6bgVCprZjYmDUd/jJ72rSaCd868AoF496jJbSoUw1P62LtxYWeqf57k1bf/b2W97y6qEjh0/ppYbFimj62Dnzrs89fp7rdhrecl2PUsnw+B6FFeB4hlePV3j85RGWm2WmK2lnTJ4xzNn0ktqL1Zp7yBocNOMWQT4sT0TBmRCFYHMA6JTByUYBF33w4pFtaa2K4C6APNuv3slKQ3P2VtnPWkcoFfHAs1WOLpTAHcgTp2BdDj2wBen27TS4uSTgzDOaw1o8DDXbJkLuu6PDC6+VwTjESarFnSTL7ibDUqnPnEOWXAZyay8/t0ZmnzNXzMj8SK99kq0YUmSsbvIV1vaJaZDwKX7OmHuoK98OVveCVpciTYJhJbGAINI022W2Txv+7Y91+OaeHq8e83BdiUHxrb0uVcdy13URO6dDtkzf9S5h4+mqb0/pkmspuYaKJzlxrsJzhxSPvBKitOXwaQ1W4moJRuEg2TJqKeVlpHowKKbIvsNPp+gz+eXcheIXXh2g5YAWlwF2n82VKDThFsCdzSccbNvBpcDWgwFB/RFv2mQgj1N5oiJK5ZBnDyu++FiFbs+Fsk53aBbD0mT1+Rcl2GUBzir9vcoyLPriUawZqWo+cE+PB7/V4fnDLrbi0E08XEH/QVP93z/QwQNwD0BeTI2nwWf2gKmUzROZ6nFTYO2czEwWXEojCvpbFALd4RhqIE0ywPdX+eHm8pzBZcbgRmZDPEm7knqhplYp8e6bQt55Y1qybGzIoVtDXCW4Yr3g9HmPdlfh9wxxaNHzKzGhiWm0DTVXMTKpMV1NZGDLSPpbJTkLJoWJpANdPPgSq3T1ZeUJQ0vnEHOv+tyXImIAaqkKuzcokdWmDMA9AHleNmvRejBCWWebMGk1DHSnz9bpoVQaYLpuSBQmPPhMmdfOlMFxEFJloMrmhhSCS3G5lax4PXK1kLMm2WTWQiYzn0iQa/HcLgxDzVWbYt79pjZ7TpUIYpdEOnSNwk1YdS65F84qBk/f7apzQeUPm8Eogcqz01KkFdF2oMf7K6oEaQqzDM1g1ZCrAb6a3F4H5AN8pEweq3Tr816gUEqz0vJw8l3iskC17qW7up2akXR7EdOuoeoHhDJEf+yPvoaQmiRosmOjh++qdOPVON/5bLBt39BGc6v87kuZO1t6VoP7Msw9DOqcsYsB5mAHgoE0KViFfcbOAT6YnNqXKBlzp4xt+0yt+++Dz04WXGoV4bkh+08Lvv6tMp2uCxUHKfLKQQr24GWymMW4ZBCR9GtRUnQJhgfJr0r4FAqwwsihWg15950BX3qix54THmiXnpG4mRZXBlQyCNKEAJEM5AHJqgyiGjg5WjGQLjJl83xVycnM2BTs0gwSbcIU3ZSMvMyA2VfnOIakan+Vt5fHTlzEmx2aYZmXGKQbzKZa3VExynuB5tI+4tig77vxHFJAFBs6HegFimZX0gstYQRRnG04moE+Skx/k1Zj7NAEo+JKfDmpIi55SlexuCyAvai5+yBP9XYxm6lUVmGYVRSm7VzZZ12cD74K3Nnh5FNoswJ/reL00BGOExHbhK8+XeLJ/SXwNci0oTmvoCwGlzlj94/iD6+jwYfnoYt+c3nuqCRGDgE96Dm85ZoO993V4cBpnzh2sELRFRonoX9OIhmw+OAULs/kxSH2SuXMnbJ5+rNAGtHX4X2/P2f0fLXNGHwgWVfd41UB5wDkuYNy6SsvJUi3IRTEMUQJxHF6RLEliA1BYGl3Da3A8NSBHlpHWGvRo7UlHC24uJjQMzE7t5ToBWWWWw69QNILJUEIvVCkOxAEhiBM92aMsw1ei4Pq+ye5Sn/mIIbBtFXRX9LFqguyCthDUqWYpi8cahW4VeHQg01Qc0A7BVDnzknqmKTvSkW4TsSrpySffbQKuCAdhFD9LiKVbaQqV7FT/n3yq5HXEw7RQA6qog43BQ2e74ihstEP/X3iNdZqPvy2Lo880+PF4+kkgcgoOonICr4y0CV2wI6suj/ZuVhrUxYvAD3/W5WB3shsP588KM61d5bgkyJ9799DUxjYKQsP/yo3peiqFcmQ/jVJH/QohjAW9ELoZfgLwmzLxGyjgJUOtOOEbRs6GMosd/y0K+nzj63FcwUnZ0LOLy7yCz+8yG1XtTg/V2O56dIJNL1A0e5KWl1Fo51WcfV62dNqBg3FA4N+IDiHtXhhyuoq3T2QKiJLFgyspxzg/Tl5RZBnrWmDzabSnR0GA/AH4B5i7cJ73libSxWlYhwnJkpiHn++xL5jJXAckGlw6QpbmBxbDKzEJYHVankykCiDD/0GiEKNyFB1YSIxKnNUEk0QOly9vcdbbktZvJukLB4Il54BnYhB4JfYvqZFUJAo2ZJf6KopWpdKglUWaQXKkmY/rUBYgRUgrRhIlUJQOWw4FMFeDHwvjdeKAO9XpmbbToYxdHvQ6iQ02xHtnqHTM/Qi6ASCxbbg/CLcvLvDj9wX0OuOcnHJT92wrWvTs1s7midIupyea+E7Ha7ZrgnCEosNn5W2y1LDQwqXMJJEUTqijQy0q/eJz6P3/hcpfDFxCbCzJz8HdOYhD9WfCPp77/R3L86bb4caHgZblyi1CtyFofh990QlKF0AeCZRXB1x9ILgUw9WCSIHyk4mT+i3pqniLsFF52Qo8HgdiWKHgV6UKcXNAYy9nBbXVDzJD727w1efrHD4fPrwJUbRSVRaZZhkyZ8s4yaSbCzHqpUkL4wrAlzagRaXmUaXJt3QQMhUn8tMtvRjpZzJTTGWGj6KexVdzmUS/bMZxHz5DslBZFhpxcwuJiy0YbEjWWql8+vHJgI2ru+CTfjsN8aYqvv4ftq1pEe3f2jNwuyh/2Pm7NNUKoZPPjTGoZOSbZsi7riqi6LBO29eZPsmh4XlGivtScLZdBZh/qRaMRiiOTjZwTJ9SdQ8FFiu+rkP8gFbry6ykoXaD9Vn7wKwZR5cDoM7n+030NvZZ2kG2jsLLkMb8/lHK7x6tJS2+wiNEmnmUmc12MXm4qJMKT7Q3/Y1pMEHVqHtz3U0KbCHQC4xRhP2HG7c0eV73tbmN/7YpWs0GE0kJF2TxgjSZBo8GchCVjkruYOSB7xYm7F3uqooCzbzvq0dgD8Ht7QZGdnhVSyXLEXpZi7jpgyv8rmkGy5lkCLdeqUZWg7Nxyw0Y8bHQr73nS0cDLfujti1IWb/CZ8DJ9qU/YS/8a47/o9rr935U3rz6LG66q6858UZw1yjwnKjQrsjeGm/5fkDMd3E8IVne4xWDAqXEZVQcUMcnWtocYm+G85iiqEvIL8NyPtLXRE4Q3Xgdkh794FekCSqoL1Vf6eHwkZUyq6SJHmlYNIHt6MjjsxIPv3NMun8lZS9+537+e8XDI0XloWbVQw0RfGHviwZ1r15sdWgXLSwUUAObCsxiSJRmRZPNN93b4cvPF7m4DkHZIgVkl7ioHM/Ob/WScZAiegzZe5KDHRv5lJks7Hyc5PZQygtSJvKlhzE0qa/w5rMHzdZgDq0Og+D/RJXraDi8ktlC1hyHaiWBJvXx7z/rcso1aVeMVy1yRBFLtgaSeJx9UbN9IjmzEXLnqPxe45emK/rHetWmK4sYxpdXjkySasT0ezELLdgpePQDuHijMdFa6l6sG4U1KhBirTWuhhAXE5zD7zO15ElRR0rhz8PsbiwheCy8LnP2LbP4moVuNOJrCZ7T+1ApQwq97tVjJIxKmPwRMV85ekKB48OtLcUMvW++x00XPYGClb/PGClogYffB5uQB7yxAsTqbQRaW2KHKTww0hz1RUB77urzfFPe4SJAqFJhKYrBDrJ7Lu+WMwdlSKE7CAEzq04K1A2Y3RSadJn8/wQdpDiF2BkCnyTyxRZZO7VbgqX/HxZU4KBQ1byLGtGFWsnKpT9dEeHlUbaurbScllquDTaklZH8PT+Bmu3hExNBug9R8t022Wi2OXW3QnLTcXZWcXcYkS9k9AL0406Ie1frJTS+utB0FjsPSycoBwGNQzf9NWJgMs3Nwyzdv5zzto52HPm7gNdFZl8oLtVHkTKgjSRg6H5SiU4TsSJC4r/8vkaPemQT9AadM1nK0ixBrooSYaWr2+jTnLnqZ8mt/0WtkHKvqjBxVB9SmI0ceLgJTF/+/42f/54meMzGlSUSRWHrhCoXJ5kerwfbK4Cee7NW0DnD1z2Z9JmEgWbsXbuiZshNrfZ7zFSIOxg9bjUTLhUh1+W2fP/Lml7ZKPlkCQ1XCdBCIhiSTeQNNqai4twdjam0TL4WnLjVsX6tRJ9alZT1glXbD5P2XeZXRijF4wSRg5KCYIwtQMF2V7v2aCcvCx1YO6vqoFezdr5Zzl4Mi8BdwHYYhVr54mUYXCbgUSRwwyuh/ztXGcX9XfhkCmLOzqkGRp+90s1zs+lIzFSa1Bm8sQO+d79z6sZqbCqDS3Bl5fhBfbOGw+KPZp5Cl/2j34zhFQksWb9ZMBPvr/Fr3zKpRGlU4+slQRGpbZhkp+HhUQwsA0HIB/8f/o3KnsKs/lNg3c5cHyktAMGt4V7l+lvexntfamVmv0zBcAX8RBnZxQKQQtFGKf7FEHqi3cDQbMjmV+OOb0QMNvo4dDhb5Q7bJ6uojux4eKCw6NPrsFYF8/RrB1Lt6tO9Y8hybobpKBfijqo6huw+NAyUwR1AdyrwbCauXNgD1jbFoJN2w8s88ZXpQZBppYWpU3G6KYvTVI5YgpSJWfsuP+uVYT2Ij73VY+P/VmNwDipPBGqL0/6TcWrLLEh3S3yALsI68tD3A4ItGAVFkGfp+zTEdV5drOfwjfpVuC+jvnpD7Y5ctrl97+SanFQJELSM2nvpkzoM/igACu/WQOLt2hXpqAeSBZrMzYXA586JR2b2odDiZ9UxvTr0jM8mCLJDWFG9D8XH4jce48zP1yH2b5ENtvTJxS0ezBWFdx/l8LzPDpdwcY1pO7YvddGNFYMJ8seCBcBxMaw2NAYo9LiGpsXqxcSLplXPZxuvYzGyvXVaq1aYMKBXrOrJIotBJnZFt3FLQPVoNhJKVOQKjmYC0wuB9WBfd3df08Ld5aW4c+/WWY5yMGdAtyRqfbWYlieDK06uV1WwHMxeBpi7EJirJ9cKTgoA3nCYOtFs6pOXEqUURijiRPNiJtw/9s7fOHpMostBTICo4hI9fjq6sLhR+71mTzNAw2SQnl9Sh5s2ozF+4DOfHJjL73nMqP2XCUNgLy6HmUA9qRwjUORlQZkJ28sRDG0uwlLzYTjMxohNN2eZikeYWpqBH1xUdJpW4RuMzHeQmJpt0ssNkaQMt3hoOhbQ9assFrGsQrQq5YcYFh3U2BuaYcA36/rKNZ49APLYoPBcFCZD6cZgDsZCjDzIDPf50YX2Nspx3z1MZ/n95UwBe2dNjXk8mS43qTfmsXw9x3yxBlck0tfGXsWrMLiNtjFZghbDDqtRNmBLx4nDtrE3H5NyHtv7fAHD7igQhASKwSB0Sgh0i1I8kBTDG7earlCwQdXeY9Ebh/mtTOyUCiWkeAQc9sUiLZAgiYnMZHqGFkkxfyawcAPz05pIGVW9xHk/76lEQSsZF08Ix5M1mPWjSVoKRXtnuLRlzUrPUHZhRFPUisZyr7CcQYlsbIQRPW3ZS6kd/MH/3JR8rAkKcxAWcXYQqxibzEM7IGLkv2sLDobMSZl5phIm+nqgiTJHRNZkCgydU88J+L4GcmnvlrlYstNTVeZDnpXgsGODav04SW6u5jI+PbqZMDmfYlSrE1ZtdVivgXjUNd9un9O+p5uf7KmkvDD723z9D6P47MSRAQoDJKekIVNpKBYRiuGnkJbuKfZ//ezmdl9KLK5SD/nYM5lS35f078byBQpwGSfbd78sGoPzsutdvnv69vLMt03yHEkk6OKbZsUlUqE5yYsLBqqpRhrYvSZBcX8okPYq7CmonGdvNEzHVbpu2k7UA5yyFOoqS5KspkaxQTw5ayg9OGwQ5p7wNqFyrd+fXWBuVUO+FUg78/IXv056WvvfkInHwesYpRM0Jkt6LoRQWL47c/UePLlUtrbJnWqvaVMu3bEYP5K/1zzlWWVHFvN5EWci1U3bziDOXAtBnu8F8tni2W0abuZyR2VxBBLjYo1b7kp5Kc+3ORf/rZLEMu0EdVI4sxVkUYUzi3LNhdHONi0JY3C+aU/i0JskHXXZ0mgNMAU/QegH3T2H/rB/bUFTBQ/57ghszPz3EBe0Rong7KCPBZ0dSprkkQSBT6NwMF1LCXVY3rMMlJP0Ldf1aXb6nDVZIvEOkhpOT/rs7Di47tQ8dONl1ydAssCcZxtUhqBiAVJQankRDB04/NWKlaDuzjY5zLsXdh/Xl5Onkjb7/ZOt802BYlSGPub6+5sxnU/uJQxjhvz6IsOX3iyTBA6UNJ97d1n735ge2nmcrX9VdTfgjzgvDx9Fwub+vuEDoEbrMqrDIdrxRMjkSaVKjnQ41hTKsfc/5YuDz/Z5ZEXVWobIkFIIpGOxMnvRQ6molxJd5sZ1uTpUahLkdl5ynRYvRCDn20mTXKg5/fXZkA3ohDsrg7SxfDvNcZmI0oMYVbRSqb3HS2I3RTgWgnOzhtmFgO0MDS7CTe3XKanffSZiz42hrnGAg88P0KjVebKdbBxCmoly0g1oeSlO/pqleqyXqhotNIdu5JiMFlg79U1GquDDbkK/HIVawtZcCxy/dvfTz1LlfeTOzmQB8DWahXQ1QDcOgO360SstC1ffbrM4Qt+Kk1EWhIrcu0tKEyQspeAu78i9b+7WLXkf/tX6oWLviU3fAz2Fr10ONAgfS+lQpoEaTRRoNk5HfHeu9s8f9ClEWbpV5Pq8RBFvg+EJPPGLzNlioxHVdHpkSmzqqylbcDmg3INk10jk/vj0vbBLbNrYvL7nFZtDZjeDgLN/NoYawkiQ7OTjgzMC8G8bKtza8FzJddsM3zv25q0ei0+97jD2tGA7Wsi9IUlS3PF49Br6/CtQ31MMlZzGK3B6EjMaDWiUoooeRG+lyAwNNse3aBK3NIkhTmPQ5LjEp/b9iXOwGIbTpYMAswBsAfgzn3wQXAp+4PZ7RBjDwWUeSKn6KLItFPekPBfHyjxsc9XsUKnvvcQezPQ3vIy570qoBxeZotL2uXZe6iSj1Wg7jP5pa1sJk/bG4NJJEamvriShihxkMrw0x/ocGzG4WNf0ETxAOQGQSAkyuSDJPLAqQDyPqhTAKY3rQB/UWg8yIEuUiDL/F8TuVQZjJiwuYOTyROb/Vrbv65iyIVSMu3wj2LBhYZlpZOOhis5UHHTPX4Sk8qVSklz9uIkvjvGTdtDdm2AqfEQ3el1iZIu9ZpharREvQrjdcP4SMjYSMBYLWCk0qVc6rDcjnjmNcWJc6MoW0ZY2x/PUEypD/fmra6XXjVmrChVCh53/u8NZuJl3vcqx0Tm4Far5MmqPetVtvdMqsEjHDfi2EXJFx6v0G47UFKXsne/5ruwuohBgqcfZ3DpZ/iLkzwDBi+AviBZinNLjMnrPQpAlznQJUamWlxKTRQlVCsxH7inw4NPlTh2IUsqpAOqSYSgmyXvhQBhMnDbAdhtH9SZW0KW/OkvOLmTkqfuU/ZWmdQYyJNhoPeDRJH75KntnK8ESJHJ0jSRWPIF9Zpl244GRy5GPH/A59yiT81RjJUsE6EljCOCwLDccKhXPWLbRekWJV+j102MMWdi5o3mml0B0+MxnptQKYWMVjtY0eHkhYiZFctnHx/hhddqlPC5ebtl81pDtawGxVCisHdMAei5Jhto1iID2kvkST4OTBVYvJjYkaI4mD13TszQdhuyIEukzByTjMm1jgkiw8PPVfjmK1m1oHRSgK9i77zISwkxLK1yLbuqziJHuPiLkD1M6MNALxzGZNnD3EnJtiJJdbcZyBQjSYREJRIjFFGgefsNIW+/vcvZrzkEJtXhWSUUMZqeIK04zARJmlJM3/PUj+ovQ7mjktWKC/rAR4gB2dv0ntoMpMNAz36XzLR4AehS0p8uJ4RAiXQESK0s2bou4ebdBsdp8tyhJT77hM/5pQonzldZ6Gom2lBbTreSXzMm2b1VkySTNNqT6B1bt65MVDsPTpXC766Vl+jGCdOTAfVKyKGzhq8+4/Lnz4wxv1Kj4risr8H6MUPZS4OA3LoZqvJTw7q6z94yn3SUOxFFOWML8mYVa/eBPthlYNg5Gdbfqp9+TwqfY6RMO3WkG/PEiy6/+okREqsHzolUCCHTfYDEIC0/zODF+OHy7P3fkMQcIDtnwEtkih2SK4Z86lVWjCUGjkpfk8vUGxdGE8cG1034hR9tcvic5okXJMYVGWTTLxAZRXdIUNmCLLmMJu974dn9zs83W21zHS6yB8BQYGhBX54MPPIB0PP/Drk2Z4ChTqA5emaMdZMed+1u8o4bWyy0mnzpOY8vPF3n6OkyXQTbRmPmu5K9Z3127q4/uG3b9hX9uS/+wayU8pe6vcp3zy8LLjYitm/soLTimy+Pc+JMjWrFYWsdxsuGegXqFUnZT3cly0c09EtVh2pH8oIb2wdz+gSvBvbwfDvZ19xFazCXKGYQaL4OuPM/Sx+EFOQDFo85uyD5nS9WOXXeg7LuM3efvUWuvYdb0i5fb3Jpgqf457mTcgnQV+vw3PNm4KTk6fpLfPGCP57IjL2NQhqT/ZwlgCKHretCfvq725w46XJ6WaTeuBBp0IkgRGbVhjnQC0ye++IZ1FWe1hfDMr0fJxdYOtfXOUNbOQjA8/udkmMadKbpf5GJM0MsJXGS9gW3u4LFhosxgnZHU6+WGR1p8zP3tXjH9XN889V0b6Ft0zVm5uokeCwv7vmlRx57ZVZ7niWxhqlRwabxEvV6xAOv+nzx6Qmq2mPbGstYyVD1oeJDtSSpljSVssb3JJ5DOuPPyUtWi0BNLb7BTbdDcqUvUfpafTBMvcjg8jKaewjgqw9VDCyzUtjsc+ImfOpLI3zxsQrWT0GNTPW3kHKo33LQ3/htOub7QM5RfhmmXvXH/QTPMJEPZAoMBZrD8wuzIDObH2gz5rbWDGpURAZyoZHdhPvf2uW1Ew4f/bgm9OKhJ9IahyCrnRF5fj1JkWnzLvb8LEUKPyXp73SQGUBpsJnralI2l3kgmYNZWoTNMpqrwZ71d/a3UxWZFM36QUESxy5BKGn3HBodj6VGhbVjbX783Q2+8ozlc4+MUPNKTE1GjNcT4sSiz8ymFVnb18I73tSiZxp0n62wruqwrpZQL6fALvuSsqco+Yqyn+5A7GfbXLvZEEulsr16CpNGB2xWtAyHP68ewTu0B0zO4CIDeEF7DzG4TApOShHcCbJQe/LICx6f+FqFXpJNwRe5NZhlLYUd0t6XTc0Xgc7rsPpqqfJ6BVdZcGeLbFm0CbGXlNBaWchsyoKzIlRamCWz4ixpSIzGcww/el+bZ/a4PPJKahfm3jhSYKwmMGk7Wr+IZLV1mEmXvpQSApWzeRHkedND7qpk18Vkymc12eVVhMJkMw5NvvOEyQb0WxKjiBJJEEm6gUOrp6h2NK2yQ7vrMjXm4LltDp0P6XV8fvA+2LExod0F/b1vaaGkoNsLefpQm2++UuPkyQpXTFrGKoJKSVDyFSVP4XuSkpcB20uHxntONpJB2iHHpJ8CHlquh2fnDUmUoj1YBLcY7OylLtHhZtgDX83esiBNdEQngF/6vRFOnPewerBb8pD2zrOkQ8BeBWguA+Y+hMUwnr+NIC/ahH1mL+hxc1k9fmltipFZxaEssrhCJAYhNDI0bFsf8c9+vMEz/9ij1ctRJ/vnlaDp2ewc8+LuokyRgMlAbek7LCoLKK0k60rKWDurSck1tsikzGoy6F+iYmudTHtKo1iko0oiSxhJeoGk05OUupKWL6l0FM2OptPT7Nqg+fnv6/DIixHPHx7n2SMlBAY9u7KGkq84errFQ88IJD5XrhPUK4JySVH2Fb4r8T2B76abpHrZHpL5IJ1clrzeCt2/vasYvShHcqAPSxRT8MEL29hlbN5n7iHXpLA7b+Z5ax0RJ/CfP1fllUN+6nnLnLkHzokjhmVJ/r665GDIIhxyT/K6C/G6fH3JFVrlnAwaIBgUM9m0mOmSakORMng/6DQyBXkiMSI7kkyqGMONV0b8ne9t8B8/U083E8tHKmdRYYIiMJl8IBPQBZD3JYooVKqILOljCmwuQZjcDy/agelK8BfZp/14TFoCmY5QdoJ8o16J58o+2ZZbkpWWZqnpMjlS5kP3tDk5P8JKbxwtY/Std3wf5UqF6ug+5i4+iOd5KJk2NviuoOSloPbdbGu9bEcErU1hmumgKGewGVV6I4arDQvVd6s09xDAhyTK8P6MA/ZOBrq8mNQZOrImYj/hG895/P7nqjS6TuoBZp43QiGEyJyTQdayWMpb1OGD9PJlZhAWEzy5z7wa0pdh7UvwPgT0AciHWTubCptLkmISSKQ2YiIV0pq0XiVW1HzDT3yww0sHPB5+VkE5zpg6O0MpiI2kRyHgzEBuSUtj6duWqeeNGEiWPNNps876HPDDdSg273seWsmKhXvFBva8ySWdX0O6S7Uj8DKge67EdyWuq9GySpIo7v2/23vvOMmu8s77e87NFTvOdE9PjhqNZpQlhEAig00wFhjjvGbXXozB4PWLgfV6jf2ubWDXBoMBY4MxBmwwSQEQQQJFFJGERnFGM9LMaDS5Y8Ubznn/OOdW3eppCYlggfc9+pS6u6a6uurW7z73d37P73me513I5s3baLWauEN1SVRyGBuFTWsSymFInBrDje8pAl8R2GGovlfMEvbHNWOnYeVzVbJCOnmgncRA11MGqIkQ/STPwDQvpz/wqA/2bFDvlkYKlL256mZjKWWKdFMe3Ofy4c9X2TPtmwK/nmrikjsGPaEHXJMDIF+KngxQk0Xdmk5mI4VjUIjaRZAv4t19l2HBlrpYI9dLGLG06g1wEjlVERohXWSiWT+c8juvbrDviMtDjwm0WyRYAqRHZkHOIpDnSSCnxyt0AeD2tfauZBb8hY1mL4oXnrpnqtK2e5Vtx5Yb+PI/lc9D9Zz+uEffEz3AO1JYQ1aHM5uabubSThzcZlsiHMmxWclsQ7FxVdv6gDWBl1EupQRePh/SRMr+bHRBnEi6iUOaOsSpKYRNU8e02bLzGYuXnuIELlmI2sJSkWJkL46Ozrm44yi7u16czOkD3ciCKX6QcmRe8Ocfq3LZNSW05/TT8ZaaLBW9+77vk1PyA/yxL0YMvEfEIpAvCuMDAWwR2PP7TvakFHl4DujiBjSv/JHW65F/bzefmSJF4Umjqsx3JW97r8PROQFBAYlaoHF7kbxPT+yJln+VRo83m0or81mgI8yUB0vV+4dA98FezAGk1p2aZIJuCp1M0M0E7USQpfSq/PMhwK5jbEORA5VIE3qqd+JsWq0YH4JSaK5M7uQYlCvekS0rs282j5ZeGKcLbFqZUYk6OE7MsTmFlilKpKQo27fZfCKZEtQiydiIS7MZMteIzOHQwuiysh95BtSUnkZe4OI9YKueDl7cYJrsZd8x6Ig8WqsBSVBKA27PTYlRfOWmMt+6vWS9JrkkKG0Ez6N3f2pwsd/gkmaqAv/uu/IWcfFiwBYFIC9eRS9KEdDkkdty22KhgY3c0qopPT1cCISwiR+rrEgpUdqx90mENo7DwNW84JwOL72gxae/LolTYYT/XhTHgFxLOsrAU4siTelvPLWy+rhN7+veU4iCNr7EJr34vpWxXndSmI8l001Bo5MRlbqMlhNUpsgVJqSpZkodSQvB/sM+vnCpBLBuIqYrxtlzyP/m5OrwyIm5Dm59dAuf/8KX9rlu8LfNZMMLh6JbOTbf4M6HE1qp4MobIzppaHBhP0GNySGrOOO0TR3O3Nxl61TC5LAizUwUL0anokyYR+1ein6Ai6s+2Aubyf6Gsx+5ezTFJnGkk6smJpmTCsUV10W85x+rHDzhge+YyF3YWAoL7l7WcrFlQBRPSgr+bzEA4P6mSQyAuhjAe98t5p9L0Zgi917sD7d1kbnLUEtQygxpzRUVrbTl4eaYKuGQKTttAU3SVawcSXnb6xaY70guv6FMkteP9cZqmhrLVMqeuqILNAWEpSo2elleru3eVduWbXZnaZ5y4Mwf/F5p6KSCYwuaifE5Xrhqnh2bO5y+MSXuOmTKDM3CJg5dBzqp5orvRHRjnwPHSjTaDs/YNsG68eRvH7rv2n0vePElZkaP43TQaIZqTY43Wnz+axF37xnFc13m5lyg38JY28gdp6Yj7XUPJJSDLs84ZZ7//isd6oEiThzSTBYyU0Xtsx+tRUHj7vtPPsPDlAAATHNJREFU1ADApVMEeg7wQXDnG8pcEvS8jEdOSD5+aZldewOoOD1Qm8SO4d45NenVWbLIm744chdvkh5NExbVxQAulozkfRVlqWSPgZ9alPDpqyh5C4XF6XspLMiF7mnjohfZpaVRBuhCazLlknQ1W9Yn/KdXNrj9Hp99xwuXqt6m09CQFEFHmM0ltoWbVnnEzqM7trWEueo4uftQ9R+DXERZCsfR15p2KlkzMc8f/+pRzt2SEfk+gRfQjQPi1CXLZM/r4jgZiIxtKxWu22bnI13++ashh6bbrOs0aLbtjB6Ayuh6ylHEbXc1+co39rCw4LEscvEdzapqv9A3B3iSQTuGRlew0PVpxz633Rfx0cvbXHKhT5L51hNuHYGO9Rj0LlWL/SaDkTvn4o5QiyK5slFaWSpSMFOJXBJMmWkI3v/pKtfdFfZdgnnG0oLbkdgJxcU2yH2VxymAeSlZcCngL5bAn+wqVtcPuAp1kb7k4DFg6dEUUQB/IdMphYniQpnAoYRjS8UkAgclFFlLcfHpXd70Kwv8r3+sM9vuqylGCrN0RbmkNqJr+xWbzdTF6G2NWDnJ7tEV64EV9o06+f29q6Yg9GB9IHjlxXDOxipCu8zMezTbLu2OR7vrkaSylxHNnaZGrs6YGkr57ZelrD9lGWvXryfutgsAry3nGTvWXHXTd25+9/Y1429Luh2SzAwW1ToHZ789RJJpGi3F9EJGxTcv1ncljbk6Ox/yWD6qTZGEZ/pxG3tPHr2LXpJBjr0Y8D060ttgZvbfCnq37GcrHSelIzQfubTCx75YoZF5NlvpDKgmQpg2w7lyMmCqyoGbR/OiDl6M1EuC2QBoycvw9wH3gPekkNEcUFsKcmFxcKsstHwTBRlRKGmOuTZ0RQmJEA5CKDLlQKqpeAm/9aoGR6cdPvDpKu1816zyaM4AyE3q0by5foLHTFwGbK1a/0TM6QoSa7Lqt6iQwlTj+C6EgWTTsMtQOMLegxUCPwOg3XU4MRsw33RI0v54lrzeQKm8wizD9z28Svzu088+5yrY1Qf4Baev5bor/6R13hb5SHOqy9FjGUdnQxaamKY/VqJxrPfbczWPHUuYaxpdPAoE1UgwXDX9xFudfgNMx35KxbT8AM8uAF4KVYjc/X/vbTBFn55IpwBuKwlqV3H/Qz6fuarEQuIa3k0ObLe3wRRYatK76QHu7RQA/XjZyx7tECffT+F3ngzSe+n6HMy9zWbfb22ArAsnQV9ZyRsFCSkNmC3IjXwpUUIhhNn4G5povkqlSRNFJUx57QuafPMWn+/tNu3XyMHc+wrkICcHrY3cOXURho4o8qtifkXQBStsv4ZCWHroeYIoEAS+ZHpe4kpBrZISBRlpKjhwRHPwWGZrD2xfHrsnTDNNo5lyZCZBOR5375995AtX/UXrn/72j/oAB1i+7hWEYchNN3+HVN3C6gk4fCIELXBtSj7wFKUwY8V4i2/tjDmyM6TuSyIfypFJ5UsprI1WFKqglzJN9S2vObAXR+5+xC9Qk556Muj1dr2MnQ97vOFdQ9zzUID2ZJ+W9CK4LMiCutfIZ/GkhqWkwaVoykBiR1D4qS+vPCm6oge/HdTFF8uFpoxLWm6bbzpzyqLslVZpafZ/WqN0DnzTIUtYoGdoo1nHmu0bEj70tjl+6y8E9+yxmxNZeG35V+WS9rKX4OfecWGGRmnAsdG7l77HNB8SmD6FShRO5sLxzpSm3RU02g6eqymHKWPD8xyeh+/cO8TUqCbyIfAkvmeAroEjMxnSiXnVi3Zw1jnPottpcxLAJ5cNE0UlajWP796VsGxIM1RRVCJFFGSEQUqtlDA+3GS60eCOPWVa3RLjJUHgC+Ms9CWeWyh4EP0UvOlfkmvX6nHoSZ+O9L/P+j/LPj3J5UADbkVDS/7u0jLfeyAgcwpRW/T9JlCQBQdAPaic5FF5cd/Bk9pCDIC9H5WerB9cLwJ2EeFanxzVByP7Ep5xbdoZK2VbGgvTmVblfBxLUyyVEsJBKE2GwhWaM07p8vqfa/L293k0UgEelqoUKAsARtWI83I1ZeRDV1m50BYjY01X/ctd/3jm3bHyog5DNTTdrqbVNXiKE4fxUHP65gWuvtvlrn1lJmpQi1Ii32Tay6Fk9YQkLMVoxyeIxtGi1TuuPYA3ux7C9fd04ureSrh8/bJ6mxXLmgS+IvRTauUOpbDJo9Md3ndpjWvuGGLDiKQSQRg41oQlDOnPfSp5d1e3XzPZLwQuADvfTFqQi55VUg2AuwdsYTeVIsP1MloKPn5Zmc9/q0w3B/OiyI0w9Xw9Q9XjRO8ndAqKPrAHkzmD8uAgsr8fPVkcvfv21MU8XEGvlXExohcpiwF3n6oIbbi4kgqhJUJre5N2A2qVlUzjC82rn9figf0uH7+0QjPBHLAeRWFA68uURPV4uN38inxKcq5/5wmiwWMjhcbJwMk0aWb2dXGi6MSKdseh5UsabTMf83mnt8n0MT5waczeozXKDZeRkhln6XuK8USwY3iUVcuqe8eG3D3tttP7S73v/uqv3st/+bWL9q5aHo1n2dGLZhcOsmHlPMtGuowPNXG9Wa64RfOufx3lnr3DTFUlE0OaekVSK7tUSi6VSFCJNKVAEQWK0Fbj+14+OTivkeyDvO