Formats: - HTML - YAML - JSON - 2026-08-17T11:30:18.786471
  • mf_newforms • Show schema
    {'Nk2': 37632, 'analytic_conductor': 183.6823949846636, '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': [588, 1, [295, 197, 493], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3649, 'field_disc_factorization': [[41, 1], [89, 1]], 'field_poly': [-912, -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, [-113940, 264, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998271070796, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [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': '588.8.a.f', 'level': 588, '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': '84.8.a.c', 'nf_label': '2.2.3649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+(-132-\\beta )q^{5}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '588.8.a', 'trace_display': [0, 54, -264, 0], 'trace_hash': 1585581996519158283, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.067', 'prec': 7}, {'__RealLiteral__': 0, 'data': '9.291', 'prec': 14}, {'__RealLiteral__': 0, 'data': '1.374', 'prec': 14}, {'__RealLiteral__': 0, 'data': '61.325', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, 'traces': [2, 0, 54, 0, -264, 0, 0, 0, 1458, 0, -4980, 0, 10148, 0, -7128, 0, -17832, 0, -6256, 0, 0, 0, 14052, 0, 141326, 0, 39366, 0, 243588, 0, -470824, 0, -134460, 0, 0, 0, 311116, 0, 273996, 0, -919248, 0, -112616, 0, -192456, 0, 102456, 0, 0, 0, -481464, 0, 2720028, 0, -1181736, 0, -168912, 0, 19008, 0, 925148, 0, 0, 0, 4965936, 0, -2053424, 0, 379404, 0, -869508, 0, -3505228, 0, 3815802, 0, 0, 0, -6640856, 0, 1062882, 0, -7856760, 0, -14723496, 0, 6576876, 0, 9330384, 0, 0, 0, -12712248, 0, -3903312, 0, 2220212, 0, -3630420, 0, -12477264, 0, 14694248, 0, 0, 0, -20198244, 0, -7060724, 0, 8400132, 0, 32015364, 0, 16273368, 0, 7397892, 0, 0, 0, -13700470, 0, -24819696, 0, -67390224, 0, -32791688, 0, -3040632, 0, -57376632, 0, 0, 0, -5196312, 0, 67364124, 0, -50377384, 0, 2766312, 0, -69406824, 0, 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  • mf_hecke_nf • Show schema
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[459284543046, 663946594], [937792825972, 1117040760], [800420802756, -2187704750]], 'char_orbit_index': 1, 'field_poly': [-912, -1, 1], 'hecke_orbit_code': 22517998271070796, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 12], 'hecke_ring_inverse_numerators': [[1, 0], [6, 1]], 'hecke_ring_numerators': [[1, 0], [-6, 12]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '588.8.a.f', 'level': 588, 'maxp': 2999, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [0, 0, 0, 0, 12, 12, 13, 11], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [8, 8, 8, 8, 4, 4, 4, 4], 'ALdims_old': [96, 93, 92, 95, 84, 84, 83, 85], 'Nk2': 37632, 'analytic_conductor': 183.6823949846636, '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': [588, 1, [295, 197, 493], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 760, 'dim': 48, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218316, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 5, 5, 8, 8], 'label': '588.8.a', 'level': 588, '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': 808, 'mf_new_dim': 48, 'num_forms': 14, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 48, 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0, -7737780960, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 404555
      {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '588.8.a.f', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '84.8.a.c', 'target_level': 84, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 404556
      {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '588.8.a.f', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '252.8.a.c', 'target_level': 252, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 404557
      {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '588.8.a.f', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '336.8.a.q', 'target_level': 336, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 404558
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '588.8.a.f', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '588.8.a.f', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 404559
      {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '588.8.a.f', 'source_level': 588, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '588.8.i.j', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 404560
      {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '588.8.a.f', 'source_level': 588, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '588.8.i.k', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 1091475
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998271070796, 'p': 2}
    • id: 1091476
      {'charpoly_factorization': [[[-27, 1], 2]], 'hecke_orbit_code': 22517998271070796, 'p': 3}
    • id: 1091477
      {'charpoly_factorization': [[[-113940, 264, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 5}
    • id: 1091478
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998271070796, 'p': 7}
    • id: 1091479
      {'charpoly_factorization': [[[-236736, 4980, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 11}
    • id: 1091480
      {'charpoly_factorization': [[[-49920188, -10148, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 13}
    • id: 1091481
      {'charpoly_factorization': [[[-475517844, 17832, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 17}
    • id: 1091482
      {'charpoly_factorization': [[[-32777552, 6256, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 19}
    • id: 1091483
      {'charpoly_factorization': [[[-576059328, -14052, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 23}
    • id: 1091484
      {'charpoly_factorization': [[[14505368436, -243588, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 29}
    • id: 1091485
      {'charpoly_factorization': [[[55376247808, 470824, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 31}
    • id: 1091486
      {'charpoly_factorization': [[[-55723566236, -311116, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 37}
    • id: 1091487
      {'charpoly_factorization': [[[189493906140, 919248, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 41}
    • id: 1091488
      {'charpoly_factorization': [[[-246999010736, 112616, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 43}
    • id: 1091489
      {'charpoly_factorization': [[[-549432902016, -102456, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 47}
    • id: 1091490
      {'charpoly_factorization': [[[1377408671172, -2720028, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 53}
    • id: 1091491
      {'charpoly_factorization': [[[-6640635738384, -19008, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 59}
    • id: 1091492
      {'charpoly_factorization': [[[-3780042097868, -925148, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 61}
    • id: 1091493
      {'charpoly_factorization': [[[-9067890068432, 2053424, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 67}
    • id: 1091494
      {'charpoly_factorization': [[[-3623141894400, 869508, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 71}
    • id: 1091495
      {'charpoly_factorization': [[[-10805280342380, 3505228, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 73}
    • id: 1091496
      {'charpoly_factorization': [[[-795441820160, 6640856, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 79}
    • id: 1091497
      {'charpoly_factorization': [[[-4261335046704, 7856760, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 83}
    • id: 1091498
      {'charpoly_factorization': [[[21509111254428, -9330384, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 89}
    • id: 1091499
      {'charpoly_factorization': [[[-89368449155180, -2220212, 1], 1]], 'hecke_orbit_code': 22517998271070796, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '588.8.a.f', 'level': 588, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHExE5ubpMrQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGTXdd2Jf0+4odLLr3PuRgONHIjMBIpJpERCpCjKorIVfrY19tgzY8lBY9ljDSWNPE4jjSUqUjQlUswZJECCyDmH7kbn3C+/yjed8/vj3Ft163WD8si0IWmmPihUvfe6+1XVXWeftddeex/B/3f7rt0+9cX7kVKsf/7giXGbWbtp2sP3JE8ebfPGq6fELZfXF+97KmPT9NL0DftO22cPbib0Jeunu9RrmTDyklWw56c3vQFgI7AC9IQQr/Vb+2t706/1C/jrcjt07BzATmOy9RZhur2YT3/ms1yy6Qw7Ni4RKp8jpz6TLNvrf6XXWf4+LWxy+pzP+ilB0u3TXk3906cXfv/kaYHI+n/75FgnPnt+gY3TcKIfM1bPvH567Ev/4Y/3/8pLpz4n/t2//JlfP3/66J+H6bNPdlYPKEsAQkglvfPA0Up902v9kfy1uP1/oeFVbi8fmseKcMIzR9/YWX4OLWVyenn8H7b78m1SWOIk5amnnqFeWWHPpiYrbcXJuQqYiDRJmWxYDpz0uWJnxtl5yeRYSqMWcPisJjMJM3XBmcWEK3cZXjkpmRoz+L5PGGqOzktWOrB3Xcol2ya5dN/VWDy0gm6sv7H/aP/fptZ4d7z+Ci7Zsfk+bLQi5LrX+iP7K3n7/wCe3zqtBYB3BGG0+8jRtvmX//6T5ke/d2xnO1r3S53WYWqhz7GT52i1FokTzXJXklmf0LM0AstcK+WVs302TYWMVxRKJMyM+VyyVdHtg5ARp+c1/RjOLAoUPr0oYfdWy/rJDhJJrRqzYbbNgeNTLK1UqIUZgU7o9g3NjiJOUyYmZ6jVN6F0zBWX7ODZ/Yu/dutl545uvuTHZWQn5OykdxjsXdNTU6/1R/pX4vb/eoDPn7wLpXjjiTPi7c8ebP7gJVsXLu22Pf7gswe55cpVFuY1Jxa6bJ5WVAOYGTecXg5Q0iKFYeNExom5kFrV8uThiG4kCH1YXIWdM5pqJWD9TMobr2zx0tExntwvePlEyq1XZGyaNtRqgq3rV1hYUYQB9CLL0wemqVckR+Z8Nkz2kQJ8lXFuSTFWS5FkbFqXsLBYp2cMd1xb48TK5XgVyy1XThw4vTj5qbm2/roS3PcT73/ja/0Rv6a3/9cBfGW1jZCVSdJT//tTT37K/8K9i9n736yvX1mp3fCxLy0wO3Oct1xT454nxullq7ztBs0Dz4bs2tKj0/M4u6yIEkGgU/ZtyVg3GbHUljx7ZIwkFVyyqc9cW3HVrh6vHPNo9TVxBDfu63DwVJVGJWb/ac3NeyVxEtHqa549Lrl2e0az7bF7c0ycSJ4/Klhsh2yYgEu3tvG1JE7g3LJHO0rZs9Hj289a3nJDh6g3zlcf7fLGG5pcvXMrD+/fwGq/9+Rbrm09tdjfqd71tu+Ld25d/0873f5yvTH2Wl+C/663v/EAP336GEpp8dILDzA9btWmddXfbrWzvc+9dPr1337spDpwusX73tRkfaPOPY/VePp4j194/zKt5nruetywdXOX9fUKc8spG2fhucOKxIJAsXky4/q9bZbbgk4/5OWjmit2tfB8n3ZXIoXg0i2G5w4ZFloVukmba3bFdHpjLLcEz74i2bstxQjBatdQCSxXb5e8eFTTixNWWorrL7Gsn0pQIiXNPJ4+4rNl1jK/qJiebLF9XY1vPObRjFf4e3cqnnppnK8+2mfbtg5/6w6PuaV1zLc3ZrXJbQ/gVQ96svV3G16S3fGm20nT1G7ZvOO1vkT/TW9/I1WU/a+cJrNa1v3l8Ll7/6fostt+/X+Ok+zHPv7FQ8n33X7ssqquhSsLmjSSrCxLnj5k+bG3drhyT52zyyF3Pxnwvtevcs2uKb75jM/uLV3Wj9c5fjblxktjDpzyGa8lgOTF41U2ThqWVjQPvZTx0CG4aptl3xbJclvwwMuSO65IGK8pVtp1Tp3TrLYsyov58XeucOJ8g9W24Lq9fa7avYDHBOcXZzi1APu2G3qx5Nj5gImqZv9pyd4t0G5L9m5bZMfGkG8+4XN8qcf732iYW5xg/zFoxRlX746oeiFzCzFP7T+oTq+eeNPEVHzzT71j4saYS7047v/JlW/98G8eOX4o2Lmt3s+izOhw82t96b7rt79RETzLEqTUEpbGn3/+2C3WZh/ptw6lX7/v+NRjL5xrLK9mBI0V/pcPRAiznucOVXn2YMIr53u8/dYmt19W47mD49z3fMz4VIcfuE3ywoE6D7zY47JdKZsnK2B7CC3wpObwOc1sI6MZWephxIn5jJdOZdTVBG97XYeV1TqPvWy5Yodgz9aMLBWcXPDIMsOezYLLdyY89pJgudPlrTdIKrWzHDxe5/i5CaqBoN31mB5LOXLOx9cRSiqs0WxZv8zl2xT3PzPBk0cT3vvGJutq49z/dMgzx7rcfM0K736dz6ETMzxz0PDCkYRId/iffmiZyXAdza7HfGtzKw12L73x5t1aKfWzQWPnI9s3jK1CZoT4mxP3/sa8k06rSbvZ3n7fEwc3r582n/J63xr77DcWa6G3SlVPMFMT9Lvw0rEGDx/ocectq2xpejTbmlYv4FPfrDFVb3HVJZp+XOPBFy2fe6jL+1/fJAzrPH3IY+NUh6mGz6k5TauX0e32qK3zSIxmsqbYOCF5wxU9njmUoqUg8FOCasqTRxW1usfm6ZgohU1TcO3eBZpdTZROkBjNC8clz72yjUCFBH6GHo/oRTDW6LEDaHV8Ts1nTI13mRmr8/XHfF44GXPnmzpsHm/w0HMhzx/rs2/XCn/rzRmvHJ/gyGnBmfmUs82Md7+pxdU7fA4e9zk7H/D8oYWGHxxodBcmObC868//yc93m61F84N9c/np+fnV47Oz46/1Jf2u3P7aR3BjLEKw9/HHv7px6/r67/zZl17Z80dfvE/9+s82CdQ6Wl2fueWQw6fg5LmYw+cyzvX6/OIPL3HLJeM8uX+aA8fhmUMJ0zMrXLsnZu+mCQ4er/L4gYxKrckV2w01v8ahUxrp9an4gtA3TFYF55Y8lpoKrTPqlYTAVwR+zMl5hZYR+7ZrnjpY4dYrVxkfb/G7X64yUw24bR88/YrPvp09pPA4Pq8JlEcYGibCDE/DYtPjzJJirNal4oPvK3ypOXzGUq22uWw71L0xnnjZ58DpHnt3LnPtLphpzPD0gYCDJxKePJJx/ZWL/NIHuyytbODQyQbHzwqOno5YbCYsdyQ2bPFb/2CVTva92VJ85aGZif7P33bLW84CB/+6V1H/2kbw1aUmUnl7Th9/9up2p/0Pnn/xxBtPHX6Kcyc8ZFbn49/q8w9/YIF6dYoo1sxO+ESRRz+2dM5W+MpjNW69fIlr9ypgAms9nj08wR8d7PD+O1rcclnC9HiNJ/dP8I3H+myY7nPpNsHsmObIWY9uP6HThWZHoLVl03QGSiJlTK8rObcSgqkwOxaze1OXh54PiEj5gdsTsrjK4dOSmQnNpimBMSkLK5pWP6KX+LQ7PlumI6YafZSSaC1IEs2R0zAz0eXmq1I2TmheOTHGgwfg7HKbG65q88Nvyjh1dj3PHAw4eCLlmaMZiWjz7hv79HvTnJ6rcn5JsrCS0OpmnFpSRDLiH965Styb5Gv3P69OLL9w6Q+/69p773ngsfsqQfXfd1qt5+IkPTQ5NflaX/K/1E291i/gL3O796kTnG2q7YtzL/2f82df/hdPP/nw9m8/fIIXjya0u5qlVckzxzRbNqxw2+UJceKTZhpjFdYKNIaT532OLxq2b2ixfgKqQUjoaRSaZ48ozq/2aTRiLt9h2Ls5oN0JOb0g8HVCYhVnVzzOLhhasUBrzbrxlLkVw/FzPhN1iUAzO5mw3LZcub2PlFXOLVW5ZFPAKycCTi1a9m2PmFuWJKlHL1bs3ZIghKXdlawbT5mZjJidjPEkNLuKIIBLNgtWVup886kKh872mZxs8ubre9y8N+DIyVmePejz0tGUowsx9fEmP/2ODpdvG+PEuXFOnvc4u5Axt5Rwaknwyrzle2+b5yffltHpjWGRbFsXsXB+kQeeOLndpMkHa9Xeth07qo/8yq/8/1b/5b/8v17rS///+PbXav955chB/CCYWV44/w++/q0Xrmz3Tt+5a+oQ/d4MR85Ijp9NaHZSupHlxKpkYqrJL/3QIjddUuPY2SlOnq9yel5xdj7j5PmEowsGXe3w/td3ePeNPifPT7H/WMDh04b9JxMy2WfLbMytVxq2zUpOnq9xak6y3DL0U4OUMFGHmbGU5Zam1VFMNGK00Ew0MsIg4bH9ATvXG2YmUs4tVvCU4cySYXbCsnNDzKP7A3xfMVUHpRKma7DSESx1BLMNw2QjQUqIYsVyS3NiTnNyIWXb+j63XJmyeUZDVuXAsSpHTltePpFxYiniHbet8L7XR1TUBMfPTXD8rObsfMbZxYSTC5ZXFiyvu3yBX/xAi9nGBGcXxun2PVbaHkdPS145EbHaW+Un3reDyfEtn1u/5aoXtm2d/fe9XrQwu27faw2F/+LbXxuA//pvfRohgkaaLv9uKA79UJD25dceW+UN18dctrnBgeMh5xYzllYSllsZ51fh0IJg/ewKv/yhZV63p86Jc1OcmqtwdkFzdiHjzELCgdMGHfZ4xy0t3nqtoaLHOD1f5/hZjyOn4fRShqd7jNUz5luKbjclS1MEgiCssGXWY8+GmPGxhHNLgmZHs3tjAhZiAyfmQto9S6MiqPoCSUoQZDSqGa2uz4l5iIyPsZZLN8a0uxlnFzUTdY+dG1O2rutQq0YIaYljQbNbYaHpM1EVeNLj7LzP4TOC4+dTTi6lBJUub7mhw7tuhECOc/BEg5NzinN55D65YDm8aLn+8gV++UMrbBwf58S5Sc4vVVha9ZhfEZxfTHnlVMwlO9vcsk/x2EuzXH+NMG+5ZfcnJ8enfi6KotbUth9+rSHxX3T7Kw1wa5d46WDIzFT64VOnDtx68ujHZNSbv3XTxJLu93fy/OEKU+MxM2OS0/MB8yuSxZWMlWbCUtOB/MiSYGZ6lX/5Y0u87pIqp+YmOTtf4+yiZm7Jcn4x5fRCxnw7ZXyyz21XdrjpUvBlhUAFzC2HnFvUnF8WdCNIU0PoG2phxsRYigFOnE9pdWDbOo9aJcJaAcKn0zNsXR+xtKrBOiqy2oEoBYtluRmzadaj3VMIZREmohF6bN3QZ7UrOHFWkxnNVENSDwWBB2kq6EaS88uSc0uWuZWUIOiDl3Lzvg63Xi6YaVRYWmlwai7g7CLMLabMLaecWYYjS5br9y3yr35shfXjDU6en2RuqcLCis9iU7C4krG4knBuKWN6ImOyoXjmsGQ1nuf2a2up8Nc/+nM/9I4Xnnpp8e+9823vsFmWma3rGq81VF719leWg584+BEmZl7P//Xvf+FX9z//rX/0+x+/b/cn7mltf/JwX95xXZfdGy3jdclYVWCMwBiJtRKQgEAIixYWX8LZpQqPH5ZcuWuZS7f0qYbgaYnvKXxfU6tIqp6k2/E4eDzknqd9TsxHtNKEg6ci1k0t8+7bVrhyd5vrL21yfDFlsSuoBn2OnrU0WzWu2ClZ7WfsP66oVzUvnYA9Gy39OKOf+WidMFGHA6cClM7wZIr2oBdJXndpl15XcuXujFYv48TZOjvWK2rVmNXIMjveZaXT4pP3wrPHMp4/1mfbxiWu2ttiYjLmnTe3ed8bLLvW18mScY6dGePIaY9T5w2n5xNOz2ccmRecXE24+pIF/uWPtVk3Ps6p85PMLVVZXPVZbEqWm4bVdkqza+hGlsVVybE5weFFmJ1q8/PvWpA37Eq3HTt89oql/syPbd+2beOuTZP3/MbvfJxvfOnTrzVkLnr7KxnBv/jFL/Dc4bepN1/3x/+rL+b+2erivHroGc3jL2c8f9owM7vC//6TC1y1o8rCSoNmO2SlHbDS8lhqalbasNLMWGmlLLdTFptwakWgK31uuXyZH3pDzI7ZGqudBvPLFRaWXfRabhqWmoaVtqHVM7QiS7efMtVI2LrOAILAs5ye9xAyYNusYsdGy8bZLnMrEc8dqnPdHku1ssKLhyep12Li2GNqwtDrw2Vb+3z83nH2bkmJIsv0mCTJetTDgJeO96l4Na65JOX5ozFzSz6bpgJ2bICt62OUSji9CL5nEcKybV3KRF3S7gV0uh6trsdyS7G8CktNw3IzY7GZcb4JS/2MrZs6/NAbF7nlUk3oNTi32GBxJWRxVbPcEqw0DavthJV2xmrHstKB5Z7kXMty1Z4F/refWGXD+BQvH53moeckzx4TXLJ3Q3b1pbO/+vPve8+/uuuBR7J3fu+7X2voXHD7KwXwqP0Uvh9W2s0TW79539kP3P/E+X89v/IyH/yehF5ninse83j2SMJL5wW7tizwf/zMAlftqLCwMsZSs8pqO2Sl5bHc0qy0oNl2EWmlnbLcssw1BWc7FkSHO29v8s7XGXZuCInjKivNkNWOT7OtWOkI2l1BP7LEqSXLQElL4EElsIw3LLOTCdrrc+RczAuHA0xa4+03xmhvlaf2j7F9A3zt8ZTbrwiYb/YItSLNEiYnIE08tJeytFTltmtbfO2ROjs2wJOHIjyqvO11hlT0eOFIxrHTIVr6rJvQTNQElUDg+wIlIDUQJ5Z+DO2uZbVjaHcNq13DUsfSyzK2be7yzpua3HlrDKbO0uoY88sVlpr559SE1XZGs5Oy2s5Y7RhWuoK5tmK+lXHtJfN8+GeW2Ll+nMMnZ3n6YJ17nohppi1+4PUpW9btY76z6Z/rqe1/vm/P9pPdXq/39lsvf62hNLj9lQH4kcOHaYxt8s+dffYn5869/NsH9+8XL76SyMcPJezevspVOzUvHqhzas5wZlVydDXjml3z/MZPL3HtnoDF1XGWVmustAJW2z4rbc1qW9BsW5qdzG29HcNKxzLfFpxrGibGu3zP9W1uvjRl2zpFo+LRaocEngQUcSod/bHQ7QPCMFHvc+iMxdiYu5+sEXUr7N7kc8uVXRKzyv1Pj3PNHo9D5zs0VxrcdGWXbz4VsG7Ssv+E5e+9t8X+4wHrJiX3PK245TLFcrfF0VOTXHNJzP0v9EijKjfv89m1pU8v7fCNpxRkgiOnNY2qRgvo9iTGCjJjSVJAGrRvaHYstXrClg0Rt17W5XuuS5mqhcwtj7G0WmGl5T6blZag2YFmO6XZSWl2Mppdy3JXcr4tWGxn3Lh3nn/9MwtcvrXG2cUp5pbqHD/n8ezRFlft7nLppjEefaHB8QVlrr7mSnv1FZf93av3Xv5HZ+bOxbt3736tIQX8FQF4miYyjnrvfuTBr+8+v5j8xrcfeNSbaCjSVHDyfMyJBUsrskxVLFJAuy8435WcWjXcfOkcH/6ZRa7b5bPaarCwUqfZCVlt+6x2NM22otmFdsfS6qa0OhmdnqHZtSx0BAsdSLKIq/b0WD+Z0ela3nFTxPb1hjSTaGmJE7jvuZCT8yEbJlJePBKCqXLpZsW1ew1B2OWpQ10WFmtcvr1GY3yFR573uGFPyFJ3lZWVBuvXWx7fr/iRN3d4Yr9m86zHYqfJyvIk117W5ZEXMyYr41y+u8N8s8njL49T0TWu32u5ZGsfZIfnjglmJxPmFhLuf86jnyikhMxYtm+I+Z6bYtodxcYJw7V7II6rLDerLDcDVjsera6i2ZG0OtDqZrQ6Ge1uRqtrWO1alnuSMy1BsxdzyyUL/G9/e5lr94ScX5xgpVWl3fWR0jJWi+j0fE6cq3L8nEc/ihmrpezee3PS6vn/+L3f//bDtVrly57nm9caW685wE3aJ47Tn/javY/922TlW5Od1Q7zK4okUXT6huVmSrOd0o0MSeqiVS+GVl+w0FOcaWe8bs8y7711mQ++OWG8WuP8UoOVVoVWx6fZ8Wh1Ne2upNWDTtfS7Wd0ehm9yNCLLO0+LHcEnb4lTg3TEylBYAGBryxaCro9hcBjekyzfb1g10bL1k1doqzNXU8oDhyu89brAm66eoWP3mXwxQTvfWOXLz2Ssmm8weaNXe59qsL33RJzz7OwYyZkw7plvvJglffe7uEFi/zxVxrcuq/KW25s8dyJPt96XBNHNbav89m5UbBtQ8bMRIyUCZ1+hlIGrSxgqQaWmXGIE49212el7dHpa7o9Racv6fSg07d0uoZOL6Pdy+j0LK2eZbUHC13J3IqlOtbiR9+ywHtujrlqZ8jCaoNmu0K759Pra+JUkiSSbl+y3FIsNaHbM8RJymILZtaN8fd+7LbldZtu/4dC6j+emAhfU3y9pqX6U+d7nFnib7/0wkMfvusbd092ozP8yPcI1k1NcnYhYKmpAI1SEPQy+rElio3rppEWJTM8KXnh8DTPHKpy6Ow87721w637+ozXGyw3q9RaIY2eT6eraecXu9fXdCNNP7L0Y0OcWJLEkmbuHqc+1oBUAk8LQl8wXhdM1GH9tGHzui7TE02+/hQ88IyHNGO89TqPqy9t89DLCXG/wS1XC5q9HvNLNW6+xDA93qWiA/qpYqGVoIzg6ks01XrE0wdDXn/tGDdd1ebpgwrsGNft8/npdy3zzWdj7nmixv6TIVtnFOsnK0zUq4zVoRKApy1KgrGw/5ggywRJKohTiBLce4zcYu5Hhm7f0I0MnR60IljoSObbEJk+d1yzzLtvbfK33mJI0wbnl2q0OhXaPY9uz6MbKXqRpB8J2j1HcVZbKcuthPPLlq6NeN3Vp3ns0c7knsvN/3HLLW/U1rZ/X4j6//sAbu15oPPTjz/21Ie//NVvzZ4/3+SF0w20v8w/et8ixsxgrY+1CiE8PCXxo4y+Fmht0NqilUUrQ+gJFrsVPnHvZr71TIvbr1jlQ3escsWODlPjVZZWq7R7QX6RNP1IuXssiBJJkgrS1G311rrXp6RFawh9qFYMk/WETbNdUjocOpPwyftDjp6qMR5UuGGf5uYrWzz+SpO7H21w456QrRu6fPxegRIBjXrCaifCWFACZhpdWm0fk1Z49+3zfOJrVXbNhbzzxi5xssT9L0yRZCGv2zfLO29osWdLk2893eX5U1WeO+azeVIy2RBUA4HvuUUoBQhhMdYZ0JI0X6yJJUrcQu7Hbvdr9wUrkWC5DUL3uWbvKh/6nlVu35cx1aiw0qq6qN0N6PTcTtDrK7qRpNsX9Pput2t1UlbbCQsrhkMLlr//wWXecqXHc6/0efm5+2aXW/rDl199kz18eukPdm9+bXpE/7sD/GN/9ie8/46AQy9++8er3uJvmNUD0+sb0G5U2DqZ8dyhOs8fX2XHTJ92V5GkAotESoVSAq0ytBZoZdDK4ClLoC0VLVjpK5aaE3zqvhqPvdjhlqtW+dBbVrlmV5OprEKaBnT7IZ2eRy/SxIkiSSVpJsmMwFiBwCKFJfAN1TAl8GN8L+LMUsRXnpQcPu1z7PQEygTs2uBz2Q7FdZe2UMECLxyps2m8yuU7Yf3MCsutBldskqTG8vUnAqKuZLyW8rbX9fny/Qknz9fZu9vj3Gqfl456bFk3wVU7Fnjo+TaPvCSIYp9Ld0xy6ZaASze3OXJumcNn4IkDVQ4drVHVgkBLaoEl9EBKxzmtdYs1zSBOIc4EnUjQ6gtaCcQmxdg+1+9p8aHvaXH7FRkbJgP6/TGWmiHtTkCn79PtaTp9Rbev6EWCXiTp9aEbGbq9jE4vpds3zLUEV+1ucv1OxZm5KZqdkAPHunzi29+cverKc7+xc309/ZV/+5WPvm73ab7vPT/7Nxfg99z1Gf71xx9GcO3feuXIsf+wfeaZ8Rv2Si7buRHP82hUFKdXBEfOSnbOQOAbahWDtQIpBEoqB26doXP64GuD71kCz1L1M8ZDQTvyWGlN8JkHGtz7XJ91E10+8MYml27p0+91uHyHZct6RZR4ZJkiMxJbgFsaPJ1xYs5y7LxgtWf44kNVzixOYGOPiVCxcUqzbb1m5ya4fFcLIxf5yJdrLC+PceOlmst3NfnWcwKResxOSGrVlG7iI60EK1Hap9kXzC0L9tkqb7yuzcNPV9g47XPj5ZP81LsW+aOvtXniYI1O32Nptc6OjRX2bujyukva/MDr25xdXuaLDwUsdQNOnPM4c8bHUwIpJQKBsZbMQGIsWWqYmEq4cl+XKEq4dEvE+98YMTummKwHJEnIuYWQbs+nG7ldrjcAtszBLehH0I8NvX5GL8ro9g392IIV7JxVHD89zdn5CqfnDYfPWF45u8xE/ZvTN27b/h+2796WXL71vj/92Mc/xY/+yA/+zQP4pz/1SYzcIv7Be6//wSMnzvzeXQ+erU5O+Vy+s8fWdR2yTDBW1VxqfTbMQKub4mlL6BuMBSEUSgo8LdHK0RRPZ/ha4HuG0LNUEks1toyFGRMVQTeWtOMax07X+PU/nQSTItKU667ssmN9TJqCsQZrXRFHCoFUAu35HDzps/9wSC3U1H3JdFUwMyWZndRsnFFs25Cxd9sqmVjiP36uwYmT49x4icel2zN6aZtHXwgYr3hMjVnG6zHViqNCxkiafcVyx7LUzGh2Ktx2+SpP7u9y4KRivBHyun3j/My7l/itz8PTh2t0epbVtmZuucH66SqzE322TfX5n3+wS6Pa5PljcPCUxPMsSlmEMIB1/1lIU9i+PuOWK1KyxCNJA6yt0o89zi/69CK3o/VjNaBvvVjQjyT9WNCLIcq5fBQbB/LIUZ40g7GK4fDxGq2mxtqY5Zbh1CJUqinve+MqU+Hx8eNnK7/X7r4j/aEfuPVT01/5lP3ed/33Afl/F4B/5A8/QzedVXPHDty5vHLqo2Pe4fCDb8t47liLMOgzUfVJMsF4zSczzl8tJfhehrUgBCgJWkk8LfCUwPcUkSeJYkMQZ0SJpZIYosQQx5ZGClFiiFKIU0E/kURZQJKFHDhc47kDkFmLg7bjxp4EXznPRz2AyzdAowJjNclEXTE1rpmdhK3rIzbMrJLYZf7j58Y4cnSMa3cqdm6W7Nq8wrdfSplbGuO6HZKJhiH0ewQywCpBmkmEtaRZzEonZG7J49pLK1x9SZuHng5ZNyGohnWuvcTwC3cu8R8+b3jpTJ3VjmG1rVhY0UyP15hoVJhojNGoJszUErZdGxN4KZ5OUSpDCpdMWNyiShLF/IImSRVJqogTRZTkj7EkSiRRLOnHkigWLkGNBVGe2EeJIYrc5+xA7gpMceoS3E7PcjJJyDJo9SVnViXT4wkLzR73PDZBFB2svuP18UcfesCavdv2fO6x+z+b3fSGH/jrD/Bf/M0/44UFpab9I+/vrZz64+dfORD+xPf28P0mR85Zzq8mbF23ykZjaVYqJIkis+6ipKlEKZvLYdollVrieQI/FkSeIPIVceKAniSWOM2cKpKW7hmkmSXLDJnB8W3DANyDBSTB8yDQgjAQVANJraoYq0omxgSzkynb1nep11b53MMx978wyepigyu3KrZt8NizpU8mVvn6E1VqnmZmQlGv9nnhCK7jfoulGymu2pNw5S7L+XMZCys+vX6Vt9/Q5sHnexw6o6hVJIHf4Iqdhn/140vc91KPL983zVLLsm02Y6WpGW8oxmoe9apHrWIJA0PgGwKdoZWjWlK6a2AtuV9HkBpJmgnSVJCkkjgVJIkkSpzyEieCOLHEMURJRjwIGmaQsLo7RIklTiE1wn2uFvqpYKknWOrFXL29RT+KOL7YRMkqNnk6XGnyscnx/k9cs8/79JlDv5dt2vMzf70B/ve+b0nOL9sP/smXW//p+PGD4RMHKzx3PKCfjrPctew/scKdtzW58w2LbKrUaPcCokSTppo4VfiJxtMKT1t8rfC9PNp4ktgXxIlwFydRJCnEiXQKQjqU/dLMkGVOXchsrpTkaokQAilBSYHWAl8LAl8SBpJaRdCoWsbrhnWTETMTbVK7yqcelPzR16aYDUOu3CrYusFj+0bDtg0rfO5Ry/JyyKXrFRMNqFcT5o5L5lcC/B0QJYKZMcn4OBw6ZllpGc4vhuzZHvLm69p85YGQqToEvo+S41yxS/Cz75zHk/N86aEJXj4Tsq6VMDueMlZT1CuKakVSCTSBD4HHQGGSAqQogRy3sDMDWSZIM3KgQ5I5sCZJ5oJCYoiLx8QQDwBdgBuiVBBl7rFvBN1E0O1btN/hJ945z/tua3PzZZI7b+8SJSmhp7n32VfCQInfu+eJDbrd13+GizN/PQH+L/7jJ/jje7Iff9u+J//NlmrcmFNTXLc1ZbENKz0BoeBbz1R49KUqc805/s57Vpid9OnHIe1uQJJ4RJ6Hl2h8nRF7Gj9RRIkk9lwp3UUc4SJRHpXSFJIMsswpCca4hMsYiy10QFzkFkLk6ozA0w4gYQDV0FCvpIzXU2bGe0xPrPLwgZiP3V3h4LFxto957FoPm9f7bF4He7e26KYtHt/foKI8ZiYU43UYr0dMjKX4vkYIt7h6kc9yK2G1a2l2UuZXfLaur3PTpfPc/USXg2caVIMET/kIMcauTYoffcsi1++d52N313n8xXGWOprZRsp4NaUaSiqhIvAEged2OK0kSpHLhw7lFrDWut0rB3qamXx3y6XF1JBmDtxpAnFqh/fEUZJ+KhyoU+imkk4K3b4lSftMVNr8ne9f5B99oI8nayysNOj2Q5qdgKXVAJlqvnjPfKOt4v/4m/9om/8//sjv/9HYhr/91w/g/W4HqdTf/siffPrDX/zW/NQVOwIQk5w4J5hcSVlqZix1BFVPMdea5P/8jMf+owu8+7Y2b7y6yfoZn3Y7pBf5RIlP7GniRBMkTt6LfTWoqsWp23aTNNe0M3LpjzxyS4xlCG5XpMwjN2jlCia+55LaSphSD1MmGhEbplvMNbv89hc9vv7kJMsrNXbPCLbOCjbN+myeFezY2Ef7q3zifs3RUzUuWSeZqEvGahlSRpxZsARaIgVYK4gTzbbZFk+Q0eoqVlqWueUKl2wO+YE3Nvn0t3yOzwV4OkEID2NrJKnkuh0rbPvhFl9/usvHvz7JU8drbJoQTNcyamFG6AsCT+B7LlfRCpc4SzEoWVvcIjMWp7RkDvAFyNPMUToHdogzVz2Oi+JRKuhl0EkcsHuJIekkbJ7p8Pprl3nPbV3eco0gS8eZW22w2qqy1AxZXPU5v6Q4cS7j3Gqby3a1pw4d2fUbV1z/Q2pl5YO/PzHx36YY9N8E4O32Ehn2p+ZOfunDW+rPzS6oBkmWsWk2IzMeWjlaYDEYm2GtZL7b4M/v83jg+SbX7G3ywTu6fO9NTaYnfHr9gG7kkyQeceoRJ3qQKKWpIskcX08yQZpKskyQGTHk2kYwYCV50ioFOb+3eMrge4bAz6gEKfVKxPR4h17S41svWD757TEef3GcCd/jik2WDZOSdVM+G2ckm9fF7Ny0wvPHe3zxwRnGlGZmTNCoCRrVhGY342uPhtR9ixAOWL1I8+5bIr76mPPENDuG+RXN5tk67721w+MH2uw/5FMLUpQUDuSmSj92XP9H39zkkg3zfOK+Fo+8PM7JlQrrG4Kx0FL1DaE2+B5oJVDSLWQXyaFwZ5icqhkz3OHSHOguQECSCZIsB3Ym6KeCbiroZLicJ46pVbt84K0rfPAtLa7dY5gZ92m2Giy3qrQ6FZZbAXPLAecWJecWUs4vJlQDQ9bz+MifH5y9Y/7uD//we7/HNFsrfzjWmPirDfCFpTbTjVWQ+sfuf+DR3/zInz44Ffpn+anvlYQ6YKUtESJESk2SWnr9hH5iiDODtZIlFXKq7XHmsSqPvdDmM1e2eP+bu7ztlj5T4z5xFBClHnHikSTeQBFIM0Wa5QWbbAhwY/PIbYaWGyFsnlSaPGk1+F5G4CdUgph6pUdGj28+LfnTe8d58dgYIgnYPmHZMG6ZHlfMTPqsn5ZsnEnYur7FqYU2v/PlGmlUYfNmwXhd06hBo5ogvJhWr8Z43SKEwFpIUslkoEhNSjvxaXczVlqKMwsV9u2s83Pft8pv/FnAiYUaWiX5wtCkaUg/lqyfCrhud4srd3Z46cQZPvntCnc/Nc7ZZoVaoKj7UPMsvrZ4CrR05XwhRs1HBrDGLbrMCDILaeYSxiQTxJkrEvUyF7V7qSVNU0wSMxV2efsdq3zgjja3XZEyFnrEcZ2llYorpvUDOn3nU19cEZydTzm7kHB+1bDYrfDi6ZgffcdBJm1r9rFH67+5+5Ib0mdfPP0nl+1qEFS+e/MTv6sAj6MeC2bi+8+ffvi3Th7+WoMk5r6XJqmPLfKT71hlx3iFybExAq/B4ooC4ZSLUMOYb5GALxTttM58FPClx6vc/2KX193T4X94X5vLtraYHVc0qpo48YlTjzTVA5BnBcCNxFiJtY4S2EFCCVIYVF7i1zol8FM8FdPqJSy0Ev7950KOzU/w9P5xrPGZqghmpy3TY4KphmJq3GPdlGT9VMqmmS5T4yt8/RnDUy+Pc+VmwURdUq9KGlVDrRIjvIgg0Gjlfr+1kGWSXqTp9RNSI2j3DO2OZbnlcX6pwc17O9y0b5VP3BNSWVZomThAWk2a+cSJpBd5TI+HXL+rw/W7OzzxhrOcWJB87O5x5lernF4K8JWk5gn8goZJl3gOAnlBVXCRPLWC1EBiXPLYTyE2FrIU0gSpIjZO9Lhym7seN1yW0ahokqROsx3Qj32i2He0MvZIU3cNOn3L0XMpR85b5nuWRq3JD7+5w9uuC3noOfjSQ9+YuvPd9rfe+oabVtqd7he/m5j8rgH8+ZdeYeOGGfWVL//p7udefKVx+GgPT2q2TBq+dN86vvZEhx95yxKBXGZ+OeaVU2N0uk7H8pQl1O4z19JSUZKO9ummmqW4yt1PjfHwyz1qQcRPvKPJlqmUbRt73Hx5Gy1ci5gQjq5keeuascL1RuY3gUVIixJOy7WkIFNeOiZ58oDmK4/XeelknTitUteKmYplsmaZqFqngzc0k2OaqXHB+smUjTM9NsyscP+LER/5yiwbxjUzDWjUFI2aoF5NqQQRD7+i6Mcar+ZAZa0gTiWhVlxzSY/HXhh3xqdexmrLY3E1YG5xgp975xynF5d47NkZPAmIBANOXUo8oljS6Wkm6iHjjRo3XdLlDVd2+eE3LXDglOGrj4c8fqDCK0drpEITRYpuolBCIoRYk3jmNQFrSI3FGoMnMsb8mJCEm67tsGNDn83TCR96W0TFV9RCTZxUabZ8osQjyaljnOhcBXPXdqKecvmuLgQttjUTAh3zw29KqXjjnJmfQhBy2aYWR/Y/0PjsyvzuD/zgB9X5s4ez9Ru/O37y7wrAX3zxRbZumvDvf+jRnzx+Pv432AWu3hNw4LhguhGTZnC+Vec/fLJGP8kINGwck0zX3Nbp5Z2hUlqUAl8ZKhn0tKCfaXqZppeFtNsZv/mJCWyasG6mz76tfabGUt7/5h5bZ2OSROR8W0IpcpPzTykNQgo+c1+F54/UEFpz4myVM3NVwopiLBCM1yyN0NAIoV4RjFUVjbpioq6ZGofp8ZR1U302zbbI7CqfebBBr1Njz2ZLo6qoVyX1iqEepnhezNcfC4m6Em/WdYsWFKVWUbz9dT0eeMbQiSSdXkarq1lta84vVblsR533397i6ZeqnFiuo6QBkpwveySZU5P6saTT1zQ7PvVKlVol4rLNfW7c2+fUfJPj51bRXsZzRzWf/nYVoZQDt5CjF9EawIC1JHHGtnUpH3hzj+lGxt5tlnVTkKUeUVwnTT1WWl6e/zhQu+fO5pzkeRGA52Xsnoq47aounpfSj0KWmxPMLbte0