8CXGSDdfSiqF1QTmxCx3VTmgn845fL/MXHahyd8QvVOXm2Mv9Z4goIpGkF4RXaQbgDfQ8LtaGL0/ZycBbk4hEr+Ua8P1eoH0n7g2xPnlwxYOQq9GjstbTL28IVdfklNsB9r4weUHr6+wR9soUZe7/Nb9SrGWdtjVloCe7b65ok0FLnat9hhgLbOsTyc4HNiOYnbn4C0gN6cfJHPlSsV+UlJY6QCAloc6XZuirlWdvnaMUd7trncrzh00wFmUxYNtqhVF5GUN30wXse2PfRZz/jzJMjOMDIUMpQ1b3ysqt4+QN7h0+fGptlcnSBex9p8YmrK1x/9yidhRKrxxTjNc1w1YC7WnKoRIJypCmFhqfnrSaMj8U2mB/QsvuqSp/OLIroQiEG+LeJ3j2aEmouv7LEX360ypEZm8w5KXoPZiy9Qt1oDt4BzZvH0777OvdAOr7w2S9ZufMUVjGjmd+RUxVYHLkLTTJttlNpYXzVop/OF7qviQuRR23s15yumCiOcklizcRQxh/95wWmFyT/8tUKhIUILjgpmmskqU1wZkLgY3oKOlk+UNbUtCphPCcq76tiN9d9G7Wy9b0CKV2kI5HCA8okqWTtco//51ULPGPrY3z8myPc8/AIO4Y1F5wS4JXF907E0ZWowWPqFH949199ho63+cBcg3PrYXbm2gnBspFZ/vRTJS67foLhIGDtmGK8DsNVh3rVpV7xqJUl1bKiWlJUoswAPEyIgpTAT6yXJZ/9rnpFwn3Zr7Dp7Ckkg4mdvoJio3eo2POYy7s+XuOuB0MIncGILYpeb4EnjeUir9jJZ7sXZ10+3sxLx0bRwXEqxZ/7kVz0Insuqy4dwUXxSpBH7pOier/B6UAdaKGou3cf/cg9YCewn23eWawfyQu/kz/GmqdQmlpNEYWam3d6zMzaAsyiNnTSiSxssZmJ5gpzwmW9G73vtTZAz0/QpdK5JuJL8tHmaebQ7nqUQ48LTk0YqTa46rYy41HAyjGHlePuV8vZrg/+9m/8l4HncRc/8drVa0EIsuZuhquH+cRVPnc+OM4pyx2W1xT1sqBWdqiWXaplh1oZA+xSRiVKKUcppSAlDBICP8G340GKG8d+Qk8XLpWD/FtYv4lYBG5HZji+Yu8hl//5oTrX3BEa3iGcx7kZzTtvA+EWK/2L0XsxVSg+RhYoQBFANmqLgkYoirfFjxdLqyQ9gOSROo/WA5G90KKhIA/m6oiwG8ylTFkCAyyhpE0SSYQyEVMo2aMumXZAGaiqjua5Z3X4szfM88cfqvHwYd9sOvNX1Yvg+TvKW3uaaJ4VaRO26MH+iivAk4LQ0UTWQZjqvE0bZCrrzWHNstzIZ419sUO763LWhhl+9YXTXH3rGJ1kmNGxDWRqUfheCuCv/flnI4QbH9/3EP/ytS6fuWqcibLHRF1bYDtUSg7VkqRagmrZRO1yKaUcJpSjmMiCO/BjPNeAUsj+J5ZviuhtsHX/hrbgzhBSnRS5HU+x75jLn/xdjc9fVSIWdjh9Lw1f3FiK3gHt+7yXGL8t9EmUhCXA2QNwUSkp3v9E/KP4j0v5UWzwHIhovSKIgmUWBr0q1nOvtbYbvTyz2S+EkMpGV9FP/hhZMQe8tr1R6FGWVEHopvzC81tkCv74gzX2HwssyIsv7uTYa68F5IO1ihJQzswFAk9KAkdQ8aCSKZLUbDbTrDB4OFXEqUs3kXS6Lu2upNVxWT7q8OsvmEWraR5e2MhvnvriOE7Tk17NSQAfGhkChv7w0qu2bb3+roWL1w7HLBtyqESSUuRQjiTlCKol3YvalSilFMWUo5hy2CUKuwReFyFjEClCKgQa37HDTJWDUpJ8xkvuKzf+FIVA9cCdW18dkeG4iv3HXd7+gRpfvLpELO3k14GI3c9c9jOWg6pJz3OyWPemD/aeU3Ax2At692JVZTDb89TWIlwPZjRZnLa3ULSJnzyCDxZG0OffBR6e8/O8ub59oOXg9KRDMLKd52a89kVtXAfe8YE6+4/7fWKbJ4J6b0LZY7/IF6sVqBRUBjqlLDPza0qSZj6Huz6R51DzBLVE001Nm7ZuoogTTTdWdLoOrY5Lsy2Za/hMz7uM1X1efVFGZfmKa2vjk3/YaTa+P8CFGOaLl1+1UAuHdz3zlMqzPNlwpHRBCAIPSoGmHJn2tOVSSjWKqZS61MpdwqCN53VYaMccmlV88dqQex8OkFJTL2X89s812bwyJvR9ksTrabd27203nspuNkwUl8KAWzgZh2Yc/uiDNb54VYnYWQRueTI1kZZzu2Kw/XE/iud6vb2MFuhLEcCLb0ttMHNo9pI/TwXnJ4H3ZF28f6fJFPa9JzbDaZOFYjHYe1G9D3IrT9jXKq1Gbu5WShufoNDWXqtxteLVz2+TZoK3faDO4RlvEcjzF1u0KeR8TIHOIEuoB202r2ry+lc0qJVMed89j/h87toKJ+YjZptl5mKfWtthKNLUrWxYjjWdrpmy3Ww7+F5OBz3WrBrJnj81vuvYnqsXtp3+gu8PcDAbrTRpvGHtGvfc8XLjjJn5Mmnq4jmKUqiolBKqpZhq2bR1c5028+2YvUdSbr3f4/r7Rrh2Z4U09kkTcyS0Trn8lgXe9PLjvPVXOriOJM36XZV6TkML8B4lERnSUaSe4KNXVPj8N2zklo/HuWUf3OLkjOWSkbsoo7EE3xaFhpoFyrKYwvQymUI8VXwPZjNPSuroAfWk/295Gl/06M1AtjP/t0WRvM/FzQmBNWQJYzy30dwxdEKaiO5mil94UYtdj7i8++NVUjgZ5Pn+qnfaC/OPKsMRXX7vNSf4nZe1Ga74qMwDBM8/U/H6l01z4z2S79zn8537Kxw+VuFgM+J4y2UohOGSphYpKl1F5Ge4riBJFcdamvpYdefxmcYbRoZqSx7bJQH+cy97AZdd8ZmsPrpe3/Pgfhwt2TCZUgpTKqWY0XqHUtjCcVscmk648V7JZTdUODQbsfuRCn7oEfqSStm6yzR0soDpBZdr7uzwhks6lANzmSxGOyFyamI2ljm4cQXf/E7IZ79ZoittI0SxaGNJ/tWk4x056DfpAbonSQ3qxSdN5i2CfNFH1v+5EOrtA06yyT4ZcBceuMhYeHIhRMGj0uPeA48zVgnRi9qcRE10Afjmq7S/o01SyLoQlbCbTvuzj+YXX9ji9gdcvnFTqeckhKyf6czfcD7aAdNLolpSXHxml0pY5sjxGnHqWfehwvNSLtqe8DPnd3jgwAxHZ2f44g1lbtxZ5cCJCvNdj1pTMl5VVEJNKdCsmdBMrFScduoGPddsZRc/9+efPMABzj/32bTbnc/ufnDv5o1TB8sjNUE5TJgcm6cZN7nqLti5x+O2h2rc8VAFkoAwcFi1TFNyNaGT4TlmtLbAmNmrocOzzxXG45v4NvKYdHzPi9LTwDOkqxAufPmGkD/8QJ37Hw6Mx1X2nYGDFKUfvX1RpCZ6iWzlonK0IvBZRE8GNp+iD+RFispiUH9fcC9KY55MTwoaOMWN5SJNXOUPHYz0Aw7DAUBjgIw9EZShKlpolDQaucqb+9ifDVQzTluf8NdvmeetDnz1hpKJ4k4OcixLKWRtEOA6NLqKq28ZZqIcsdCskSTS/pPCcwzIfS9lWTVm3fIOZ23s8L09Le7YM8Ode0rc8L06DxwtsXpIUwk1ida87DlTzXPPvPCzfhA+7jF+XIBPTEzpq6+67P2nb9/whkP7dpdHayVKUYNv3d3mspvK3HJ/hZmZEoHnsLwMFV8TuRm+iy0KNU3KvV73WYfTynDhKTVabYdM2aymTG0szCmK4d05uC+/PuK/f7DG/Y8UwT1YdlZMxwvbNNOlMJkh17NZDOonoBs9AC+a7fgEABY8zj8sie7HedwiXbiYru//3Ad78TE9KZFcUSlIitafIgY2oBJlh7YaJUVa7m02n8KqIco4S8yKYeuahHe/cR4p4MvXlQy4HXvgtCxsVCRCSgIp8FWZ79ztsnbUoxwGSIkBtu3S4LumsH2ukRJ4FaIgYevKLmdt7HBsrsHNZ7e49KYqdz8wTCn0qFVixic2nbj3gfvf/5IXvWwpOeeJAQ4wNrGNZnOeXffvxPMO8pXbMz58+TJajRK1ULJ8UhPYGfCeI/BssyjflXhuv+I59I0Cs2JMoNM6R2cklagNIjZUhMzSBcu/HYVwdQ/c9+4NF4F7sWpiWwMLc5yXav9QTIMXG2h+P7APYHZR5F7CPNh/vBBPGuiL1bbi9GNyQFse3muW33tcMZr3NXFDre3Us4I2blyGagluLs3vKlMpJKS29bfYKqBerT/EcNq6hL/43Xm0hq/cEOVv2nwOvb4PEl8KhjzNcKDxlM9dD3hMjDmmoZQdj+PbPjsG6ObmusokBz1FJUp4zmktzt7Y4kNXaG66a5j1K0Y59/RN1Gq1Jzy8Twzw0ZXdWnjv63dsr33u7y8/VH5o/wijXsCW1RC4ujDUVdpqZwNoA26J70t8Txq/eBmGaxkCiBOHxHfwVD7zy8iDuc8EV/PVmyLe8bd17ns4eBxw56DupwWL1GTQ6933bfSUEk42VQ1sIBeBvQfy3tfBwof8DBjE9PdHeLGYofhzfl/esjuv6NX5f0v0LuyPQcGO2u67DHMunmvgQgkUxaief5U9i23u8BK2nE+pwnvqwva1JpIrJbjypsjycGlUE6vrewICqQlds3OYbaRICZWSMegFviTwJJ6nez13jCO1UIguwPdrjNY6vOqZLU6ZmuNwc2Pz6Jzz+jXrV3Z/YIAPlQ+r0sTq27R40byrDpan6h7L1popx0pBkmpSO+LBkQLXFXiutDdjow38grRYMpchaRWHooJi3IMZ2tF8/eaQt/7NYs79RKqJKWIwCR0Gm2ayiG9zclJncfeq/sZ3sf9kcIxdDmJh/7+UR2WpDNBS2emcelAA7eLHD1ARrQeeJ69Oz2m7AawubCrpe1KgULcprYLSL5LQok9ptDAb0LyeciBZGMOpaxP+95vn0MA3by6RYZsTmj65vTevNLZTrFHIklTR8Z1eEPQ98Fzzvefq3vjCJDU3pTWuE7B8uEzkKV79shfMj46vvm3Xw8dPTl8+WYB74QrAO54mj7z6lS8++5pHHvquNzrk0Gp7dGKHE3Mw1zBFsp5XpCWWh9s2b1GgKQUZlTAh9NNedrPf18T07cZRfPuOkP/2viEe3B/YxvR5pC5G7hyJfWqSy4JLUZN+hY4eiN7FZM5JUbsI5JOAb7G7xH0/7DoJ+AV0L649GLDMiuIJkEuJOd8e7I7VL2Q2kb3H0aWN4Mq07VDKvnlpo7pttZyDXGuB7mZsXZXw3rfM8sb/A9d8t0yWOSAStHJJtCRWgiQTdBJwu4aKJqmm6ysL7n5g9D2B50l815wUc42MmbmUbqJZ6GoqoeLiC89NslS/es3k0PE0rT7h8XxCgPu+z/z0I6xfu+GgpLv30ME7tjTbC0yNR/h+i1vuKaF1mXLkEIWFvoVuv+Ns3h0r9FOiMCUME3zbSMh1ElxppgxLN+Oq20Pe8t5hdu0PbJuHJahIDnb6qkkvemNpCQVqUqyQX8y7rVS4NGUpRO8lAF3cUPZAftI/9h7y/UG9RPre0JNCG2Pd5+Haonpx1yulzdUk17hz195AFO9xc9HbXBrOXeTnNt3eU2MkElUAuYnu+UmzaWXG3/7BLG9+L1x9m63mly5J5tCSksB2SxPCuB/jFLqJoSWmDNLQWs8XBJ5p9lqOQNHlwUMdfBkwOqYZGo1Yt27D3smJNQcf2LWfrVvW/OAAB6N+fOUbt+wbGqr+lvLOu+7Q/lvoZC1u2JmQdDTrJqBa1lRLxiob+GaTkDfmdO2mwfdSgiAl9GMCP8b3EzwvIQi7uG7M1XcEvOV9w+x6NEIH7iJwF3d2PTtdD0y5FbYP6sHN5MnekydQUAqIPOn+xYA+Cbz9TGaftz8+vAeylWIRH7ctN07m6Ka1BHkCyI4azB/T23gWkkNGKen3VjFat+EzwrZ7EzlPL+risqid9weAKy3JB7gqIZHaQXYyNk6lvO8ts/zee+FbtwuUclBC0hQBjrBSpN2wdlOjtLmOxpOmLNKz7dgiX5FlmlLkcvaWjO1bZrnxrgoVt8QLL9zGaC35rUf33rhvZOKM7wff7w/wytAqOu02QRgeWj7iXP/1xp3P/tL1C8zPD3HmxpDxYcn4cEa9bBJBgZ8ZS2yvQseM1PaczGqd1ojldahEbQ7NJdx0T8g7PzrCrgMR2s9nxBdAXFw5RaEfvftRexDMxSr5JWssLUcf2GQu2nT2UFyQCwc2mAPyoehvCBe98u8bxe3v6QLYixlNRPHnQjQXgzSlx+FFUWEpeMe1HS1SpCtKmMgs1ICPvDgIywDcGMF1b+SaNU7ZPVSmXDZNxfzNm+d458c0t+zU7J8RpKFgHh+lJYnSdDOF7wi8QlFJ3pIt9Ayd7SYm2tdKJc7eOsTIs6b5zs4aUf2U68846/xDrXaHcin64QEOEEYRt95+y0PVSvn9qbfj2U52Cxdtj9iwUrB8tMtIrctIvUu93MH3zLzwTpyn4oUtWjBTzjw3wfdiKqUODx9JefcnKlxxc41jCxE6DEwljs1ImmU3K8XreEGCE4spif0YBufKF5r6kOcgCr3MH089Gfi+v2EqbjAX3TGI5sWPWwrYRZXEPmxR/uf7fF06ATTob7GuPq0h59qqcKLmLeAssCmAu3imm6fIqxzsY1R+TEzCLlMOG1fEfOD357nili7v+SfN7kOQRpp57dNVgiA1E6Qd+35TBUmskWg8F4ZKgrGKZr6V0mw7NFo1NkzBz71wG/Xx8P337Lz5oe07Lngy0H1yAAcYHVtDpVK77czT2peOl2ZeORrdx9qpBrVyl8BLuW+f5rbdEsdV1EoZ52xJGS0ZiyMI6y8xkxZKpS4PH8n404/W+MK36nQoQRiA4+NI2fMOZ9pcDrXKbfSLP/ZBZ6DDYLXOE1XJF7FX7IUyoJ4MbCgXtUJegro85aWf+Pf66fhBdaUYybF9axZvPJXO58EXgS/RwnBsenycQtWP7F3V8tqyx8ugmA62LirvYCYwtbKOh1IOo9Uuv/qiNoF3nD/9iGbPIYWKUtqZR0c6vXk/WZwxWm7zjO1tapFGOIK9hwJ2PhwSeZp6BLse83hF5VTOXn7mpRu2bLqt3Vx40of4SQN8w9oJDh16bN9zLzrvze+991bnrl3ey8v3O0y3fOa7kt0HI44cCwlcSapSLnnOUX7/tdMsGweVOajYeCSCIGXvYXjnR2t84ZohOk4JggjHcQmlJHA0nrXPdhU0M0GSf5C6APJCgx25GOjF6F2c08kSsmAByIt/Lt5XBPFJXJ3BaP9ULbM9IOfP1ttMFtQR6OUMoHjfyWoKepFOju1+rDH6t21Qr+xZKmwHH6GzQUqi8/eWl5UpexIZq3OaOqSpabesASkVrpORZQ5KOYSh5FUXd0Ad553/oNh7OALfQWcOaQJkimXDHd58yQKvuNAjzQJ8N+Gx6QZ7H9M02mWm5yqMDwtOOyW+YsXqs9986NCh/StWrPjRAxxgcnIF377hO/vPOfOCe+rB/Mu/d/d+Yq246g4IdMhkDaqhgxdkpInPZ64KUEqCUjz/zC7btyTsO+LwJ/9Q5/PfqtN1SuBHeK5H1YGSqwjspDY0dDMTgRYyjVIpaJPWN/06nF4U7XlNBgqCl3AQ2uaaJwGyiMmi1r0I5Lm6MhC9l9omPCV4LwK57gXPJS2zRTBT4OEDzyEgLyLO+XjPli0x/VOk3WRaoAuwG0ZbDJG/k5zO2dpYhEYpBzKHNHNpd32S1PQuM5OkFZmXmLbOQBTAq5/XBjHNH3+ozr4jPju2JDz/zLZp4Ko1UpbZvW8FgRdSLcWsGmmwenyGr99aJnQq4K7klC0X3XPo0Rv2b9j87Kd0XJ8SwAHO3rqa6sjUuzuzu9a7qvGLk2N7OHSijkgEq5e7LB9x2L4xZs2qLv/joyNcc0cNl5jLt87y12+e5a//pcLnrq4ROyF4IZ7rUXeh6mlKnjYR3Ni56abQyqCTdCBpgNbEjmtt0UYqzMc/SzHY27s3534RuAekwiLQ+5/nAIceiN5i6ei91HqyGnlva7HocXlRQ66k9GXDPvSX5OG9TafqeVOU0qYhExR6TwhQEmEdUqZ8zVYAycHBBcY+keK5McqxzhQBC80qC62IODFeFdc1HRQy1XeKCqGJhOIXntcBDX/9r2Xe+3sLnLkFHO3yrTslb/v7IdaNlDh9ncPEWMCaiQCF4HPfhnO2DLFtx/rPRrXz371w/PBThetTB3htdCVXfu2KuaGhja+764HvTX1vd/VZw2GJlat81k7ChpUtyuVp/vayMrfsGqVc8UnTDqesm2G+CXfu8oiVC0GAdDwqLtQ8TdnXlHxN6GkCz4yqUArcsM15Fx9j5UiTRCn+5eoqDz5aRUsPUwIlBqiJk/c8yXsOLuE/WVySVgTzSaaqpX4eOBuKv3eyKPh4+Na9SPsEgLcRXeQKin3GgWTOosejC728bbZTiLzeswBy8iuFUUaElfEyoZFK9cZ059TEc1IeOqj5zNUVOspnYlhw/ibBzFwFrcF3FYGfEfpJ7+TsdyZLKQcxZ25OqJfh3od9tqyM6HarnL6+w+/83AL/9JWQ1n0RGyYd5hY8ppaN8ooLF6jWGjdsO2XT63Y/+LXWM575Mz9+gAP8zEtezhXf/E5r67aX31t1Lzt/aiT1ppaljA7PM9ee51PXunz7u6NsHnUZq8LGNZrf/+UUJ4QtK1Pu22smLQSOpOIoSp6m7Bmfb8m3IwtDSa3s8eJV8LxzS6yeiHGjeTavyvjV/zcktXw8lwfdAqhdO84w73HSoyWLZcICCE9iGsUIvYRxqpgQGjhDHnc9cSjPo7RYxLvzkwExGKX7J4Pod49C9OZUFp/XZNr7Uo3CSINSWLNJQbHKs5nKXgEAw71lyp/+U53Lvz0OQZVVY4K9p8O6FQH1ijZ1uZEZX2NfbkE5M4a4Bw947NpT450HIpoNj81TJUbrXV581jSOnObLN1V56EjEXNPn8DSMj6/gl17z8ljKtLXllKcO7h8Y4ACOdFlWvv93V5yz/sJd9993Wqk0y2eu0dxyf512M2TrcsHUuMPKZR5nbNHodAjVSUhS80EIIQklRK6J2qGvKQVQDs188mrZY2zYYXzIZ6FZ5cRMxhgp6yfaTAzHPDrfT8O7oj+41S008DlpSjFLRO0nwN3AZtPesdTjl7oSPGkmXozki6iKLkbw/LGFfzvpZ3HSU5tris5TQ8afkluADZ0puv80MjNR3JGiJwlKqTkyK3joUEQSlhmreIyEimMzgsjPSDOXLOvNhu216vOcjNRzDWfHGPFEEKJVneu/q5mb81g14TPf9HnejlnO3dLglvs7XHF9FWfB745Mjt/gRFtulVLyg64fGOA/+/zzOHy0q+O4dcXO3X+38ebbZ8PDR4ZZWdMEw4KV4x4rlrmsnsiYGm9Rr7bpiIR6xQPb3MV3NL5jnImhB5EvbfR2bDMh01s8zQRx6hKnHhvWtHj5RR0+/CUQoWkFYXqdmMjtOub7XpdYOVgXOwDKJ/E+F7sJB2jMohPk5BPiqR3TARNWL+GzmF8Xk0EF7vI4fyuP/qJgsc0b+EiRN8LUvX45ArOpVMpBqQylBb6vufzKgL37A4TjEDoazzHt3prtjCCQOI60HcFsEYPrEnspYeb0ijLmGpC2ExaylEenJZWDMXHi0+6GdJNRfK/CyqGMi3Z0icqTJ1xv/pWTy2sNfoj1AwMcYGJZoN7yvy9/Z8C6ZP3K7O2nr9/j33xPgCsrrFspmRpP2bRqDuFOc8WtmjUrHV707DZfuCklUya97juawMU08LRNPKPQIQoFUWDS/LIwpnC+IXjsuAOOxBXStGErANuTmF6IhQLi/LNfHAVzAAi5CFws+h17Rz9I2xi9RDgXsKgP31Nfi81TS0Xmxe8h5zc9qqUHTziTlCk8HjtSWxj51unZA8zxcKTCsXJfmkkmx1KqZU2zbaK/0pBm2F6CduKZI63/yMH3MqLUNOmUEppNwTev99m4ssGKFQn37Ktx76MlsiymG3tIXNwg44a74RmnbYp//sXLPzq5zI/f8sYf7lj+UAAHeN1z0nhsZOJdOx+Yib9z25E/G6sjT9/cpRTC1HgTNzjBBy4tcds941xycYtffvFhXnpui0tvGsaVxjXme4LAs11q/XyqspnN6XmF4VNOxv6Dkm/dXkL4Dr6EUGp8aU4Uz9W2TI4CwK0S0UtT05fj6G/gehF3EaCK/HwpWbFXlFz4hZNPhCcH6pP+fiEbWUzRo/t+k4HVQ/bJr7PoICzacQX05vtorXonihQurmNmLnU6Hs87u8OqqZhDu0xznjSDOLUNM7sZgSdpewK/a+ZWxr5DnEqyTOB7GV++NeLbO5fzy893eNVFXb5z/xzv/5LmvsfKNDodDpxwOW0d7NjkK/zxP/vWHRv/Oo5n4h8Wnz84ubFrx7mXcPv9nXaHbZeec+Y5+sxTZml0GlSjDjhzfPjLZe64Z4SN42XGojGyzihbVpkj7PXmHmIBnk9VhtDXvRmdnpvhOqa8rZtBOw1MYsgxsqIpkbNXAg8CVxBY667vgueYOYrFlhCDGb7BQaQD4O7VYBb078W8fuBk+AGSPAWQ5zRioIVErxSNgfsXe17y15a3re4XVuve8yuFpXzSjoA0YyC7iUM3duimDknikKQOSeqSpi5J6uE7DiUvBZXSVYI4wzoCoZsoOklGJ9Z0EkEnNs+bpA5p5iAFPHAgRDhVpqdH2HtgkvM313j9yxtkosVCV1Audfjurhbr1p6jX/rcrZdu3xS3/+vrfv6HhecPH8EBzti2muH6qt2Hj8o33HF398NHD+yU48MLfPKaEnc/UOOUSY/Na1xWjCdkSpBpiesIAscC2xP4dmqt70sCzwLcDp/1vQzfS4h1wj9eWUGLkNB1KLvKNOa34PY98G0NqCNB9KYR2Ba9CLLMNoJX/WCZZ0JPqqopRun8x57pqj986vttVr8vyBfTiRzook9XVHF68MDJ0H+NxROwpx6J/mx5pczA3iQ1PqG8+KFviss9K25BBXHxPI+S8vnNlzS5/d4O7TSgkwrTlCfRdGNNHCu6saYbW4DH5qSJU5c0cwGJJzWHj6d8b7dPNxnmwq2C0G9y2XUeE0Mhl7xkh1o2ufENUX3H7mZ64EcBzR8NwFevO5Wbv3t/vPysCz+24uCBUnRK9b1X3DDPAw/V2DzpsXGlx5pJzbKRFlHYJsbB9xzKviL0DP82XfslgY/xj3vKdqc1g2hLYcz1dwuuvrOKcH0qjq3edyH0ML3JXawFU9gNT57oAJFq0/Axxfa/MyCRAlMnK/vOuyJHGdxQioGvg4mgRQrLDwj4Il0a2Fj2Npv9HoaLyXi+QezNNLLfm7mlkAlDRZJE0k3zSdRWcXI0rpMPls3sJtRMM/Nij24ScPEZC1xwxjzfuqtCK3DoWpCbm7Iglz2Qd7oOna5HuxPiEtOIMw7PudSPJEjpA8NsX+3QOKfJI0eXM7tQ+oNLLjn/Y825B7OVU6f85AAc4Blnb+X48UPZuc/8mT1XXbdsoex/s7p9dZOJMY9t6xNWLW+yYnyWXYdiLrtxkvGKoBIqokBYWmLnjnvGMhn4FuB+ShR0SbIOX7gmYm6hQqnsUPUUkZdLjGZKV2+0s2vmCUkbwZUCGSu6sSLJoJuaD9xEL3Dp6+RK9/vZ9C79Be282D9FCjFAVQaR2n+CpTaKA6Bc9PsmQvf3Dj2FQ/Vfo60iG4jg/cnR/XHrjvWPKCUNeDuCdixpdyS22tDOUxJ4njZyn72/+Fx+J2S43uEXnjPPdfcOMx9XqfuCUiGKd33Ticrvms/StFrzmJ4v8YpntvjGrfM8cGAMrTOa3S5aB0zPV1g+NMwrf/bCheUrz9tz5MihbGLiRwPuHynAARw3Iu3GV7zo4vN/N/DU+7717WtG1q04QbnSRLrzSKfFV28rMzdfYvOoohoJWw1kCk8DDwtsbbNipkCiWu5w6/2Kr91cBz+iXsh8Rr6N4IGlOp4pfTKDigS5hBp2FfOthBNNUz4lhca1EiNO3p+F3gY0R1+xCdBAq+QBcBfCfBGoVnN+XGQvsfIIri1qTZo9T9gI29d7sJq+SMZzDdpIdcb85EiFwEzimF1wmZ6TdGKbxJEmGHiOxssEqWf+Tv4SzdBVhef6BO2IlzxjjvO/OceN95RoBJJyIogS3dtwxomJ4q2OwHMcPNfjxHyJ1RMlXnR+g3sfLRFLyWzssPtgysrJOtvPuGh6+dQFb5mbbV4xsfz7e7yfNoAPDw0BcPDIwie373i260j97nt3Xj7+1a+VmBiq8hsvPcjDh0rUXNOlaKhi2jCXQsdUV9s2AiZyG4CXophUtfnwFWWm4yr1kqTqqx64I19QCs1VILAFrKamT+JauuK5EPqKyYkmD12b8OiJEqXQoeJpItdc56UQOIVWDYN81lafi8JEh17KXywZwU8WRRZRnyc4jj3M2kFTtg7N/p6tjLfUapCH54O+bNTNC0y8lEqpw74jmhvvC+g0XALfdD9wHXOcfFfgpZCl0g4Rs88pTSDIn2+o2uUNL5/ljgfqzMcVqr4gSrUBeQ/gCimNM1/j4UjNeL3CmmUJ43X41ec6jNUT9p0I2HHWs4+dd/5Fb0MlnxwbnfiRgvtHDvB8TS2vsmv/iY+v3niu3L33yF9uX3Xz+HDV5/CJMs2mz6pRWDbiMlz3CDwHxwHPyxUVU88Z+hlhEFMvt7jmbs13d9dx3JAhX1MJTNYzCoTVyyVh4FiQm+aMvmf4uO+bkSqj9YQta5pMLpvmPf86xEMnRki1MQk5UuNat11RPsub1+ebNsfyekNTlshqat1z7oHNUPaSMievgbYUi2U9CvKgsE18ehU0ZlqCUvR4OYVuAY40XWF9NyUKYspRiyOzbf7qi6PcerfDaSu6DFfNVDw/Lxb3JH4qSDND35SSPS3dXBV8PDcjCkqcsWmeC3fM8M3vRjQCh0qCnXytSVNTUEzHzFntdAVp5lMrV6iVWqwcgt2PRByrh7z8Racfe9azzn4HzH9cOJM/DigOTnj4Ua4PvPc9/LffuvDOdSv8Yyfmmhd5Yja68+GUux+ssH2Nx5pJn/VTsHJ5h4WWMdtHIZQjRa2UUi13GRtqIpwF3ve5CrftGme05DIaKWqRphIKypGZslWKHEqhY78KSiGUQk050pRDM3miXokpRSnnbW0yMTbPl2+K6OoAzxH4sl8yZW6iMBfU3lxRoD1yYAZPMUbnZ8dij3k+4SG/ChQ5fW82TTEpVaAgfYmwL+cMnnRmg+hZWmIKvVPCIKYUdfDdBm/9SJnLbpxkuOQSuKadteo1mde95vNaCVsQkXtKRP912tc4Wk9xnDZfu61EqkLKPoSutoqYCTaJ0uw6kLDQUFa98di8MqWZJBw57rFhw4rp6fbat9525+GPn3/2WT8uGP74AA7wvg/+Kxt2vOrulPqBhW73Rd++tRmsX17htPUuZ5/SwfFn2PlImyPHPDzXpVKCWimjXk4YqrQZqi1w5W2aj31lGZkus7xswF2NBJVQmJ7loUM5cilFJrVfDqFcymcFmWFYUZhRClNCPyXwUzavavHgAc39j5SRrkvo2ESRg7m5BuA5qD1XmhZ0BZDnqWnBoC49qKP3QS1EcShVHzCO7IO1GMlzk1Sm8kjdN1flSk4+LCsHuOtqPM8WeHsG4LVSi6/fqnj/55ehnApDIQSOkQY1kGVm2K9S2KkK+d/q17zmVyvHSo++p5ka67D/WMbOfWVCzzGKlg9RKKlXXJaPZZSrJ3j4SMa+Q6aCx5EhG1e2mJpatnDWqWt/d+MK9elXvOIS/aQB9QOsHwtFKa65eFbhOJ9FTabPPbf8iSHvsXDtVIPjrVkuvdFl194yWybNGBQpBJ6nCIKEkXqbBw90+bsvDHOiUWWyrqkGikoA5VBQiiSl0KVcciiHpil/KTTADn0TxfLuSJ6j7AdqPC3lyOXi7S2+dG2XWPmkqp/ogXxTaZJDrk0Sua7AtZtXKW2BgDZeDqWVjX66p2kLKWwrBkzFDP0N5ECiSJg25/kMnbwKXqscfH2dXNqrTG5FdSRkjpX76L92YeU9x8nwgy7X3RPSTiKiksBBmSY8qaE3Hfs8vqsJfEGSmrEhZoaOyRCYv+0al6aj8BYylo/GvOmSBR5+bI69B0YZDqUd/W6ugMuH4dlnwOZVc1x2Q8IDBys0Wi4vvnhH5/wz/P8yuXz6CwsN1FMC008iwP/n7/0WV375c1k7qX1hKDqRqVR96vo77wm/fUeFUAYsq/bVCd/TRH5KvdxFiBZfvsXnjn1DDIUOw4GiElpwh6JHSSqRpFLSVGznrHKYEYUpgWfstHHimOSSkqSZGWaUZj6RHyPd2IzKyCtkCuCTPT95H9y+J3uAF5YDx6kZvZFf6jX94mYDRHp9TXoI7J1E/aiYW3u11qQIUgvuOLEjRjCvRblW/RC2m1imUa7oVdDkXFwK4+bLlKIZe2jp9ahY3tK6mxjJFIzhLfK1BXjel9BBCMcOz3IK6kxIFJQ5dWWXlz5jhr8+WGGmHTBc1hbkRm8/NlNjvFLmd17R4Cu3zCPEts5Ma8Wvxnr9pVfffCR79ate+eOG34+XouTr0//yOf7oD16hz7/ohQ9ces2jDz56NHzpeJB6P3tBgud3mW/4LB9xmRzLWD7aZsX4DHuPtPnIl8eZnqsxWdMMlRS1kqBaklQiM5ezWpbUSppaWVGvpNQrCcO1DmP1FkO1eXyvS6Md0Gz7tuLEmLeCIGFivMVduz32H6oQBZJyXmjh9b0xvpdnVh0jY/rS+mUg8E2jUa2h01W0u5ltMdZ/3/2TpThPU/TsvIbn541vrBvSNfQhSQWNlqLdyegmyjS/tAmfoqLjysJzOMa741sqNlTtcOv9GR/83BCzcZWRCGqhphxoSr6gnQoeW1AcbQk6sWP072I9aN7nxY5AH5gSB2aUTdThrgfh0eMlyr6gHGjqFYfRYc19+7tcdVuAT8RzzlvROvO0kd945SWv+8K2s25Uv/nrr/73gN6PP4Lna8d5r+ENf/pp/dvP3ve5Znut6405Hz7ReKj+0EFNNXAYrsHYUJfJsTkePtLinZ8Y4Z69Q6yoaeqhMpvKPHKXHColSbWkqfbAHVOvdBiqNJjvNLjqNsk1d46xfSpg9TKfkTr4fkacOmSZS+gJIi/rZwXpb/xytaTHv63KEPgQ9jqiGt4739TsP5yx0FK93/NcgXZs721ZVDoG/07Oww3AtdWtdW8I7SOPKRaayujUrsD3FEo7CFuq5ziCRIGXCevHtqVmvb7rim6i6cQermOmmoUulAPBUNVlxxbYsv4o1+yMue7eOo8ulEkybaaVaWWFzcyC28GVEs918BwXzwk4NlPh1NUp/+PXZ3nnJzwOHhuhEsDoQkanI9mwos2x6YSR8TVzy5eP/M6ffPDI5+YO/B31Vb/z7wW7f58Inq/brvkia879Dd74yrF7lo8PP+b44xcdPxGXpkZTNkxlTIzN8NjsPP/r00PcdM8yJmqS0ZKmFmEid2lwfGG9koO7y3C1w/LRBWZac7zpb8p8/roJRFyiHDiUQtcauEwLuVKYoHWXy28M2HuoSrlkNXHPeGNC3zgbfV8SWlUgDITl+JpKSVEvp0yOdojKC1x2k2ahIU1rMgryouxTiX70Fjbq2q5OFtyBrwgDRTnKWDbSZWRohitulpyYzZtoWomQXHExf6On/Lj9VnlmM51QLbfZdzTlyzeOkOmIkUhTizT1kmRs2GP9lMv2tZpXXjjPM7ef4Ot3+BydDXGlGKyCAoSURj0SBUUI071qyyrFhqkm9x+QTDc8PCHQSjOxbJS1G84+0dVr3nLH7slPv+7lLdad9rv/npD794vg+XrHG3+Td7wRHjs0+8/LV7vusvGb37Xn/m+PD9Ue49+ui7nme8s4eLTKqiFs5NYn8247vrBWTqmXY4YqHUaHFihFs3zl6oCde8dYOeIxWVd4jmM7lBoOntmUtSqQ4V6mshe9bYLIRnDfM7QkKgzgqlViJkabBK0ZptsjZJ0agZuZ6OyYCOyoosW19+f6GdLextGAM/QzymHKaL1FO5vl8IJHc94DNJk2mZ98A2s2vg5JJszoPWukUirn47m30fyhvNrJdcCzloYkkRyZiQiCEXasOcorzz/GRy5zONQo92zGpmd7fkXzcF1p6JRrNpwITZo5bFuV8L9e1+LqnQlXXVdn5cQIk6ufd+wFz7/g7SpJ/9kJ6vzRvzfYng6A52vF5BALjeY/btv+TCGE+su9u74w/o2bYGqkxo4zYh45rNHKpRzmhRD5plJYKTFlqBJTr3YYG25Qjmb55NWSD1w6Sb3iM1pWlEIDULAfvNV5tepnV3qy3SJwmwyfzYp6prFoFJgx5dVSQr3cpVZpksgWmRihmQi6KQRpX25UhebzxdW3tRadfNpGcsOfu+2UtNPlRLtCJRBmtAtYX3z++jS+K0hdQZYKskyisvy95u3WzB/LZxPlGrzGKCnNtsvsQkQpHOL1L51moXWYT129gsfmzeQGYUHuyMy2x3Z7+xNHegghaLQFjxwqMV4f4oXbj3H4iM/Pv+x5xy6+6JnvSBP9j15Qf7pg9vQBHKBaKaN142NnnH1eOtfS733phbcNT9SOcrzR4tBMROQ4vQ808Ew5W7WsqVeyPriHGpSjOT7xDcm7/22SJC4xNZxRCTShL3FdYbVm3UuSkNtI7WXes+no/saPXq9z41U3NaOhrygFGaUwoVzq4nltbntAMj3vEQqsWqN7ZqiBRM0Szr9ewsYCPde0ldKM1uCcrQt84TtDzHVcAusXMVq8smqGIPFMFE/zm7JAV9LOIhU9Pl30lCulSVJodyXNtsdcI2JyrMI7fmkWzzvEP35tBYcaEYLMFkAYX4vvmdxDmgm6sSRJAsIw4ZEjTe58sM4zTt/OG37tnJnlK89764k5PjExXn46Ifb0AhxAiArHpvUnt57y7GndndvQSSbe88WP3+idtjqgVoU7dpnNmu9JypFmqJIyXOsyUm+xbKRBFMzxT9+Ad39mOY1OjdVDmmqgiQJzUniuxHHsxABbACCFRjuqxyW9PHrbJI7rSLvBNCn/3AQWBoowSInChHLYwXE73P5Aica8T22k0KtkcU1Z780+3jHo69eAKRGrSs7e0uGy6zvMdqtUrP3Ai7UdFWPKxJJUkqTGQJamwkihylIxJckyic6sVbhQ3JFlprF8N5G0uw7Nts/MfImJsYS3/eIciMf4+JUrOJBGZNqMlnEdCAJJLZEEvqIUtbnjQZdyEHDBtjnm1KmJZuQPt267cE8QhF8RwuPpXj90Rc+PYo2PCOXJh6944Usu+lB99NQ3/sorXpCdeYqrjrYWODSfkSmjXgxVMkbrXSZGG6wYnybT0/zDlYL3fHYZM606Y2WoBorIN5tFzxO4rpHRpOxHSSkVzTY0ui6OI3s1nT25zu1zb7/ncFSEfkYUGH9HKezwyOGMq+6q4AQOnr1KDHBsioUSg++5eCL0K3WE9W5LGh2f55yesnpygWacsZAIOrHpqR3HWGOT8WInKSQJgyDPJEnqUgoEXikh0eYKo3Rfs09TM3WhE1traydgZr5EOSzzttc0eP3LDiD9GR6e0Tw66zC9oFlopHRicxzHRxao1o6x96ivqqM/k11w7rY3bj3j4g89uGf/FUJ4P/YkzpNZPxEAB1g+sY2HHmrEq1es/uTzLthw6nS29X9u3zDJ+ZvauJ6gVhEsH4lZtXyWMDrOv92Q8p//zxh/8alVHG0OU48car6i7Bt/uO+Z5Ew+5c3Ib3l9Z8Z1d3jcdX+JwE5JcS1vdh0jC3p2MxVYSTD0cvtuQhjESKfDl64L2PdYhcjPaU6fx/czlSe7DYsVOQZwwjaztLdM0ul6rJuUXHLxPK7ushAL2omgkwgD8lSTJMrMck80cSpsJJekqSTLHJptl7O2Zlx0VgulNakt9MgySJWZBx8nwhQodB3aHZdWJ2BuoUQ5KPP2X0r4xFsP89rnHqSdNXnkBByd1cw3jDZ/404P7WziNS9Z+z+b6pRTS+V1n6x78/Hp27Y93XDqraedohTXpk0bAdrvfO8Vu975+//5XQd3fdCvRqU/emDXnLN6eYs1kzPcubfJh78yzCOHKmSJh+dJSq6g5CpK1huej8To+UZyv4bUuLYZTTeFOPWpu325brFy4nvg9wovlN0AxkRBl4PHUv7t2mFwAkoOvZ6KeSq/lxCRgyAv1lUqlXdp1TZzaQCapA5x4hKnIa++aIFPXb3AgRMhTeu97noaPxEEnrGn9mhKiv0q7c0ldBxKbopWGYky/UsyBSozADfFw9JSFZco9iilLu1uQJqV2LpS8tZXJ/zCRUf5uy/X2LlrCN/rsmoiojq2Ndt7YtmfP+8lU+86vndPNj513tMNoZPWTxTA8/XO3385cwf/PqtNvfFPXn78hHvm3mv/YPeea4Kd+xf4y38ZJaTKphHz4WxdH3O4HXPf7hDPFZZ79z0k0tpHHeujcN0MIRIasUS6HqGj8R3d49yuZyfEeSZ6mw2m4d7GoZdQKbX5yBUeBw5VCUuOaRrqWXoj+45ER+Zp/dx1aFaPBytTI2o2iJI01SSJQzdx6SYerU7AmokWr714lvf8S515P6ScCIJE4yeabgKB9WDHSQ7yHOAOceqQJD5lXyFJ6GQuqTJFFJkdOZgpw8U7scTrOFRKLt0Ebn1QMjc3zLZ1LkmqqZVS3v6aY7z7cxkTwysYXf2s7qte+qy/qg+N/onr/St/+Qe/9HTDZsn1EwlwgPrUbzM/32C02vijkaGLZVibvOCfv3iZXDMuL1g3Mu+mLjywz+Wl56Xsne2w/4BPJTTpe9/re7X7tlJtUvVeymwj41NXDeH4krA327MwJ8YTtvDZ8O7Q1oaGQUwUdugmXXYfGgI3pOJBlI/Ac43G3KNFbn4F6Vtk88idKZAZpBKcVJA4gjgxV484cYhjl27sk8QhG1bEBEGDZhzQ8ARhIghiTdeFrqcNyFNNNzHPkYM8TV1aXZ9fev4cn762SycukWT9etTcgKO1UVOU8igFCt93+Pb3Qg4fqrBhRYt7H1Z04xLPPW9T+qpnd2/adsZr1PjE1psOzKg/ajUblMqVpxsuj7t+YgEOUKv1Dtw7Pvtvl3PWlouqp65p/b1I975mdmGPXJiXVCoJC49BPRSsGHVZMymZnk+Zb5jIq7UzUAQQBTE798GB4yUiTxI4GX5vCJJNyXuCwO9Lg6GfEgUJoZ9QK7f52m0OX/3OMI7nUfFs4bRX6BBgdWKjxphbXiShbdQkte9MGGegkAIppGl55jp0PJeg69Huhvzs+W2+dP0cX765yoIfUIqF6SSQaLqJopsIG8kd4sS0g4htBO92faZGBRsnWty9p06cCdKC69FzjAtzvql49KggUz6eHzFUbvJgK2bfIcHe4z5rJtcoHW74/I7TKr8dt2YXVi5/+rTtp7J+ogFeXL/4mlfw8MP7FjSVN3mseGjfXk4rRbzyhnt3cv3dEcMljy1rHFYsn+e73wJXB0SBIs10z2gV+ilJ1uETX4+I44jhmmk3YYxO/TmNxnOiCAPjTIxCWzwQdmh2Yv7pG3XmkhJjJSh7msjTRL4gDGxSyjcJIrPJNVp8P3rrvsc7L/Xp9fuWhcymR+BndLoBw0HIr72wxTV3N2jEHiVXEsT96iffU4RxZmmK5eGJJE5cOolHtRzwmy+Z5w8/MkorCUizvq01DDTD1YyxkRlu3+XRjauM1Eo8a1ubdmuWjtjB1KrSpRecd949Z21b8zezC+2Fyam1TzccnvT6qQE4wLp1awCOz08f/OMLn7NjjbztDubTkVeO13bj6SbrpmIeONTh2GyFyM+otCRZpq1JP2O41uHefSnX3jGC73mUXdMbMeffnt1YhoHxlZfDlHKUUA67RGGXaqXNlTcLvntfBSm9nn8l8m35nG07F3gSx5U945XvGWUlSaHZ0sSp6jW3zFs6mFIxsxN1pIPnKgLfpRN4pJnPeae2ee7p81x2U4VZNyCQEk8qW+an6Po5F3esoiJJEoc49ujEEc85c5ZT189x3+5lTNbMYFXHEdTKGfVKkzCAlZNtHnjIY92kZvXUKK99xWbqo6dcWquf95Y0nd0X1ZY/3RB4yuunCuD5qo1MceNdh/fp8NS3XnB2+ZNnnbb1zUce23PRvbtu4/Z7A152gWTvkXmOHRtCa1PpUi3FHJ5u8f7L6pxo1hktmzIr124wTVmascNGfkY5yqiUY6qlNpVyi3LYIgg7PDrj0+oEhK5xI4Y2epdCSaXkUo5MTWg+hcF1zJSDWlnRiVMOHs3odKFadkxbC2GAjzYcWmljaPJcTRhkxLFLnPiUAodVox3otmkGkqOYSXSOo/onpdXE01T0Nq7dxKHZChkaKvGmV8zwzn8uM9cukWZGtx+qpDx0pMHD+0c4feMCY7WM4cnz2bBt/XXaif7mtFMn7obj+4RY+3R/7D/Q+qkEOMCFZ0wAPKS1fgi458F71KRXXfeRtat2b9z7yE3O9/ZKVtZMdjL0M5aNNPiHr7nccu8Y4xWXkmtkvV4rCGuPDTwTvaulmJFqm7HhOTyvged2kTJFCuO/CKQZxJyXaZVDh1rZZagKlZJmbkEzM29oT+hrpsY7NJMFrrzdJ2n5rPWgFJqTYWY+Y76RUolMs0tHGg96KXRtZyiJbyt90F1kFtOJAx5NK2gt8d2MUqDoJookM817+iqNpJv4zMwOcf6WBX7uwhn+6YqQ9bHT08O3rWlx9LhLbfSi7PkvXPvQXQ/6/3Xb9gsPAbset+3FT8n6qQV4vuwHsGv3w7O7tm7OXqzWRFNnnX3a58eWXVN7ZO9MuVrqEvox375Lcc0dI2wc9RivKZpZxvEZF4HutSd2pDFVVaKUoWob35/jm3clfPrqcTavSHnbL8+xYlgTlROyxKgmoW+oSbnkMlSBydGUkfo839ivmZ6tsGq5j+tAvZwg4iYLXUHc9skyo9dPjWcEpQV23iIZK3kgDP+OfEnbtj9TSjLbkByYrrJ8NOS//dIsG6dm+dS3Frjp/nGONz0qoaYWKzPAtaDYeK5i/zFJ3B1mfKjM83bMsvfAHHPTw8wsZEwvVEiCC5uvfe2z5ptN99XjU6sP/swaue+nHdj5+qkHeL42rRuiE6f7HPfsA3Fnelvkec+Qz1f/cOzw7rQ5d8/Iv17XrdbckHUbBROjgqZucum1EaXQoRkrwtgAI/Q19WpMtTLPBy+TfOrrK6lGIeM+7HxwhAu2HmLb2oR7HzIb1LzdczmS1CqKlcs6HJqd5+rvlVk3qpgcM/NxPFfhZCmZUr3KH9cRjFRTztg6zU0PVDh42KMcZZRCh1bHdJ+KEwelBPfs87lh5yinr44YK5c5ddUCH3zTCT5x1WN84AtTDLUcRmoKrc2kjHKY0Oo6eG7MTfcJOk2PydGATascXnpBg6vvHF8486yt0ztO2+T6nvit0WVrbt4yVJ+DTAnxHwYWPzmp+h/FCn0XTwqVtJOZsbHVXx8aqm3ec88XN5x2zq/9+YVnP+feF184edfaNW6nXiuBhuGy4PTNipHhFgvtDCk0pTCjXmnxyLGYa3eOMlqO2DiuqQQeh49XmW9WEQgCxzQeKuWbywBKoaJe6VCtxgjH6zkI8xZo0lZnZrrfTBMBaeIy20iZbWvaHdNvu9UVFuQuSWqa6FQjjxV1WGhE7Dtc58TMMi461WH1xDzTLWh3TNSulmOOL0xz+wMJx2c9SBWuG9BQbueR46vu2nrKS+5965t++c/f+7dXbIii6uapyRVfbzfbM0KI/1Dghv9AEby4hkyHJAW0Dh/ai+u673Ed9z1ZZbNT8s780BnrOpuH9+961vGZpnPRmcdYOdnm8m+HBJ5itB7TTtr8xaeGKekSG9bATCPP+AmS1DEngg+VkqRW8ahETs/v4jopx+YUAuODcZx8Vqc2XYAGHH3agFc7TAx1OXTYTP1NM02zrZj1BNWyGdWntGOlTPOcaMU9e6pMjAb8j18+wts/WuHEgk+7k9JNYq652+PRQx5nbqmybGo0m5rYcsPFZ6e7ZmZbb5hvOlm5FPLVL/2ZXr96bevp/rx+nOs/JMCLa2JyPfTNq2mnfeK3g9Af3nj47L/wnWv9sdF29vB0/axNG4fPXrfyCK6cYXYh5cR0mRdsF2xcG/OVW2PmWx5KmXnurudTL8FY3WXVcgmkTM87jNaN2++L14R02sKUyQWCcmg87UqZhkFpJmh3TKPKTldSCQWXPKfNzj0myTNcE8w1EpptQeC5TI0HdGMPtLH41ssZzXiWb95eZeOKMhefXcZxEuZaGccbwwyPrOb0U1rfPTEr7iDY7FzygufGperwf0+TeGbTquGn+yP5d13/4QG+eIXRKMAM8DsAH/+3a3Cq4qJnXZC+aPu6w68+Nt3d4mUNtq97jNO3xGxYeYJ9hzX37w0Rwif0Y0p+gC47rFzmsGVtk92Pddj5SJ2pcTOdbK7lopSZdDBUVjS7HfY8JnGDCM/x2DgVUyop5poundhBCkm1ZKp1yqHP9g1drr474ZFHfcJAsnYyoNPxSJKMJFVAh1se0Ny5N0UIydbZSX7hJZsYq0TEVB5cu778+QuewTd+/ZVcN7ryRU/3IX9a1/91AF+8fvM1zwG4rt06eh1sv740Kjc0GkfVxNiX1Lr11XX14R1v37zhMaJqhamJAyRJB5WEVMOMtStaHG80CPyMZcPzdLtVbn1Q0s086lWN48DoUMyJxgIP7Ktz+paISuhy3ibBIydSTkwrskxyoiHwRMB5pzRxdcjhuS7tOKVWNbMpN6wA5WS045hEjjI+sYaVKuU/vXo1syeOvws5+/Avv/wiuWx0VM533D3A14fG/++K1I+3/q8HeL6i0jKAr+c/7390BscJhjrNgzeNL78Lv+wn289Y9ftCPOOFv/AKj8iRZK3rufbOjDPXe6wcV4SRw7H5gPPXw3SjQ5IIqqU2nWSWmdkazaYmkCmhFzC90OHErCTNPO7YpZmdH2F8CDptj/lOFd8VnHtGg92PVjn1jGdRqcT82ZCP54pvji1rv1cHytu44XQ2rVtxXbvTnS1VR5/uQ/gTuf5/gD/OWr1yGGAWuByg03oYAQ+0Ou7yc84QypMJt91yJ412Fyl9FBmukyar1z77nTu2tl+2/1g7UWnA6nUtorkF5tPlTK2KOS+RbFrlEIfzHD1RYtValyRrE1aGvE3rwi9/9vI731mKAs/3XcaHYha6JdasO5VaxWF4mSMTxREBD5/7zKmn+xD9VKz/GGr+T8i6/MobAbG8FhyuHzze0o72OefUFsfm2uzeN8raFQl7HpOsn5TsPrjAsZmIc7a4aDostOrimWctn1NKH5la98yn+638h1n/H2yI6Ma0ZejEAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjAzOjI1KzAwOjAwolBd3gAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTowMzoyNSswMDowMNMN5WIAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 40229143
      {'hecke_orbit_code': 18014398643699964, 'n': 1, 'trace_an': 2}
    • id: 40229144
      {'hecke_orbit_code': 18014398643699964, 'n': 2, 'trace_an': 0}
    • id: 40229145
      {'hecke_orbit_code': 18014398643699964, 'n': 3, 'trace_an': 0}
    • id: 40229146
      {'hecke_orbit_code': 18014398643699964, 'n': 4, 'trace_an': 0}
    • id: 40229147
      {'hecke_orbit_code': 18014398643699964, 'n': 5, 'trace_an': -42}
    • id: 40229148
      {'hecke_orbit_code': 18014398643699964, 'n': 6, 'trace_an': 0}
    • id: 40229149
      {'hecke_orbit_code': 18014398643699964, 'n': 7, 'trace_an': 686}
    • id: 40229150
      {'hecke_orbit_code': 18014398643699964, 'n': 8, 'trace_an': 0}
    • id: 40229151
      {'hecke_orbit_code': 18014398643699964, 'n': 9, 'trace_an': 0}
    • id: 40229152
      {'hecke_orbit_code': 18014398643699964, 'n': 10, 'trace_an': 0}
    • id: 40229153
      {'hecke_orbit_code': 18014398643699964, 'n': 11, 'trace_an': -7428}
    • id: 40229154
      {'hecke_orbit_code': 18014398643699964, 'n': 12, 'trace_an': 0}
    • id: 40229155
      {'hecke_orbit_code': 18014398643699964, 'n': 13, 'trace_an': 11830}
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