E5PcuC4T7Vynn2Xbv43hw8+0q2P7/yjo4efj3fuvuqvBsAffeEEzxxcuOTc+aO/vXTmW/KmS2vMLQfUq4J+rMhMiq8NU1VBnGqkgEAblHIVRCly957EVSmVy+TDzHkpkkwQGUGUeUTGIzGw0Gnw7ecNlowvPJ4gROYuknUXCXKxxGmBCKEQQiKVIk000mg8LakHsGPGUvMM1cBQDaAaCGoVSb3i6NBYXTLRgKmxlJmJiI0zbTJW+PefDXnohVl2TcFENY/eVUm9klKtxNSqPSqVKoGSKJlzcBwdSBKPfk/QizLakfO+t3vGtczVfE7PjXHbvohf+ME5/u2nNSdXA4QwWJtgMptHTEk/8uj0FPWephb6VCsh1aBKGCTUKzHX7YnxvYQb9qR86I4uWqV5EcgghB0l5TmlM0YihCTwFODTjzRLK5osK6ig2y1To0hT6XKgVA6S/TSTI4l9s1OhH3tI4eoUnb5Hs+Ox2la0utCLDMfnNOG3vy1/8N3xb1f9lQdt3H3xu4HN/2qAf/u+P2fLBln59qP773zmuZfEpqmUxbal21MoZakEjhcraakETmctyu/O/SZy2cqilXPBeRnDrL6QsIwgNZbEuMpZbCSplWRGk5iALP83yrdBlVKAFiJfQBBWLKG2hCoj8CDQEPqWSiCo+JJqRVINtQN4TTBeN0w2UqbGI2YnO2ycXeIjXzF8/O51bBlXTNcNjZqiXlXUqlCtuDmF55YMR84FhL5bwFA4/QT9WLNjvWH9dJ9W36fXt3kUl6y2NfVKSL06zofumOfoufP83hc3oaXGYshM5j6LVBPFil7sTFHdUFLtayqBRyXIaLZdjuF7GZ7O8LwMLV2jhJSunC/yu7OuCEDkIBc0Te6yNC6vyTKJMSqXYN3XaSYGyX3xvKia2vzzj2OLEB7WQpzmu07uzU8zSy2UTNHH9w0HDzwjXjlp7kzUJUf+85//We9DH/ivm7/yXw3wNKn5z728/EuLC6d/abYay+cPTnFuXrFzvRObA19hLWiVESauwpjZIsjaPBEEY4sqmyUdFCJsXlovPx865Uzx9/JEqcy5gbyS5xIrLQ1aglZOWfCUwNPW6cZaEAaS0JdUAkUlVNQrknrVMlbLGK+nTDYipie6bF23xOOvRHzivo1MhAHr6oZGVThwVyS10FALU+rViMcPwnMHquyesTnvHZbNe5Hihr2WPVt7PPHiON3I0utndHo6B7lHNaxQCcf5odcv89wr8zy2fz1YhTGZ+5xSS5rYgZ+kF2mqfUslVIS+IfA9Aj8j0AatMzztLMZKDZtGpLAgLIIhnxsm5yK/LrkiZQr5tSTF5lbj4us0K/68GFxbyK+RgSR1led+JIli97OxuubaS33WT0/y4lErGxPz/+vWzRN+JWj8KhC/ZgC3dkV2e71f+ZM//dg/XFmY91daPhsn3NYepwIlXWVNCKfJ+p5xADc2l+9yg36hx1qbf4hDbXYA5BzkJq/EFcUKa+1Q42Z0xy1K1UVBR8m8Yqlwpi3tGgYCTxL4ijBQVAJBtSKoVyyNasZYLWW8HjE11mPjzAqPHezxK3+8jpOnx9k5bRivQqOiqFUUtRBqYUYlTPC9Ps2+RUmFpyxSDl+ZA4IkSX0alYRuauhG7nyebj+j3ZU0K4pqOyAM6mxfn/CvfrLJv/io5NH967AojDVkmSHNUuLUECeKfqzoBZJKpAh9SeBbN+1WGzzP6f069/YolXdF5TRFCDvav5iX9ovgY/OonOWAz0wxj4Yc5FxQezCDv+t8Ks4eIPKyvysmZQZ8T7LarmKsYXos5uipeb9SCf7xW9/5s97phc4/3zxT+0uX8//SAG82OzSb5ldfePa+f9BeOhjOTlSRIsRai+85IBUXU6eSVOeVxsy46llmc/11CNrB3Q5LycVztxjEIPqX76wBeE67BzRICQdupZxcVnjJPS0JfDcAKAzcSIZKYKmFhno1o1FNGKvHTDZ6bJxZ5bEDXf7FH01z8OQk2yadwlKvSGpV6aJ3xVINM6phQpLF/Od76kil8KRFiaFMaKzIdXuPH33rCt94KqYdB3Sjol9U0e4omoEm9AMCr8HeLSn/+qeX+OU/Ejzy4jqMlWTGldWT1BnNotgQhc7uGgSC0BMEvqts+toOKrZaGaRyCb4Uzrk5APiw5AnkQQRXS3BqS04/BqY1B+Qsc9fGrAH4APg57UxScq+LzamnRSCIYtcCh9U025aXD58N648+9D9+/9vuEN1O+59Ua3+5SudfGuCrS0ewxtz08osHKktLNabHPbaudysS6zwfLlKR9wgKkoT8wrqycGZsHqntIJqPRPdBVM8jgc1/lofscuQubgXACw9GUckrorfrBnLg9jzp/Bu+IAzczJNqkFGrOHA3ajHjjR4z400eP9DlV/5wkpdOTLN5QjBVK1GTUFMLnX+lEqZUghjPizizNIGnBEqaXJYbJplZJklTxYYJS5omtJKQXmTpR66hoN2XVLqK0PfwvRBPj3Hp5pR//VML/NM/gMdeniUz0gE8syRplkdyQxQYwljS99WAgnkeeJq8zc+5NLUkpykg8seLYNzRFfKiEGJQHDJ5cWgI9mHRqOx3KSwTaeZoVZx7XpLU+WCMKX6Pu/5jNUFVKJ5/6unKjs3bb5L/FTPK/1IA/+wX7uKeR0X1pu1/6O/dusrm6RBrM/eGM0GSyYEvxFkx89YpnRuiMpFTFUdFBnc7CmpbfG8QrYec3b7Ka5NiaKKSEqQUA3Ar6WZtD+kJhJ7rHKqElkrg+HO1ktCoxozXekxPNHnqUJ9f/v0JXjgxw8ZxxUzNMFYR1ENJNVRUK4JK6BaHK/XHPLZf0On7hIp8kTkOXjQhZEaQpJpaqLj58jaPv9Sgmzia0osyuj1FO1AEvsL3/Jw/j3PZFsOv/cw8v/i78Mj+WRIjSYzJm6WHPZiRLwl846J37k3x8sXt7uQ0ZUjjZF7lvRjIi6KQLQF84GkxQ45tcjoyAvCs5OzMge0cikXvqHMzFhaBM4tu4XTTeZ478Qn/i7/9w9VnHr+re+2N7/hvD/Annj3Npk2bxr/wxc/8zv/9Gf36l0+k3Hn7PNftFsyM+3lzrz/SIeJF7ug9rYotSpAqVzVzq90OOLYtAF4CtBkAe9gUTM69BxdDOEORkDm4c5ORGgAcVO4Y9DT4Hq4TyM8NVkFGJacX9UrEWL3HRL3Fs4cjfvn3J3ju+CzrxzUzVcNYBWqhoFZRVCuK6iB6Z4RBSr3a5/7nfFabIRMTwzJ5AZhhIFDMTinuuLrD/U8a10UTmxLIJaEnCT2Np320riCl4bItlg//zDy/+LuWRw7OkhhNkjsAne3VAShI5MBd6GvpvPRaoKVA6eKzYfD6ikVYUBVRuNIYFoTW3keAXgJ2sTMbMzRxpanbbeLEEieuacI1Vlh6saAVCZp9mJyMuG5vm/fcHNGJqq9/5sWDf3DtTe/7+bRzfFXXtv+3BXhVHqO7fPoXlxePffD82YikM8mvfqzGdZct8c8/tMimSZ+psaqbS9IN6GrPJTaRRCqJKoCuc16WDbe6ciQYgvtVIneO9KIiN+DesnDQDXl34RjUCufP0BbPc43FoW8I/YxKmFINE2phRL3aZ3KsydOvRPzS707z7NF1zI57zFYzxqo2B3cevUNJJXDRPwxSqkFMaiLacYBQEq+I4AMOXnDT3CCWeNT8vrMLxCETBcj7GV1f5UeiSDyt8XRxAK3liu2W3/j5Of6X/2R45MA6EqOJMkGcFY0JgjAxBJ7LiXxt8t3LtfypfEdzn0/elV88loxZg4VZznXWgNsOEv9hV79TulyuNVB8il0mtvQTSzeydCLBak+y0BVkImbjTJt/8qFlXrc75Oip9Swu9Nn/ytEPxuqZI1mW/NP/phHcxEcR3rZtD977b668dPNhtk4onj2oSDOPx15ex8/+u5B3XL/Ce29b4ZJNfXxvDCUr7kMSKtekJYkElYM7yxOSkYSyyL4HH+CwKmnLe2YRtctJZbHd5h06Kk+mtLZ4ygHb13bgHgy9LOfNCZUwYqLRZazW5rH9Kf/kI9M8c3QdM2OamUrGWGip5+CuhE5OLMBdCTJCP6VRi9l/3HLf0zV8KfGUyZO4IY8skq8kU6RG88brEnbv7HDkZIWZKnk7mOuB7PbzKKwVWnsoafOikeXybfBrP7vIP/1dw4MvzdBPKkSZJE4t1ZzrBh4O5LrYvUxOUSRSZYMdTklRArgogZwL+MoQ5MOddRjJ83zK2Dxo2ZLf3PnLo9jSi6wb3tSRzHUNu7eu8L7bl3n7dSnrxxscPzvDoy9VeOpAjPRPcM3iQ1f+7E/8wranXj514vp9W777AD937jztaGL7qQOP/Lsv3B9//7P7O7zrpgzPrxLqkG1jknMLE/zHz9a574VlfvWnFrlqu80LAE4rxYrBVqgyMci8s2zI5ewF0eEiEcTFljyCrwG3sEhVyIIODFrlUVtbfG3wPEPgGQI/JfRTwiCmGkZMjnVZaXd54EX4tT9dz/OHp5nOwT1esdQrglooBlq5U16Mi96+A3gliIizjH4vJFRukUlR2vopqoUiTzS14/I6chc+ESWAG3w/w/c0nifRSqGkNwA4Aq7aIfi1n1/hN/8s5ZEDU5xtNujXJOOZpZ5awnziQODZXPsvlBQ7iN4FVSkAPni9+Ysu43zAEPOLMtxZh7RyqIQVFGVow3UdQZZe7Jpe5roZ1+xe4H/7qWWu2emztDrF3FLN9YvaDrOzLd5yfZfa2Oz3v7L/ieyma676H+fn5o7Prlv33QX4mTMnCcOFG1/af+TO08fOsLo8yZcfiAmUM9nPNgz1QDBTVxw7NcO/+pjiwz+9xObJiHY3wFOGTLuPyo2AEGTK6aZW2aFm+h3AvZYVFhfBjXsoorfN6YnNXYMucrsufJOPmcgG4A78HNyTHRZWenz4P1f54qMzLHYmmBmTzIQ5uEPHu6t5YlkJJNXA5hHcce8wiIGYe5/1WUl8pgJG/NiIMnd1CzxONI1A8+Zruzx2MKadBIwlhih2w3r8yHnVfe0ArpVFSQ8hXYEGC5dukfzb/6HFVx/r8at/uI7TixP0xjXjvqCeGqopBIkbvewrN9DIKxJNKQZJcPFYTtTLC1OIQa/ICFUpOoXK+ZIp5VJup86TybzbKskErQh2b27yyz/SYefsJIdP1ml1A3qRc4Zeu8vgeVUaYYPnDp1jff/AnUcnKv+53+8d/65G8FanTb1a27P/pfv+vug/y21XhGydlSyuesSJM+mkmRvlO1GzTFYFCwvjnF3osH7MOfuEdPpr4Q9RarRYYMsyYJ6pl/LJctzIKY/7oItyc6ECqALgyqKlA7ZWDtyezvC9DN9LCf2EwE+oV3po3eX+5zL+4GsNvvLQLLFpMNsQTIeOljgJsNDJVX4XeeQuR+8ErSMefnmcbqzZUC1ez9oIXtAySZIqQk9x02U9UuMA3ksE/UINid3INU8XEqfKgeiqjw5sgulxwQff1KEenOUPv9bjgZenOJ9U6IaSRmqpaetArvM8RNk8L7E5yIvPUAy94xIkwyheVuvKl6QMcFumKnZIx1zXEM6taN2i95Vh67RgpjHDKydrtDoe/VgRxa4gBAFRAosrcOxMRHbwedZt2vH33/T625+J4/Yh3/+LtfG/EOD3PXGY3/roXdRr4xvPnnv5DbP+cW7aN0GjNsb5ZY92x9KLXVbsutgNMxOwR2iaq5s4ed7mfhOBlBaN01tVXrgZlOnLXHsQGUrSQ1m+EnYNNSmqcs4xqCR5J74ZRG5POS9G4CX4fkLoxVSrfXy/y5/erfn1P5nlyMIkXhCyvi6YDDIagaUWQC3vsK8ErtoZ5gUh51/J8p3A0ZPFVkYn9vGVwpd2kGCW30rxfrPcuxGnHhWvz/rxHqvdOr1E5OPWXK7geVku86lc7lQO4COJq3M+fv/tHW7Yt8CvfazPx78+w3Jaoxt41DxJQzsPTqDBVwyaIXRR9Ml3PjmgKsMCUDmolMmKHfyPESGgrK4UylghHwoBgbZsn4ZJf4JHX/QRuI6spOjsz2lau5sxv5Jy8GzG5btPMFN5+A1Zc2ljr7V6yNoXEOLK/zqACwxvfdNt20+fOPCRF58+xktLDabG2uzcrPC8GistNwGpnyiSJC/0YAl9gTEezXZCtZIOIoQQBquGYLZrwF14F9b4pvLXYofRJK++yTLApUVJ4xbSIHJnOchTfO0oSeBHBF6P43Mpv/fVGp9/cIqjcxM0qh6TIUwEGfXA5qX3AtwyB7ccFIXCnHsHvls4jVrE5x7WHDpRIVRuvNygXYwhygdjHKzj4UmquXQbvOuGNn9w1xSdqqaROKUhiPO8QRm0lk79UJRA7pXCqtsVtk5L/smPdLlyx2l+9yuTHD0/xnJaoetpakpQzYHuS+sWTq4yDXa/4nMt5EMcPx9WOu0IHx/8+lxLLAPcjtCY/M8It7iqoUBZyeGTEPju382M6+yPEkOvb2h2Mk4uWnZta/PW6z2eevo09ZmrP7J9++vfkaStv5CqfEeAR1Ef3w/Y//Jjm23v4K4NjT7X7dZcsb1P6HnEqSLwPNo9TT8uJjc5CuJ7llqYIZUdzPsros7wDYvSFjd8PowMRdi2IzywALZ7zE1DObidalJE7wxPp65zR6cEQYSvI9pZzG9/yucPv7qeM0vjGFVhckwx6VvGfEM1j9zVQfle5j6VnJrk2vkA3L6rXkZJzKHTAZ04YCLIVZyi6FSoEqUdauBJSTSNmmbH5hgV9GnHdXq+oJI4xcHP6ZWXUxRdqB65MnVh8qqYGevyc9/f5c43nucPv9ri9z4zxWKvRk+HhFpR1YKKsgSpddFcOqqi5dDeUFQ5L4jkjNKVAbhLEd2Wv1cC+UAMUI6bt3sZxlo8TyDzhZGkLgfp9i2rPct8W7J8PKCqPaarKaZycteVK9Obb7jmhuNZlqLUq8P4OwK821pA1uszQgafevzZp70b9q2yYTKmUc3wdY+pMYWWIaFv6MfFiQjk5iqbJ3Nm6H8osv+RD6YMbIG96CuxJTnQDoA9Qk9k7pJTmQO4ztAqw/cSQj/G92Ka/ZiHn5f86d0NPvPgFP2sju/7TPmCcd9Q892c7ao/BHcYSIJAEuTUxBWGcmUiB7jvucrnsXOWB56qEiceQc1ekGAWt0GZO7eixonC8zR33NDmE9/scPB0jV7oXHeRZ/FT8BKDFxuUkk63lgIp5HC4D8PdMDOS1EiqgWbdeI//5Ye6XLY14uN313ly/xgLvRp95eN5mlALKhICmcuohbwqrasnCEogH/WsrDVnlR5Gr2fpohbXzOY/tUCaZijl8hSnmUM/sXQiWOlJViKBQvLMiT5bxmPGjz7hve66mz41t9C+ut9vL/ylI/j55oQ8fOLQjScO3z+W9hWfvnuCZ09G3HbVIv/4gy2mJ9yL9byMKNYk6dDoLoUdNPVqZQbUYS3AySP1xTwlwyeuXxNh80KOm79X2D0d77ZolTmAq2xAR7ROaHYSHnpR8Md3Nbj76TGWm3VkJaReUYx7loZvqHqWqm+p+ORR20XuSiAJfUXoC0Kf3KFncnAbAs/xb6UjXjkNZ5qhK6zk/Ha0cDL0z7g+yNxiaiRxrFnXEOzZ0uOFkyndxCPKZ3z7sWvr81SWU5SiUANyTWfOoHSey5BJ5vzhH7ijx9tet8K3nmnz0a83eHJ/g6V2lab06fgaXwl8KQgkrodTulPqlBguUiVy2y+jEXytU8Su/aL8ZwUoIQYl/CSzRHnSXFCbJHUDklqR4Fxb4ocdfumHz3HbZQEvHprl6GmPu+6+d+x9785u3LF7z118h+FB3xHgJpoLkoT/9OCzx2p7t3SRssJjrzT4zIOG1199iu+7qYUxbtprFLsud6dl53KgLGyZxoFSWmTOo4cfjB0kkxdaakreiEHULlSTAtgmf8xQMsMv1AyZsNBOuf8pzdceqvPFB8aYb9UQYYhX92hoGPNcJ0/FI6cdUPFFfpe55TTn3b4gKKJ3AXCd4vspoR9jbcK9TwecOFdhelLgSZPzWDFs9C1d9IH9NKcUvchj2zrBHdd2+fyjMZ3Eo5cIQs/ipy6KR4kt7VJqoFcj5AhNcXc5bFQwTm+vBBEfeFOP77lhiS882OarD1W5//k6880qPeHT8zXaU2gh8KTAkxJP2JxqWRSiRA25eCT/DjeRl/8HFuZcsSksu9YOO/q7qWA5EnTimHfeMM8P3JrQbM5y/Jzi6Fyfm2cP1QSv/0/z5+YuA3r/jwG+2MzI0v7fWph7bFxnPb76iMb3I4RQtFpVHno+5J03NmnUFEIYfC8ddLabnHaInMcJYQYfTBm0Bbcud70Po8IwoWSElphcDjSIHOBaZ/g6IQwT+lHGwTNw/Kzik/eMcdeTDeZXauCF6IZHVUnqnqWuDRXPUvEg9By4Q8/NJHQ2U1m6i/znNge5GYDc91x72pGzhheOBeB5+TZvSyV6MfLmCn46sJlmgjRz45yv2BGxb3OHA2eq9EJBNRUEiSVS5NKeyaN3oaYUEuSQqwx09lyKNEbl0wc8+rFHpRLx42+PePfNq3zjqQ5//s0qx8+GHDhTJV4NSANNX2tnrZASBej8sYjkA+rChV7ytUatgqGJPNkWa/6+zFv5rHUd/X0j6KSCVj9lQrW45coO49UKK03D7q0d9u3UvHgo4cEnn6dSqXzHRfWqAG+32iJJ4l948ImXxjdPS1ZWxzi3lFD1LMSCx18KODmfsW9LF2stnvbIMp2PbBAXJIhD7jZ8LF/xEXCXFsLwedGBYtzoB5kRBG6SapplnF+Ce76tOXK6wn2PVzizUuHI2RoEAaqqCbWipi01bZyK4LnB+aHnxrU5EBd3md9VDnByzp2D28sIPBe93cKKObYA+49X8eSoPDigKAz94EP5LFdSTNHX6LFvW489s11ePJrSTT3qiSDS4OczAVUJ4FIKhJQjkRzWGp/EIJlN857KJPOIPJ9GJeZH3xpx+5Utzqy0uPcJn6OnAr7xdJWzSyFZz8NITeIrhJRupxDD3yfyZbWWtlwM7IPPgFIUL+0AxjoXYmIFsbEkaYJNemzb1OaWK2O0VyGKfCq6xpl5n7nliN2dF6bf+raf+/tR59RvBLUtF03fXhXg3blPk2UZM8ECvtZcf5mg2fZYf7bLutkljp+PObcA113SRYqMxPddI2qmsFYOPMTDtzkE+uhtjdG+ADZDOiJE0WLl+LUXZCSZ5egpwQtHFfc8XuXFYz4vH6vQigKiOADPRzU8AiWoKqhqQ6WkAwe68GkUtlnnCw9yWuL7Ct+X+QKwQ+7tZa6y6DmeH/oJ1sTMLUsiG6C1xJcWXZLZ1gTwAciLKbpFf2Ocegg0M5MxUvXpJB5dLZzSkQwNYy6nKVcey0K7LBXL5DCSlwYjeZkajJ/oRj7rJ2K2rku4bmdEL+7xE8eavHjc557HQl44FnL0ZEiSKggUViqMkKU3J4cxujBorbnmozxmLYe3+X+uh8BkGZgUshiiiA2zMbVKyreezjh2SnL4hGKlnRAlgm8/Gdfm+w9/UEr1G/+PIviTj93N/MqKOvjKY+LAmQQ/iHjPzcv0ojpvuqHF9KZzfPpey0e/VqUT9fie62OsSdBaMF6XWONOMjClHr2RFb2GtA2WgnC6u8zL7EJahDQkuWQkBBw/LfmzuwO6ieLZl0MOnwpY7PhEmQ/aB+WhGgpfCioKqsoSKtw4M5Ubj5SL2r4nXNGjDG5P4ue0JPCdPutUE1cy97SjY64imlAJY+ZXMu55xA2/mRgT6DyhliUcrL3ZogAy4OKSKFJMTynednOfbzzZ42SzRs+TjqZo8FKLlxSada6xy8zJhZRnncjB7zBWl36HA7qfKTKtSD039iFJPCelegk1P+H2K1JuuizivW/o88opyXP7PXqx4uP3VDl23gMh6fY0WawK+yZWF6tYYEsurQvD6uhKF6kdfhg2o1pN8YIEbMbbXt/j/Xd0+cPP1vizuyeZmtGM6YReGvO9t/Twg4C0d0js3nm9+srXvpW+6513/JcBPDMQhOO/vbISXNVtVWm3DKfm4JpLmkw2WtQbKb1OwF0PNPjmUw1mpzKszbh2T8IH7uiRpW4W9/S45ZorEmrVfOzG2jdYrGBhB9m2lJZmV/Dc8x5LLefae3y/x5cfDOknrqB07ryPEZrEehjhgdaIQKOlxFeCUFrCHNiBsgTKOg+4zjVfPYzcftGXOQC3yns0xSB6+57B9wuDVjaI3r6foFTMt59RfP7ROsrXTm4b4d+vHsELLdzxcEmSKfp9j3ff0uOLD7f4+L1jdNKQWs7DvYKHJ0VRxg66hYSQA4DlKX6J65cAblwkT7WL5J5WpFqj08wBXWUo5QbpT4Qpt+xNuXlvghUR739Tl37ixrl96cGAJ/b7VALBYkvx3Is+ra5ElDXRV1vZuNJ+LTRcfV3C7HhGlnf3fOCOPlfvSbDGsn7K4FcNLx72ONMSLKSCmarght2adeMN10zT56qxeuO3wf7cf1EEt1kbZK3xh5/47N6xsQX19ltjqr5mZiKjFraJ0hZ//JmQ3/nMFCtZFbqS+Y7jya+czvjy/RnYDJsZxiZSbrwyph4azKDXLAf1xVZ2rjqsdhRPvuDTaiqklkRGElntIpPQuLnAGqRGSoknhQOztATS4EsHBF+Br4Yz+hzIxbDhQbtGgKLxuAxuF+FzW61XRPCsdE8JdIK1MWcWfeIoJBiT+HnZW+WuvJEqZl7oGWrWogRySWYUceIxUVdsmY7xRZ9eGtBLBRXthmAWHpKioKVk2d4qB7/L/Q6ZF39MaQi+yTvgS6Mf0iyvG6j8cK+UJM1QiaslaJUhZcrmaZPvGIbLtvaJbQ+pDc2m4MkXPFa7jjZ9R2klF8aNgVpoufGqlLFxsClgJL6USGfocJ4VkfHzd/Zp9ub52Dclq3GDV84qVu+z+F7M3p1L6vun5/Zu2ffDjXPzndaG2dp3Bvixk4totfIb0cqJN33zYUtQTbjh0hW2J32eOJTysbvHefjlMTJRRVY0QsiBdTKzlmYxfEdktJqGc/eXBvIUKf7FVO/ytiYkpjhygfxRqEGSI6TMpawC1HnZWZIf3FroxqVHnXfSK/Kj9xiA27V1ueH6gS/wNQOLqYvgeRTXBj+vjnpeQhAknFo0fOwbNdA+nhTDBHNAT8QFEbxc6SuGhDqwuaE6ceLxobf1+ML9PV6eq9PJPKqpG4jkXIB22ImjiprAMNkbGEcGu78sGbyKuxl4YbRWeJmbl+LlQHeFM1c0c77x/Lkw+eCgDC0swmZMVy3fe5sBYXL1q6CcpYBm84Vni9fmcoQ0C8n6Kqe0kl7+OFDWpKURJPzqT/d5z+0n+eg3xjm7UmXHOstNuwWerPP083NvWr/l9G/YLPs7f2EE/8JXvglIP+6e5Lo9kodfnORf/UmNoNqj15N0eyE60FSla30qqlI2H9yYWU1SGGuszaNHAe78kXI0L10QhjyuSF6ElIMWNCXAE66sHAjnFvSk+1pLck9F3j1eGIk0pTko5CezDbvqhwCXA9oS+HbQ0ub7pjQ4J8XLo7evE6SMOXFesNAKEVoTSEboiSy9nXwZDwo95aaOMj9OM0Wcekw1Irat73HgfEQv0/QzCDKBl1m8NOfhKQNlaVgvUKPBIseXm7RrSw0mBTUy6MyQKYnSxfHlKjerZci8SFfchTQoUUzGMgPpVpRqFKxVzCg1LhcCRA7wzLqcrUi2TQHw/HULAT3pvEQ3XtLnim1tWr02taDGoy9s5f5nJNNTx9j//Dd8Yy6s91wA8InwFUcV/B6NDZbpyVVeXqxyZmGSmmcYnyAX/82gC5tc4snscPqUk3skiZXuZwZMKWMeCeIll5oQhfSUj3sQoEX+O0UO2pwCFM8H38sbDIZWUAYNtr4SDuwj4Jbu0S+AXiSfObiL7h9tBhTF046f+n5CSsJXH64wt1DBG1P4ZQ9HWUFhzY49YisVa5JART9yE2zfeWuHh5/v00pDulpTSQ1xXk5XclgwKQxnDmjFbyoSzaHH3kmH+UwVy8CPr43rkdWZRCs5OIM0zYE+LKaZQYFtULwrAbz42i20olg/XNQMilDFQKEc2FZicopW2BfKUrPIq9XNThXfy6iHGWcWLV94OOL0XI3ZFnSzoxdMNrsA4J/8/DepVqq3ffXer93Q8DtM1DNOzltsYtk+llLx8lEDpe7rsuSVFQPUjchHrLkpVakVJNY9FhOo1uA793YXwr91xQVR9DPaAdiVHHLcYp6hexSDUQhlYA/moChcP+LFAF4knAXv1gUtsTnfHvWS+16C78WcbxqePlwB7aNzeqJLBqWi2ifWINwihgOLBs0BQ16cZook8bh2d8TUeI/mSpVuqqgq8FL3XlRm3T0pA9y5NYcKnBzYjgetf8YOplQZZciMwDOCTEkyZciUIM1BXjavFXYIWYBclKrT5QpzOYIXVWs7LORAsaBdtHbj4GR+ONbw66JXoCw3OnXNEPopvu6wb+cyQTVidtxyx+v8Gy7Z+67bfuaHbn1oz753XRzgnkpQdL+30wquufvZAO0psIqZAOrB8GCjAt22aEuyDIa4JJlwx2AY62bV5UDPrBu5ZopFcRGAixIo5EV8EFIw4J7FwE4lhlZP11xcdKo4WqIG3StDYBfNty5655xbM+DbhSToIvYQ3N7AnZggSPjKgwEPv1hHBhpfCjd/e+AgLL2f0g5VCuLDSGaHF91FMUWv73Hz5T3edXub3/tKnTgL6GSSMLNEKfnOVXb9mZzOmTUL6tUiORgt8853MQB3piRKGRfRpRxYLYZW5KEHaGiZKNUsSnWMCwZ7Uo7e+Ul6g7mGKp/2pUpj4YafT0G4lLQobagFAW+9LsbiFBirw2sWl/vfizUPXTSCP//KaRqN2ts+/+V7f6TfXuKabYE7Qpvh5KOyn7k8EyMdtCMNj+3TmSCR+ayLQZTKXTEXA3gp2hX0pFzSLfPaYnsuptO6fHQ4uaoYEzGI4nk3jKdGwe3GKayJ3HnPpp+3t3m6aDhIS/eEmIQ/v7dBZgPUoHpZTjCHfY2FsjHCwRF5gy7D7TqXC12yqRF4fODNXf7zVyNWTUIvC+llAi9lEMWltMhUDExnTi5cy0VlSZoUJZALMp33Taoc5NqijKMrmbKozDkYXfVYDgA9oCoj0btwexb71Oit2EmKWYdZlh9rmKp8jo4iSfKZOkXPbk7dyi2MBXtQyv2ONLVUqx2u3bD8I7uveMt9Se/oN7zKzlGAz9QSAj/efemmzq5oTw9jq/QiZ/ApWv7XDuophmKmObCjFOIEVFKU1XMzjRlG+uJDHqJ71H4pS5Gv/Hwt5ywieXm2h1JiyMVzx93IsJsc2G5OYkkuzCO35xWNyTaP3MMEU5eid+DFPH1YcuhsiFUeSkp8aRylKvssSgR8rYpS3Iuho0UDRFH0yTJFknrs2piwb2eHR1+pkCifXioIJXiZRafCmaBE3oWT5nwYicCsCaCiFMVFiRoVA3oKMDm/iwN33s6mbAnchRfIumPDC+49oK4lgIvizbqlvXagZ1FdTVJnGXbzFfOT81JJmh8olg3mVRaPjjEk+aCjfmxpd7r0dbprYgO7u13xjQsi+IkzTTwvpdNb4epLF9BymvOLIa2uotuX7lTbxPXVFYNcsnyoSzGlSMfGWSpLV1Fk7kIbOdweywpK2UA/6B4ZRHE7BPuIEd850WQpghedLkUkL869LEYklAFeHv7juu0ZAHtQrRxE7gxfu8KO6wpKsCR8+t4qS0sVRKCd7l5ehGs9KOWtqiQRFiMyyj7ugTZtFEmimZ6U/OAdbZ4+3CDKQrrKp5I5Ll7YWZUkB3exV5hcEy+MuTlVWcPHTd42eMGYNSNRptiR7OC5zEGtCg6eN7ConIuLwfUaTTRHovhgWm3ukcnBHSVuBHQvkm7ybH48ZJpdOB0rTgxR7Dp+On3D+RVLlPW4LV3FJsuYZGguHAB85eSnUUrSW1olqEs2b1xgerzK4mqVxdWAVse9gOI8yiwfs5Xmk4qiOEMp8vnVhUxInmfk/Zdr+Pfg4g+8J68SwUfGiw0jtixHcCVKUbygKxKlRwHu63wAkFccHZhXOLXFG5TiTf48G7lr5Tp3Xj4Bn7q7TiR9lFR59XJ0Ia6tYF6kfjuge6M8POfimSLNNEGm+cG39vnju7o8f7RCojy6UuJnJlePBDKzpc/JuvYyUa43mPx3jZ5bVI7kmQE9iJIWnRVjJYyjQoO+zWIuixgs6FQMefhFacqwxjXyuwdj/jKZD/PP54b3RB5Q7cg5nmnmDqbtx5ZW17DUtsy3oWss22YqPPLkSR5+7rPlsrkD+PLSOSYm11efevDDO3x5hs8/GNN6FL7vtiV2b+jiqUm0qhD0Vb6qCsVEuLMUE0k3chJfkjojjEzzhCvfoYQpjVqzQ3QLOwqGi9GTYlJVGegFPZGliF0kmcXUJq2LQ15z7q3WgLso33tFY3LefTRoESt6OtP8nqC8mENnNO3YB6VzemLX2GMvzCnWWDBGZnCPFmGcojAs/GhqnmDvpj7PH4rJTEDP+ISZ82zrnIMr4bZsV1gqdlFDkWQOI7kYVjjz0oQeTDRw31MGMukAr/LTKaQZTggopmtlRXf/oIezlGSWno/s1nmAMwNunVdzM0EUS9pdQbNj6EVu/FyWn1JdMIY4dUODFppwtp2yc0ub99zeodWWfPNpuO6qLTt+85/9veov/8Of6m7ZstEBfGlxjqjfeuuJhb2/+GefOcO5ZVjtCZ45mPA/vH+FSzalVEN3Bnqak39jii3VzRrsRa5A0Oml+eTYIf2SuB68cuQe0BIuBLcol7lFeXZeTk1KczwcyBl6pFUJ1IPneZFHkWvhDtwOwMOhQF6ZnpSjt8r7Ov2Y5bbh//psnaVeiAg8R0+kHdlVhoNzvnMzwKA3NR9HbMtqSq4Lp6mmUdX83R9o862nGyxFPrHU9KTEz3sohyMf8gju5hjk3N8MbLQWk4Pb5KXwsrIi8ghuB0l6AXYlRR7BHSXKBp1UOagH1Gw0gg8ey97+kR0sd80Ii9JOgVtuZiw3E/qxm9IwHOiZn+WZixm9VHDd3oS/f6cg9KZodj22TAjWbV3/i888f/ChNO59YRDBT598Hu35iPg41++1LLUqtLuGJPU4eqLKVDUh9B0XhfJYteFYXYtgcizl6DnLclvlnoRRIA864ovnaxLLAthlWnIxYLskczh/UKrh+DFVArWWEp1TEj0AeMG5zSCp9LQZgNvThf9iNHp7KsH3Yz55r8dLRyogPaSUBIU1tnSBB2fE56v3Vd2EpWg+OKmiRFNS41rO0tTjil1dvv/2Fn98V4jRAT3pE0gxKPooKUhEMQL5wkguypF8QBeHSZ+1YBQo63YFY4UDdzElzEA2mJ8ict49OrJDyCGwy0CXxZD9kQ4tBuD2PUsliFlsRRw+J2m2QJQlZctI3UAImGnAJesaPP+Ka5Vsdy0nz/fYvHSSXS1FHMdDitLpewTW4/yKZLUDW9ZJpHAa6FjNHf1RCVI8nbmJSgOQupXsacN4vc/jByKeODyDNB6NIHNHScti7EA5iRT53xWjysmAu+aylxCIEXCDkGIw0P7iAJdDgKuSh1rnvhSPARXx1FAt8UrDgYac20VvT7upVStNw5e+XWexGUCYqyeilIy9CkWh8IisIeAXle1KFT6TFWqKZqKh+L43dfniw32WOgGx0vQymcuTIldvxLAZW1JK9h2wrR12/ZhBNC9GPAh0oayo/LnMv5aQ5Ql9AfJMioFSJqUlG3D/YqHnX2NLO1oJ+AOp16k29UrC6/Yt87lHKjx9YpLxqiLQtiRaDCeYeRLGpOXIScPcYuGTsUw2UrZukExP+KSJe9/69OmDjI9Pbn/22cd+IeufZd8OmBrv43kGLc1gYlMYJGid5b4HO6gq1SsJxsa8cjrlY9+a4PD5CjumnRY+AHeZSwsGE2BfjZIUE5UGs/JKkbsYiVye/V3ucHHD3RkFd3GyQRG5VSlyXxDBi3ETw5ETWrnK5bHjgldOhBgChNSD5tyhe7CcP4iSqjEMWWUvyjCSixI9EQMlY9Bulmmwmku3xeza0GfpQAWb+S6KZ46m6JKKM+x+Lxu9Ci+QLJXO82huhzq5kcMJv+XcRuVAl5Kce5dqEyO0rBgcVIrwpe+booAHoPIAqQxKpWxZl/Khty5wZilj/6kxZBbghcIV7Aq5WLim6HbsRkqEfjoo6tVrHsI/w9Zte37h+uve+OzBVw4e11EEcZSuP79k33b3U2d4640pN27t06gJTCaQ0gy61aU0KJEhhMXTGUsty2fv9zhyTvHlB6c4sDBFoypRmCH9YKh2jKohZc4tRoAu1n5wgyg+CuzBoyIfBVzWwcv3/EhrVQZ3CeT5efVebg0torfKv9Y6QamErz5a59BiBfwhPfFK0qVYE73Xjou4GE0xFyScolSqHnLxONbsnI55581dnni5CsYjzRwX97J8yGfGRbhwzscHOkYOclvWpUt0RebPC1lXFndBpsiTTQf6TJTyDlkKZDa/psaO7M7S5p+JdDYTUYx7y+nSaqfCW6+LuXT7eb740DJHz1T48mM1lpseQuVO0rxlTklBoNzOZYxhoprwpi0ROzd2mR679W1RlKyXwhzXRTeFJwVnzlX5vz8Pn380QKuEOMmwJsuTFlnqpXS/oB0pDh6p0k5CelnIREUx7rutf62Up0sfRHkW9UgEL/1s9HsXAnvAw5UoNeGWwJ3PJxwe28GFwNbDAUGDEW/a5CBPHT1RCZVqzKMHFV/4do1e34eqRkuBJ0apydoEc5BzvArIRxoSSsneSMEnB3mSasbqmve+sc9dD3d5/KCPrXn0sgBfMFhoqhRJhz2tBbiHIC/XGV3ymS8w5aJ5Jh0fLwCeyWHC6b7OI7IpgbtUhBOlIKaEe28y/7PWggIEEilyjTt19gQl6+xer/gHd/bpZ8v8xNtW6EZOpCgSt5HjDjNFnGiU0Gxb57G4VCdJfQqLro6SmF4UY23GujHJcsfn/OmAZh+asaCfWmLjtG3ys3fyzgQQEk9KQi3YUIGa7xp6/TyhU2rUG7J2uKMsRfXR6D2kI4PHYvxCOXorkc8BH4J7CPLCNmvRejhCWedDiLQaBbo3iNburpRLMH0/Jokz7nqkyssnq+B5CKlyUOXbbSm5FHINB1+baBdsYZCk51GsVMl0IJdDt10uF8ax5rKtKW+/tcNzxytEqU8mPXpG4WeseS2FFs6aCJ5XFde8FlSx2AxGCVQhJEiBVS76Fpr5gDJKMNIiTX4djQN9ZhihlkZYpHXcvYjWLhE2yEyQSIlMFEL6gDvaJfRDfC/h+kvSgTV3sDxNoTAposSn2w/odAPanZCFlYzGxgxshDEx+vf/89cQShF126yfDFk3KdyJux1Ds2dpR4JeookySMwwIWHAhyy+MqXuGdfQW3iwC5owKMoM1sYoiNdGbFFqqC3+3Ai4y1LhIGIXAB9OTh1QlDxyu4htB5FaDx6Hz708udQqIfBjXjwh+MbDVbo9H2oeUhTOwZL562JVzIKLD/WkEg8XgyhTnsx6QcGnZMCKE496Pebtt0R88f4+zx0NQPv0jcTPubgy7nCBYUIHInM7rxDC+ZoHUBkC251lmqsVRmCVi+bFriLzSK4KqpED3cjCBzNarxDCAX+4u1n3Z4s+Foa9o+R6h2U4cbcfe/mgIzMwcVmGCbj7M5pOz89PTfZodRVpmlE5+Qy91QOkqUFLMU+WCqYaGRs3S/qJ5vyiYG4podJKqfUMvdhN/EzyA4aKcWvFh1g03+gc2FqSe0BKfpHSYUyqRFGEKHPzEpjFaNR2f2+tBj4atd10qwLwLlqrwXzwNeDO714xhTY3+GuVurtO8LyE1GZ85aEKD7xYgVCDdA3NXsnCO2KNLd/LX7wKBx8dTikGzU+FopIZOQL0qO/xhiu6vPO2Li+dCElTDysUPaHxsqGHvrBIDGYKDpbWhZG8PONbqVwyxEVz97VAGuF4eFnvz4GupECYnJoYS1kUMHlUV3b4560q5x5ycETh4Oyi3K47cCoWk2ztsKc0ThS9SNHqeiyuaOaW4PxSSiey7OktMjvprCV61/oEKQWdforwW9y013J2vsHjL/ukmeNIvs6PfiuOHMkTlELHLIoxw0oiA1/2qOJRTjaHpz2IkUguLkJNXCI5PHunXM0cjdpDoJfuengIagForwTqQjlxiol7VCrB9xKePS751L11wAfpIYQadBGp/CDV0YS5UFCGEbvwEw6BxdCTUubhpsTBrUvyjcpHPxRnxGcaazUfeHOPex7p8+QRN0kgMYpuJnLDV77osjxqlxh3mXmT+9JRjALdBfZhIiqF86CU5EylSlF85FHk3y9wIZAlaqPKyat1VdTCuKczV0gsZNfi3yiMWkV5P80kcSzpxYpWV3F+CZ48GHF+pc+l21JWe2Os9EPAoE/NhSglaHZSlG7TaKxg0gSTTaOVpBoOT0crBpgXBw4NNt7iA1WlyDqgEcOSelGwEXI0WpeBPaQqJdWkAPaA15Uid66lDg+bsvnXdhDFC3CPRO3SY9FYW1AVpVI8LyXJUu57vMILhyvgeSBdcumLYVfRiLWgRLcu7OQZhZYtPRk0QJTnpZtR151RuaKSaaLY4/Jdfd5wo4vivcxF8Uj49I2zKsucksiskAtzf3ZWWmQMT627QLqUefU5j7TSGkdVrBgkjWoA5kI5GYJemjyCy1H6UkiNDuAir5zmA0Mzi0qHltxBklwqgqUFwBNBnDjHodIGv9phc7XL7i0B68YhNa4/VL/r9nkCX3B6LuVrjxo+8vlZGp5ktuG6zrVSeNqVTdO0APhweH05gZKD4enDitfo0RijgBUjnFusSTLXyIrlrXGwiOwIPSkDfBjBS+AuDcUfqCcqQ+kSwHOK4uuEQ+cEH72rTpR4UPVyesKgNU2VTwkuKydF9P5OFMWOAr1MU4qzioaKylourqkFkh97e5evPFDj4Bm3+DKj6GbKuQyzvPiTG35E5uTCtTuJLYBeiuAqrxwqK/JZ7kUi6e5WCkROp6QUiIKTF9fKDFUUaUcXgSlx9yyXHKW0ubd9aDsoVz2H3pXC/5Sft5q6z2d2Av7WWzzCQLP/eML9z3dZ7uQBzJ/8u+uOHHvpnz3w6P2cPa+YCkOm6pJG1W1DWebmNbt7+YTi0b5h1qogOWcuovWQd68FdYlzr5EPL2awkiVgD8/iKcYoFKcVFMnlKLi9AeCLqJ0/l2bIvfPkMrYpn7u3xrOHKq7dR2iUcJVLnXuwy00YZZpCKYp/x9sIBx9KhTZXUawxDtgjIJcYo4n7Htfu6fEDb+7wH/7Up2c0GE0iJD3jcgRpcg6eFTmCgDXKSqGgDP3a1unUyj2XRTSXQ+AXnNxKF9GFLUm+xXMzCnaVP2a5ipYNgiGlADj8XrlhuaBv7vDc4SkQSer6EXRfkqUNJsdCtkz38C6XXLL3tn+2Y8e+n9Wnzx0ct2blHVdsl1y5IxxwnTiR9GJBL4J+5Ly5OjXuhOLMlg5nHQLcFTdKXpIcuEq+CgW5iOa91lw1/AAK38OoclHw74KSlKO3Gpz0UDqIStk1lKRwCmYDcHs64ZWzkk98q4qbv+Ki96Bzv1TFK7fVFVXbtYmmKH8xoCVreO/gnKLyqcGl7vOi4zxTZCrn4pnmh+7o8vn7quw/7YGMsULSzzw0JbuDAJHlFyoTg6SN0mRfAFVIwNgC8yWKMnwsCjYuabQjgUsUwBYucheL3pSCVVaSiwdfFxgpVWGhtPDz48CTTBAnEMU2P6groxe54Otk1yr9JGZ8Zv4dlWo6rh96vker3cNGS7z/DRnT45rlZoVut8bccoXllkJKWaIbZhDFLwbwUcOUWENDip+V9e9Rc1VZFx94O0pb16AJecDFRyN3AfYyuN1E1nxOeS4NKmVQhd6tUpRMUXkEz1TKlx+qsf/QkHtLIZ32PeigudABeTHzWHlSX5mDD5+PNiCPaOKliVTaCOdNkcMSfpxoLtsd8e7bOhz5RECcKRCaTGh6QqCzPCgMEt1CUSnJhJTAZMl1+WFOoGz5awdqZcEKR1OlyJPIYsco6eIjleoSjREjQC8JDQOqN5RWR1ojs/xI+MQdsdiLMlZaKQtNw2pkWOwYNk50ePuNbW68fJb1MwKt/Qr9uMLTz45x8oyglwnitM97bu2zddonimVp5rdEAmnuD7bGlnUBykNuysdpl4s4r+oYLCds5dKvtCNRfNiPOTTg6xKwy0DXZUqiC3DnJ0AU1EQOh+YrleF5CUfPKf7vzzXoS49igtawa75Ibkse6DIlebUOh7XspAgOgzK5HbSwDUv2ZQ4uRvwpmdGkmUeQpfydOzt89r4qR85qUElOVTx6QqAKepLz8UGyuQbkhTZfyIVldUdZm6sqxQIccmorh0C30iKsK+wIMyoDC/Pq112uwcVaalc0ZBRW2Sg2RHFGr5/RiyyX7Ojy/W9o0etXMJlmsl4n1CFRHKKv26HYOaGZERXSzKPZtfTiKucWJDN1QeA541QxRNNaCXmz6wjAy9FYFBKiKJVs167qizzKtW+6XAYvRfD8uc4HUBb0ZHAQ1QjXLvPsIpJno3fporinY1qx4fe+2ODMfABK59KgzOmJHdG9B89LVGTUSTh6fOCr0PBS9B4epTgEd1HCl4P7oBlCKrJUs2km4me+v82vfdSnmbipR9ZKIqOcbJgVI+SsM5CMHDlgB69jRMYEkHYkzkuRJ57SvcZyVDYDvl3QIovJH10uUMwFFxc1212wExYJZr6oina6NM1Bnhji1J3IsWG8wukzY/QiRbMrabUTLm9OMjU1jm7HCWGlx01XLQMNssyn11f5TGw3pjjJFP146P/I3zs2f16oBiMvFDHiRxhs6ZT+TPFzyt6FNQNtys3G0pa491Ardbp7PtpAFxF9CGhHR0YBr/Ihk8WjVgk6SPjMVwI+8ukGkfEcPRFqQE8GTcVyNPKM8O7ivY+EoYtDvDyqcSgVlkFflOydoWgwT2RQ/HFHgYc65efe3+GVEz5/+GXHxUGRCUnfuN5NmRWvq2zAKi5eCcgludJaBhRFWqd4FImnzJ+b4trYHNAlGjK41tKWFnv+WKhmg8T8Qol1JIpbl1C66VyuTbLTc/r5MwcVLx6BXpyS2oxe3GXXJU0aVQ997FxK1Ms4edwwMd7i/W9M2Dyl86KC4MxChWanPjhuu7ChDAfcD6PV2hUoL7IyyyqDHHwI9iLRfBTYIyAXNp/XUfJil5JMNYjWpUieU5HBoyrxb+VmDS6vwGe/VWUlKsDtAO7J4WStMj0ZpVRi4Hdn+NFcgO8y1x7yXnJ6whp6knf7lDp9Bj5xKVFGYYwmzTRjfsadb+ny+YeqLLUVyASMIsHx8cJlWIBbjLy0i0fyYqFJXOTGWqzIS/fWDvhzAfRBQikcJRksptLzAc82w7EaIwCnoLLDYwsFQzpXFI+Msaz2Mk4vybw+k7JhJuJ9b+pS8QSX70rYsiFCb5hSLC6G9NrTNNuGxw+exL+yg5A+qx3NFx6doiYrBLpIT/KB6/Li4C0bjiQXMR8VWfLahTCI7LZkl7UjgB+ODOYCcA+bDopDr2xOPYYJ5jByF1F7GL29aspXvh3y+AsVTIl7u6aGgp6M+k0GF6sUvUckwtLPLh7E8+hZkgoHpz2vaYYYGbdgJcoOdfE089Am5aYrYt71ui4f+6oPKgYhsUIQGe3Ow8nBWgQkCq15LScv6eADJSWnJa4yaQfe8QLoBXhN6f2/6nUf7CQMzt8cBshRMWL03ypaDxUzE4JrLl/msw9JVrsSTyXceHnGrtkJWu2Qdifk3KKPft3eHisrMVsqlvHxPve+6PM//04dT7nTZ+fnPS7fkrJpxh3tobUceELKx+RdyKPtBRF9CAK75o0PP4DRBTM8ontYBBiCvPhaDw67sgNwK5Wh9JBzDxWTob9dSaeeBF7CkZOSj36lzvm27867lm7Qe2Eo02LN+7zYhSxx7otF71fj3+VREmubkcvJpi2bsDJ3fo57dMefrKtl/Pi7Ojz0QsCROQkiARQGSV/IwSFS5J81RdK5ZsENZUyb05TCWZgDX7rXJfKIbvOd2JSvY96MWy7YFJF60JgsSkAXa5LSkkhRLhhq7c5L2rJecflOzeXbI6zICLwej+4P+IOvBARC8Lqex/R0gJ6dyIh6EavxEvPnLU++PMnqUkjVd5bXXTPuyI80NWRaoBlq02UbrCocZBdEdnvhSgbKA3/k4HtlqahETUaAXjqPPufaqkRNCnBrnR9QVYB60LiRomSGzmVB30+IMsPvfLLBA09XXG+b1I57S+m6dsRw/spg4RavjTULeE0kL0NHrAH3aAVz6DIsuPiofbZso3XtZqZQVDJDKjUq1bzhupif/UCLX/kdnyiV7iIaSZqrKtKUlYqhV6X8Sq0Y6uBunIodBTn552CF4+AWinN3HPd2SgqmfL1HH0exMcwNCu2+qIorK7DIQZ6nZO6NShTHz0wzOZbgaUMliLlhT5+T51dptTK68Q6yVYs+djbgwBGPz97rUQtrbKh77NsgkcKdE55mzhlYjlBSDrtlymXyMl8uR+HyFj2ioq2ZaiXWArxUCh/KhcMorqUddHsXx4YUUXpIVfIjBkszrgfJpUzx/JR7n/T4/ANVotiDih5w70H0LhbTCD25SOQuoXgAdi7edFweXzewzw4qhcPq3eDYc3OhjVYaR1UKoKepplJNufMNPe5+oMc9TyonGwpn/kiEpke+KAFh13b75K9LjnJylV+roa/PpWAmX+yuEXgIdkpRe/SxnNyOAr1QXoZWDgdmqywaMEJi5HAKQJwIWl3Ncku7kyWEZaqR8D3XRijZoqsUKR662Wng6Zjrd08w0fCYGrNMj6ecXDQ89ryLXg7IctDYW27iHZ42MNSphxG8BOAiYgxSmNKqvugbLh6HvX2D8QhrEk1nrSyOFByCe0RFUUNw6xzcvpew2rF85aEqB8+FjpoIZ4kVBfcW5OPRyjvKRRLpwe5UBvR34CcFUGyOllJl+AKqYtZEcGtGgS4V0mRIo0kizSXrE951e4fH9/s0Y+kAjuPjMQrJUDa8sKXNdaKnaxsjxJCy2KIcL/OXXrrWpgDymt2rtG8N85Ti52soboEj1x8qsNYMxA1nynLzeKwPnhdz4KThzLxmZkwwOVYl0B67LgkZH1foHRt7bBjvsbnephJCP43pJRGPPlzlzGKVHbNyzVTW4iiQYRvYoFwuh1SiiMAjIL4wiF0U8GKEBthSwlkCuLIoMTxoVuU0pKApegTU2SCKF+D2dIoh40++WuEjn6tjhXa690j0HtKTUWnwQqCP7lClC/wdoveIk4+1/NsOotXaVrZi9LAxBpNJjHS6uJKGJPOQyvBz7+1y+KzHRz7vxirguShuEERCokz5sBPBcBqTe1Eqf/GqeLE5NbEF0EWuppQ4+Aj1WXN9L3YrR/dCkBhYauXQUgvDYJdIi1aCJHP/7pZ1fW66aoU/+nqN+TM+yTGFNZY3+YZNGwx6rN5HixZH+/M8cijksZc0B05OMlXRbBwXVMP8WD1PEmgxMonV84quGTuM4oPjNHKAl95IWRqjMPqUAV6K4OVIPgS3exxKhKbEww3Dsn0x5tcMpUFZ6N4pSiZ4fsLh85LP31ej0/Ggoi6M3gPP95B7lws85Zxi7fMC5H9RDB+c6FLWvym4+OiwSmtEyWYqMHJ4IoKRjotLqUmSjHot5b1v7HLXgxUOn8tRg4vmmRH0EcNIbuyaXWdN4pmf4qEGAHePUliscErPyGJfE7DXJtOM/uuj11oUFoycORg7aLBx+HAsoh8J2loyv1xj53rLv/07LQ6fXuX+lys8cxBWun3CdoKu1xJOnhV87GuTnF+aYKYB12+1w7PaQ0kYqMHBTMWZkb4e9jh6eYFlwI9LFKP8XosmCZvPCi+2Z3vBG74Q4EKUZcLSzOo1g9rLUmBRpSwivJIZUjqDVZQY7n6sxreeyd2C0nMAv2j0tk45Kqs8jHppRiL52gv9F4F8LdBLd2McJy5oihvxYHPebUb4eCYkMpNIoUgizVuuiXnLTT1Ofc0jMhKESzhBkApN34I0o4gUg6tQuiqlRLQofxTUpNitrViza40EM4bXm5L2vzYwiNyApawbNJS5HNn9eYMt/kKOocxI4sRnuTlBJWhQr2T8wE0R1+9oc7Ttcg796MHrVhfPH7nr9suX3uNrg7XKDdjM5CDS6uLoPb8YEF8eMWwHRRWl3NTRQlEZvGGXUF/gdS5mY5ejebHFDTh4welHdPB8hO8FCkqJlpSTyyJy55q39FPuf9Ln1/9ojMzqoXIiNUJKdw5Q+VSJkQheArm8ePT+Lyhijka4te7CktlpUL6nfKamk9AGNKUoAAlFZgzSaNLUnS/0Sz/Z4uBpzf1PSIw/jOLWOD5eWpMjisqIIUs46KucmkDOvxnuvsLaCxf1QMO/8LFM0co5m5Kup1RJQaZcpdIr/l5+WpzNfeG9WLDScom5mzwgyKymXq3zju9Zd9fVV+xa1VP2T+am18tf3TPTf08cdYjTkCwLiZOAhRWPZse9UJ2fDDw4uyYfEl90xjiA58dcjMyJLhUszNA4ZIwgE84sX1zMIQ8vRXBZoinS8e4RcJcOSBrMbhkUc4Y0pdC8lUo5tSj53S/UOX4mgKoeRO6B7i2GZfly1fLVCxilqF3ilUPQX4SrrLnIBd7N2pJ9yXxVnkJVBItMSqSxebIpMVa5owKNIk00OzbG/Nx7Ohw95nNipViVBfsWxLi6hrA5VSkrHQXIJfnszlwmMYVUOHzf4kIaP3i9mSk9GnfczcWieOESLWocxbDU4Vz6AkcWnbl/o911gzj7WUZiU5IkJqg0eOrks79qzNNz+jP36lxG0kRxwI7NKW+/8TRP7q+x2l2HpwKkcLw7yE/8Dfz8OD2vNFukUCty+jA4wqJUhcsGx1W4uXsiP6+xGLNcFIhHCj8lgF8QuWVJJZGlx5EIngM7f575GR/94hhf+HYNGxa824F8EL1HuPco/341eXBwisPFePea71lGCMAQ6EOdbSTRLHfcDwo/slT8kWsOdRISmSkyoZG9jDvf1OPlox6/8fuaOEhLK9L1e/aNYHgOxZrtpQD8RUDueFoRwYcgL1sPMuuoRmry42yKgfalXUvYoW1W59faU5DkA5tSY/PTHizWmgGepBSMN/qkusNDBwLedr1k9wZJEBqCMMMYg56q1/M34SOsx3Rjha8/JfnCtz32rIdLt0Gj6sBdCTJCPz/tNz+3RhejzoozFUtnuBTvduCAS90AG5EoSBnwSQfroT9ioIXncqDzg4+Ce3DSV+legHp4rmPRxFB4TjLueSLgj75Wo5/lcpAs7io/ptCOcO9ypXZUo/8LovoF7OTVuEouEeafwQUVTSxrLbRWFmC2GFmSDIVFZjlVEQaR05XAM/zkOzs88pzPPc/I/KjtQj6EDE2EKEXvnIkL63wk5UheWogWhsUcMfzxYDfKc4jUONUjSiHKJHHmDiQrTvGW+TXXMpdlFflhvu7up5bUs4OdwOIoTCVQ7Nup2bW9T70e0WxOcJYqE2MVqhXPdfsksglCYG1Klvb40qOCQyfXMVvzCbXCWicFhr6hGmaEQUrgpQOQe6Vu9MFhocodGCrEcJZFlrkTC/qx+2AyKxHZMH+5kJ4woDrFMMcyuNfSk2EymZWAniKlO6VX6YRuBL/6B2McPRNgvWHkRijnc8iTy5HozZrIzYUgLt9HgPwXEPK1h3GNlO0p0xF7EZrC8Kx7Id3padKMqCqOqmhkbNi5KeGf/3STR/5xQLufv5k84US4EyX6MPCMC+tMUhT+cTPKyQWu2mgKqlIE9VLeNXgfxjUqdBNJMxH0MkhyZ2DB+KVwA5w8Cb50x7QEyuIrS6AgyCDz3N8RuBqMENCNqiTRBn7q7SscPNPi2UMxRvVJhcZIiz5wchNSKfq9DqvLCwgr2T0j2TClmJ3SNGqWWiWjXk2oVVLCICH0EgLfOfA8VR5S6TiulFluDi7ImMRmiigKEd0aaaYGl/oCqbAE7jL3HnRalxJNVSrwSDUKbqXSXB50M07SDH7rM3WeORA6zVsod5dD7l2O3oPizkWMYWVrwah6UthCy4WOsghafr4GCGWpcMBRh4UVMzBhlaTD0j0zAmkkRhgyIRHGTQg2BVUxhmsvTfi772vy7z45TpwVUdwB3UpBaiWRxTn9ClOWFI6bD6J3TuPLlMqWPpOcqlhRuvxAYgQrsaATpZD0ESZBDk5ikAipSISmrxRCapSShEoQKkFVQzU1ri/BuOlqUhq8bsbckgRRZVPHY6qWcPu+mA3rxhkfr7ojyv/uT7ybarXGgQMv8uD936AeVlAKGlXBRN0y0UiZqMfUawnVMCYMIipBTOi73kUvP7OmE2WsxIaHnvI4cFLj+f//9t47zLKrPPP9rbXzCXUqV1fn3OqggBKSUMKSwGCMwODBY3tswBnb12lsPIPH9vWMbcBjwBgbM2OMB4wBA0IIUEIIIYRyVqu71UGdc3Xlk3ZY6/6xdjrVLRAgEHjufp7TFbvq1D7v/vYX3u9901ugSJVLk4QNy0Kuu0DT6vi5fUW2LdRD+ulpE2Y98DRFEQWgM4VbWYrkUhbpicwA7ifc+aDHR26oMdt2wLXMQCdtDZ4xepeXncvdk5wdWdCDC9bgwjSkyG0Xprb6OT53pk0fvRDYed6dpSkarY0loBAyXUaRJMJK0wyNjBPqvuIX3tDi0W0edzxgQyUBFeVA18ohTJ+vzKI5ReFpqKzGnqaYD4lCQqSUl5U54YnUdBNJHHX48UtOsGlZC5X/EJOKui5sP+Bx76MBrchluuMyrz3mLQfXsqjYkj4XqqmliWk7xmg0YWQzPWNjWQ6SiFXrL2L1xrNptZrYtYpLJXCpV2zGBzVjgyZSBF5CvRLTVwupV7vUgi71aofA66B1iCKiGSqe2SnYfsjmY7f20U0sDhzzmZ31kLaNSHcZhTB55thIi1Z3hgvXSObbLnGc3tRL9Nj8HJU6MUVvvRTNM6ALXURtmeRjeZl2TqQT88x+mw9+ps6eU44py8sRXEhsUeKcCHrVqhbm15SiNgWwy9+TJrBnzrqzO/2CwQ45sM03FOlKSb/wm43yZbbpboAuRdpVyQhZwkZGmtUDEb/2xnn2H7fZfUSgbYpILgVK24Qq27VMUxWtyUqq7ONsCTl/nqXzUV4GQaf5clfx2stmeMfPdFgyIo18hNBpCqkQTszMXJfDx2eIEsk/3xaw44DHjn0Vul2PTugx03apuRb9gaYVabqRphsltNoK3zMFc8UXdKIKia4QJxo7cAWea9FXUSwZmWV4QJEoh0Y1pL/epV5pE/htpOxweCImJuaRHTZP7go41XS4+f4acx0HcA2gHQurYew1XAmeBN/SuBZY1LnhK3XitkVf1c6F6E1unUXDYvqZFZqF4Wi5qNR5zp2dJBPJY5NzixjXizg+J/jzD/fx+buqJu+2SoWlsEyHSJrWYDkteS7uSQ+4y+3BEoBP66QsqDjPNLouF2c9hWY26OnJw7Ohj+4d4QvTlRJCmzQlMRFcKW2ieaJwZML1V7WZ7Qje/j6LEzMC/DjNsc0jkTZdZSK4zCN4WnSmIFc6LUAtehQGhUhZl6njXeZXunyxxWtf1qDbDdh/JOnRpckaAa4TsX6pSXPf97Y2zbDJbQ/MMTkveWKXxyM7KnQSn70nK0y0XBpNScOHoaqiEcRECGxXMduSxKkloR0mFp7wj891xJdnu0PXVTstVi8NqQZzdKI27aTD1x61ePaoxa0P1jk56zE16zI97YBlYfkSt2KIWE4OaPCkNkWCbei2vqOpB4KhusXh4y7JsKBWEQQ6wUl9HbU0971MbFGWUpQyyPM0JR/HqzwdsfK8OyZE86X7Ktz5cIAWVso1yQhVaVtQkro0sGCws4D/zYJIvgDIRZF8Otif81g4pi9PMk8Dey+NVpaiaFSi4AAATaBJREFUthJFyiJVSlJSEiV1Gr2NkqsSmjgyr8u1F3X5sUtbfPw2izBOx7a6YE8l2qKrzQa90CklVmWODeTj+fIdJY/gMi0YbfBdQdW3GBtyOTnpIgipBSG+l7lHx8ausbQjK9MBnWMlXH95jGMlnJoJmZzrMDELtzwYsPuox8M7akSWx4EZl0bbYtmI4tz1DQb74i/31a3jKtHYm89ay5MP/fP+ZUPeB4bOGb7OSZ5ivhvypYcVD2/36VLlkZ1VJmc9XGlI9pYtGBpMc2RSsU1hepauTK1BUrVZzwbPhcAVVANJLbAQUqTCLcZ92LKSnGecvfI94/oyBUCWgN6TmpTybismFglf/LrPuz9S5/ApNxfvKfrehmPspEMdW/RyTrK/LefG9GifiN50pQzuhaA/LT85M8Z7cvMc0Bl4ShRanW3UFFFbpu1WnX4slETlkdt4ZprWoQF6GNosHYx4+1tnme1IbrrHtPHK/SCNIEbSTaN4Fs2VSDVbhInipvYsOizl+sS2jDuD4xjxotmWwLIcokgQ+InxfXLsAuB2IcZkai7FbNN0cRxLM1RXjDQSzl4ZMz3f4tFdHRIE924PuOfxPrYddFi7bhHP7I8+8NiOu/b/6lt+ynj0HDhhmSq2pZmf6XLT/RXuf7pK2HER0twGRkfMLRyhco5EwfRK1VxTnngOcBs8W+C5At8VVAKJ51lYlnmhyy2vAgO6FCFV0SIsRW9Z5nYvKCwtGeO6CfsmJB+5scrOZ32oZh2TIjXJCkuntLm/cLAjBM+ZouQFZorogu98euQuMpQiWV2YpugSUHTeGy8Tr3qnm6qcB+vyZFiaBeD0cwbcJkUhBbgQmqir2bAq4s3Xz/PwVpf9E1n1nEVx0wAIhVGvkloXMmzCTD2lIHNBOZ1ElaeY5u9NEp0TpMDOvTE91yqGhukWVsYKzTo3ptVsHqSvj+skXLA2wbYizlsVc/6qGT7xZY/BWpfBWoRvRUBqQuX2n021UuH+RxS33naAOHRZPyKNPYRW+YsMZjIVx5owNq0fnbZJrTLAbbMkYXwoDcA9VxJ4Fp4jcVK98DPFN9Oayjoo9BSVWe5tZV2VvFOS5H1v246ZmoP3/2udux8PCpagKLjeWWHplSJ4b+69oO99hv53z0ieEri/m6MUrfOonqcsmaOdkW3ozccpgJ1FcWEGP0KlBlHCFJ5K2CSkQG8prjqvy2/+zBz/458k021KPU9zEhJlEwqjAmulF1WWspjfpXv5Jaf9PaCVJkkU3dCYgwlkqlQliBNF5EicWOHYVpqmpGaz0tyVokQSRcbPPslovqmssqHsasbqEb/ymi5rzxpn6fKzCMNWAfBaY4xLNy+6456v3fWu89cOvb0v6BJFmgPHFN1I5y7CYMDd7GiaHfO1LBfLVthyT0pb4NrGE95zTCHruxaua75eMA9LLaWszy30af3vrCVo5TlaKT3J8m8roisVH/p8jQ/fUGM+cUrTyoItKNOJmZOrxJYGOwuE7Bf2wcsRu1xsFu3CEtC/BeLzwrKEjPLtfmHXJE9dlMiVpZQWaTTNgG1y8WyTXWHOXVZomihukaRSblU35JfeMM+JKcnffrxBW5WieLpkGSuLLtnQS2ApTSKyqJ6Cvee5FpNZI41c+MpnamdZWzNOII4FjiNSm3WZk/ekMBdsN7KYa9k02xZRLNJC1lwE3VCw/zh0ug5LRvvxG+13bbngnDtgbwHwy7aM8/Vb/qR12VnWPtbNk6gTfP6eBt04oL9u43sWrmNAHieak5PGqDMDduYR72TR2zG5l2tLXFfgOhLXsXBdmRqwpq5nkt78Or/1q57edx69RUabLY3k8y5KjLATtu9x+eQdVeYipzfvzrjeQuCKYpH4tM7Jc6QkZxzJlwMe9Iy5n3fQXkC2KtNlM8DrBZG9GAb1DoLKUVyUcvEk91RPwZ1OZITQRKFNzY/4qWtafPl+nyd2SZSIzN+R6hxrBJGQ2Fpgq5Q6rHQqo5xRn0Xak890FTNFqtRjPlaElki1KM2dJ9GZu7PCSQSuY/TBjXmCYakKYbgrU7MWx04ZC3kpwXUkgScYqEfUa9Pc/phi4PAoTx+e3veJW/+i9dG/e0cBcIChlddTDXy+cPvdfPmueZRyWDxoMTJgU68IKr4m8BT1SszdT4ac2CuouuA5pGA26Yi5Es3DdcwV6bkS15YpnzzdBrILebWcCitKSwzlieUZCkoD+CxFibDdmK17Hd72zn627vHQbolIlYpnItOed/oo+t4LppbFTbrgfi9MUYpg3tsFTL9pQWfw+WQnp0V1na6yLQR6T6GpjcVr5g6RRXGRUWrTPDzjlSRZ0YyVpy5xqNmyOubv3z7FL/0lRg/dlWlXxUTzRAm6iHQz3xSXGUfeEubnSlnYgBsOiqG+xrHZxBEyc9+z0gsCVGJIeK5jLsSMcagd81r4bsxwf5cdBzo8+oxPXwCeJ6h4klrFwrYkG5YF/Obr5xlduoqVa64iitqcDvCBQSqVCiONGv2+z9BAwPiwZKihqFcS6tWY4UaHSjDDrU84HJ/rZ8WA0QF3HdJtHxO1s9tNBnDXNReA5xpWouPo3M4vkziWcgHYZakVaBXvF3aGxW6l48Y0gX+4qcoTOwISe0HkLlFhvawt2NM5KYYTvbIQ+syRO3+/F8KFmpU+vTn+TcGdFpX6TF8rtQp7gF70xlWWomRRXGkUJmWBFNxC5r1sJaSBqsCAHDMhPm9DxK++tskf/o3DfJSuuZUu90hYdHTqA5SmKlJAnAFdCRJhlhVipZGJIM7WDBOFiIpxviHaFR5AhkKdWXcLIMm1w4f757G9iKcOD1N3XUbqir4goV5JaHVsWu0KFd9ieLxBf2OYbreVn78c4O3QQTruHmlXnz33rPrqZSMdRgZj+qrdtG/ZYa7d4aYHBLc/2sB3rNQsVeSdEteRpohMge1koHcwD1un626Z07AqCdYXAj3l0btllTsl2edjo3MiI1w3oq00H7mpxmfurNG1sohdiPcgLWSammR5d2EgpXty7YxclS80lPNt0UuHzVMUCu6JgcO3WW7q3gier/Shi/z8tBy3iNo6B7cwpCtKuXjKnya7YJUkSTcuM7QJgETjiIg3Xt1ix36Lj9zURzMS4GS3KpOTZ/zxzAPTdFY0iTRU2KwPLhOIy4EjSokspb8x01xM0u2dzDoxI1RZliaKJd3Q5boL5tlz/ARfvG+Q44c9AkdS8xT1IGKwFrNlrc8FDe/Z4QFrT6tVdDCs7J33vfc9vPo1Vz7b1xeMzLROXnli6iBznRYTc22Oz7TYeSTkH272+dw9w9ANGG8o6gFUPJML+Z5JRfL9TVfma26uW6y6eWkEd3Nn4QLwhfOCyiWOeydevfRXx45oxZp/+lKFv/hwgxPTXip3nPFMzFshhRlASdM5MQAvPC5tUVii5PyTM8hEZI5vhUTGArtDUfIUkgs/LgvZ9HJdyoq6PR0cUYy8MzmzbPE6a5flF2F2saV9aNHTbs1gVVyduYRbKZfSQH9dcf7mkLmWZNuztiFlZS20bBsoLaV7dlNJBXvKF3spXSs1StMUrOxFL9JFj4wibP5fdh40goGa4OINLdYvm0HrkMHBLmOjXYaHujRqTZYvGWHx4pV/9+y+vf+4adPFp0dwgD3HJZ7n3rLtgPjxOx+ontttJ0gpmQ2hnUjirsNIRTI+qOiraGq+pOJLghTcrmOKUccWOA5pQZn6Zua22Rm4TTTPHc8sRa+Od1mBqlfi2KyfRdh+wk23+vzlhxscn3YL2QeRgdtGyJRI1RO9F9hvl0R8nk+RWaQkBTiKaL4wI3nuaH6mXnixo1p0UiBb6dOlqF329EmBlUZxpUEoMx0u+jrm4ywfT1Qa3wTktD9hhOUXNSLe8dZZJuck/3qLLK3uSFCCOOWPmyK9NMbPbFKSwlmivOZTTGUVyk63cxJjqBAnksQR+bZX9rfl51nDyIDFtefNc/nmNlEc0uwESKnohHCymTyxZZ2+pdONe86pVf7gpk//C+duXnKw6iQXNWd5yaI+jy0rXQ5NWURdh+X9sKiu6a9CvSKpBZKqbxF4Fr5n4XsS3xVGmdbV+GnO3fOwVfrQOI4BsVvyh8+8K51y5C5zFlLveC+I2HPU5p3/3ODxZyrglyK3dPNRvC0gkOS223baPckGU5liVQ74vLNTiq6lCC7K0VaU3eCyr5dd4iSF39CZI3jPzyurgqVkzB4V3jxlKpiNZe5LEcFLkTm96novzgXN/AXDKqWgv5EQ+An3P+kwNW2l1sRFPq5SnZXydFemv6hn6JVfvaKX715qLaqUG15IRRfDK7OmZkhjYWQTxg4VTzLbdLjn0TFa7TpRUuPoVPXmHbsO/d3V1/x6D8B7IjjA4vG1CCG5ytrDsuFJHG+eB/e5+MpjrK6oVwTVNHL7XtHb9pwsautcFMixCzuRzBPetvUCp7Ok168y/VzPZrxV2IsYc9aYZ4/a/PEH+7nrsWrqX9mbe2fg9s8A7h777dN2LnUPGMrrab1dk2+VZ78Agx9KU8wMHD1jfL0gN08JWCqbqIo0By/3hU7/DSXY55+L2pqrzwv5s1+b4b99ULD3eLkvJFJRT6vU90+dIlIXN/Pcyq1MXSooNcrSZo1NCmxbYCeCODH98ig2C8RhJAhjSZi+3w0lYWxU12a7c9z8aBdPB1y0uc4F5602tcaC4zSAv+G1VyOEHZ7Ye4DPfmWCe7cFqLbN0kHNQM1wSQI/jdhuWkS6pFv2hauwLQuPyqxx76SLyc6ZHM8sE8HLwHZyHZNC18R1IvZPCP7kQ3185itVQumA7Xxb4C6ENHtX0kT5/dOi3oKg1/vuAmgvaKJ8SxBzhjHggs/p3i/nRSaliKgwIJYqX0gQUKzAJ+o5QH6GvyEG19W88ZoOiZ7hv/295MBEdlJMqqIRdJEpbxxEKR0p0pJiWSPX+LZMb9tSKU4SM+GMYmHMwmJBGFmEjqQbCbqhoB1atLuSTiRJEsHokOLNr5rm3qem2XVqBf9xy3VhFMen/R2nAXxweABo/MEdXz9r431PTl4VtiM2LbGoVyUV3yLwZFpQmsKxsMgumz+R5tCFEE+h1V2I05/uuKByze7cL94yfAPbNsasBycEf/h3DW64s/4c4LbOmJY4oneZIet993pd6ucU9Hku8C7sg5fz8m8H4T28cEpc69O+tcjRy7Ralf5fURr85AAnBX5ebH6ryy19hEYa7U3XtrEl/JcPDHDgVO93K1w66ZTAPB+d33WUJUi0JpEiXUA2aWGiwEqMMlokRUnXXeRDQxMIJbYl8qZF05PMtyxm530mZxz6+9pc/zKLysiyr/WPjP9Ba37+WwNciH5u+Pztc5bs23nB+trlNk1LYxs6rG3afV4qHZEBu6zPLQW5IGah311s3Jf1u3OhzBzYvcL0WVpiWRG2HXJ8Gt7xwT5u+EqN0HbAKoPbOQ3cblZQlsCdm1iVOhT5W0opSQmsZ4rmZ4x6307Y/ibwWojBcpTumXSWUxNR5LVCg1YSJVXWmUsxnk5g0ih+ZqjbvddnrLE1vOGaNrESvP1vBzg203syElzaKXM8e65Kg6NT6q5lhH8sZazA46zITxaki7IUfHI5QHLpQDMRN00MI4LvsWxJX3LtyoGdx3ffObfp3Gu+NcBJX8xOp/m2ar93UaBmzxtuFHlfnk+n4JaWzttNWWvqdC6JKgG+GNz09LpLHZNyzm2ltn7aSfjHL/bxmdvrhI5T0hE8Hdx+GrnL8g92zhjU+RpaXuCV+uCnAfu0k1Oco+/bkYd3UfpAlKJ+mufmIE8Ly8w4R5UuEiGzfaHsE6U0SAAxYOe/LlsldCLNT17XZOc+i3d9pJ8YwM7+o0Bh08FCYaK2q7OoDbbSJirnuu6iV476OV6DrJg2tFuFY4s821IKhgc0tqufmpmdfVtfvfEcl+sZjte/9hW89399KnGCVVq0j5CIeZaNSMLIw7YUrhPjpCquCEqyYgUbo9A0KbMBC7CXJ5VWaSO+sBgpwC2dhFvvD/jUHdVikCNc0y2xDLidNOf2LZ2O4XXeKck5M9nJpLdjsbDQzHG8oNB8sY+elLwcxUWRmpgX3zDgJGkkF0W417JY9DU2gdnHmZMeQFKcg+yriQkab7q2zcM7XG6/v5rKTxTfpYCONtzvSJtRvZMS2+wc2CXevSQ3U8gDS5arp90cRDott8yihmNrurFm8UiI5fhccO567TqdZPN5r3/+AAf4hZ96BUkc8qUvPMPTu44yPgCDjTYD9Ra1ShvXjswCamLR7Pi02g5xYqUVe+kKLCldSaHyrXgpVIkCm/FMSipUVoTjRFhOwpfu8/mDvx1g+77AkFlkL7jddIiTR25RgLsH2KWWX3kcX6bGZi9s+eNvlbW+mEeeh4vUcSH9CzKQa/LFd6MlmMrEam02qMrpj1X6mZz2vjkbm1dGvOf/meb3Jdx8b9X8xwxFWoF0iLQk1pJQCBxVANwslhQt1zLJTWR3H6CbCGa70OomoBKzmGJb1DyL0aqmv6bYuBIsf6DZN/qyT/l+8Jzn5zkBbrt9WtH5wOKlm9/TcA80fE8xMjDHkckOn3/Qph26RsM5SXjVhbOM9vt0Q49EyRTgZQk3veBjlQJMpdqDmWhQtpVjLP1sJ+GmbwT8178fYPv+DNwOWG6elrgSAqkNxyRNS4oedyEFVl5e6OGZlMB8xmEOnLFmPCPo9Tf74guM6gXDJK0z3cAUKWkEFCKN8CnFVmuzhS9TzoqVS8amEdzu/TWnnYMunLU85F2/Po0Umi/eUzOft1LeLAqEjdYWkZDEQtAVRmPFEuSKtjacxuIEE/XnI83ioRnefNGM6bYIaIaS+7ZXODRRx/YEdz/l86s/vfnUgf1Pvv+V113/nGf8OQFe8S1OHnvmEytXrPqTzz1VayzuHqGj2vzRR0Y4frKK0Fbaj0zYsf847/6lEMe2cCDfGsnEf4r+crG3QkryET3RPI3edozlJHzhGwH/9e/7eXqvb6QeSrxukbqfVVJwO1KnDwpHBlkavz8XsBdMIhemIuXuRnkdbSHIzPfpfGPnOznK+X/P58vPEXiuLo3W5Rad6WiI9I+SmQiT0Knln6lPTMdD5QpTxAZ52VRV2Oa1yrQiBDZRqNm8MuQv3jaDBr70jWr6DBToTBPHCE9oYaTkzI8u3d0pmUwh8ohuZq8xv/+TE7zyJR7zLT9NJ0PedPUk7/hIyKKGx8YVDVas2ECtdubc+1sCHMD1l3UP7w1/NdQbPj05O1e9+eEqkyf7WTskqHjmNCa4LBscZb49heeYPrVtRSZPd1LxHwVRXLwyGWAyjkR+QaRSa8JW3Hyfzx/+XYNt+1LnBekWeXfqGx+kebdrGXDnbhQLcu8eMlU+7etNSb4pk1sXtVhOfhILLgDO/PHzRfaZxv4Lh409MdVoqj0HyPMgbs4zaQqTChMpbe6mxvOy4JRbpJEckQMj28xPSs+LBERXs3llxLt+YwalBLfcVzEAl9qkKiJTss3yj+L5a4DYLG4gQKeWIUI6eLagz5UcOTzKw14fGokUUPETlo3O8dbr5rn3SZtLz1nTXDEqf3VkbEn3OwZ4HJ5SF52z7KGxwZfNvu9DW6sHD7pcuclh0ZBxe+h0oeILNq6CZrtLxZvBd9vYfodnDsIjT9t0QsGK8YTLL4xwMDxiVxY6exksRJqLa0tz24MBv//+Btv3+YV2d94StHCkMN0SS5sl5/Iwx1owfu+xVCnxhjJULwByGTN6Ieu1BPRsiPGc14T+ppfMQnw/N/BL31O0MDP9GH3G51tMPcWCHydK64DGjl1axaRRa2E8gUrXUv4TsgRdaASKGAdC2LQi4q/+n2k0mi/fXyHR2lAJM4CnhBKhNa5UWFrhSM3LLu6ycjym3ZU8/LTHzgMBkVsFq0LDFzyxs06n4xD4km6ocWybfUMua5Z6tM4SrNjw8lm3vvqhY6dOKb7J8U0BPjgyDPgTE9P6jVs2XHZXn/OYs3GVxvPmOTEpmZ6tMdwPfZUY340J/BYP7Ej40Bf7efpAwKFDDjrS1AYizl4bQpKwenHEz7+qxZLhmEXDyjyBtBLSluCrD/v87nsbPHPAL+z8ZKFCZQmjWxdY2gxyrBTc1uk02HKKUgZ3VtBkd/SFA5bs61k6WxRype9bcGHAGa6X5wHyhSlR2Q4gu9+JnjvOGTjqZ3DSyKecaXWZPxNVNnzSxslYgrZS5VZDOjE/KC7/VSbFTBKbTDlYJBrRVWxcEfPe357lN/6n4K6HfZI0cgstcNCMDccsHo1486varF4UoRRsWato9EMcSvYfkuw4aPGhLzS4d/sYndBjvq04NRMzJBxm2h1OTsXsPuRx6LjP1VeeH1Xd5I1DA7WJSfu5C8xvCXAhAnbu2s/SJSsPSx0+O1J5YkPgH+FjtzscO17nirM1g42E0aEWYTzL337O5oZvDLN1dwMcSWKBlor5uYQTD0eQRHxVRvzzzXXOXdPlza9u8rofaTM+rEiU4Mv3+/z2XzfYecArcm5RvBWpKKOfDnEcK63Oc5Cnu6FlcJd63qLnnt/rgVNeNlBZ5C51H/IIV2pF5xwQev//6ej/9iJ5bt5VAu3CIri3tskujJILmi6sTsoXcC55kebgKjd7UmgrNXwqPX+TooAQFqKHV56lljZ0NeuXRXzgP8/wW++BrzzgkSSCsWHF636kzZtf3eTcVTFSSoSwULFNGPvELRulLJaPwvplMasWzfOZbyT829fGOTrj0V9VLBnRXHtxl0PTs3zkSwFedYTR8fXPrlqx6vDkxCGGRpZ903Nq8S2O3/6d3+P2+x6cCbXzxM7D4i2fvPkoOm6waVnA+uWa9cvnkPYk77vB4h++sIhWt4/hPou6J/FtCyltlLTRloOyHZSQJBoOH5Pc8YBDNxKsXJnwyFaX3/nrPnYeTNfNZLnf7SCkjSchsHWRd6fqoxm4bVk4v2Xi6bYlsCyRvy2ieokmdCaglkGaF6UlibYym1BQsAXLjMGej09nE/YUwAv44LkmYjZ5XbiAnbIec5DL8qVb6IUnSqTa2iXjgZyCm80uBAutZLKL6/QuU9oNK3HJM8APDyZctDli10ELO4Hf+tkmf/TWWZaNKHTsEsU+3a5POwzodn06XZ9mJ2CuWWV6vspg3eXal3ToqzW5/xmfZsvGt0GpgMWDLhed1eLCcwa29lWjNz2756u7Rhedz7ve/Z5vit9vGsEB1qxexonJFiMDwdEbtfP1Azv3XTE+0GX1Es3GVdO43in+5kaXL9w7zOphi8GKwrGgE8FcB+ZCSTMWdJRFJ7aIpIWOBXiablNz010+o4OKG77qsWufg3YF6SjGXH+Z+qvEyOiKohWYdUwMkM3HVhbVpUCWjGrL0he584DIwKB7Pp/F3HxhSxmlYZFvi5cZfGXuSBZFS52M5xW7F9SSWZ5dvvOU0qzCgY5chSDvI2vTisiWeuPEAFzpQuJDCE2cp3Fm813bCo3svRNlvzutMI3cdfb7VLrVo1DCQgqzhLlhZcx//9V5brjL5/qr2/ieJpx3CGOPMPIJI4codkgSizCyaXU85lsendDCthWNao3rL55GJxO8/4YhHttbIYxhYtrlvI0rqLvB/zt5/MjWq3/sj4E/+pbn9VsCHGB0sMKd9zywe2Sk+v7LLt14hZ65j81rmjy+r8U9W6vc93g/mxdJhvugXrFxHUE3SthzNKEba6StqSDoWILZyKKlXeh0Wbci5u1vneP8jRFKa7btdmlrihApZJqaGNczT+iedqCTOgEUqUoRte0U7DKdoGUTzCyvVgqiJNX0SFK9l7KYEelgJH0qGZFJ9gC71xyV7zBNKVMDst/d01UptVl7XS9UaZBmvleloj0xZqE3o54qVdQXmV22lTI+lZURtzTaKj39vKAt6bSX/ICUUqlffVH2dkPBjV/zufVunxMnJX/4ljlWj0nitkun69MJXeLEQqfraTNNm90HA7qhhedAX9Vnei7gys0zCGb5+tYuW3fWaXcUl1+2mdWbzqPV7gB//LwCx/MCOEB9aCmuX3toWbdz4/H9+19368NP8aX7GnTbAZsWC0YaFo26RaMmGahrlozO8c9fERya8qm5xqGhrgSOlHTbkpWLu/zxL0/xxmvMVb58MOH2+3zuecJGW2WAZ37x5EVktpWTpSVW9n6my2JlNnQi5z5kK2b5OFhpZExqi5FxkUUO8CJNyPpsmf6HUXgq70ou3Kn89vuExVWVgxtyYPVa7JX10YsF7SyNyHgoRiSHlENt5Bayi6WwQTffbyuFVrLgnZcvKqTRq1Fp10WlTm6phaHWWbfEFKoPPeXywRuqTE3Y7NjnEkaCP/3FFqMNSbPt0+qYYaAlFRU/4tBkm09/PWDlADTqkr6azcSMzeisywVrmmxaNs+N9WnGxzaxfsO6G8eWLHkI5p/3mX3eAL9o4xJmpw7vP2flxb/1V48+aj29e8mPL20kDC6RDPRZDPRJhhqa4f6QJSNzbD0ww85jDaSAuq9Mt0+C21aMDbT5jTfM8BOXJ1iRSxSarf3/+MoWDz/j006ys2yqcVtk4vS6AHYO4tPBbVsC207fWikHwipALtOoa0eKME6IYkWrK4gS8/lMWdbWGFtrUbj4ytPSkgWgLoH7+eBc5P/29uXKaUm5sCz8iox9uZWJ5KS6MQCOZRkfpDnJfFsShiK31MmAbVlgJwJla5SVWckYpmFxB0nTpKTksiEliZRYqgB4dmfodAUfv7XC/LwNNYeOsvnM1wK01eRXX2vjUGOu6SKlxnMTPDdhzZJZ+gc0D+weYNmAYKghGKjbTEw7HDvVT6NW4YqzNcOLBr5QG77it3bvPXxg3eq1LzzAAfoGlnD3PQ8euPylL93q0/3xmVP7qVYcGlXF8ECXRUNNRgdmuH9nyP/8bD/TUwHLBzT9FaPb7DmCVeOSizZLXn5ulU7LIZIRjtPFkfDKKzr8y20R9z7pG9JCOtY18mqlNmA6gs+6JSZNKaR6nRzc6baIVTwsS+ZgFxgj063HEk7OCXzLpD1GQLQQds+WfY3o5AKgZ5srZFzt3m7G8zsKXfRyb1vQO4Et1HUzGrLOl0dyF2fLbEdJGbJjn8vxyfRnlqSMs4CgrCLdMk9YkpqSpL+/UBxIpDaKVsq4JGfGtFmhKm14fKvD7fcERMIF6YHjEwqHWx7ux5aCS9f76YK6ourHgGZ8JOR33zjNX3w84aFt/Syq2yzuDxnqk5yoWthSc86WVVy0+mVbWxMPHVi38eJv68x+WwAHWLtqEbXGsnf5eufqwwdOvKnbbjI+1GF4cJpnj7f56F0edz06Stj2WD0EA1Xoq0iqgaRetRkZtBgbgMlpRVJrUvHbJmpKRc0LqXiqlACazkMB7gzYRb87Z6mVwW2nqqa2SN+X2CW9FiPrC7VAcfGWLouXnOJDN3kcn++j4tvULE0lJRFlbThLlluKutj+zrBxpsLy+Yfw3jn8Qrm4hWKgUqeWLebhpBNk146oVTrMd7t86p4hntoWs2RQ527Vti2NOFMqraecTP6tvGAhTQEpBLGUyKQAeCIVMkkjuJY5gzR7zs3QotmxzVDOCrAdjwEXxgLB5EnBMx4MD1g0qhadiiSKjePecL/LH/10k68+cYwv3l/jqSM1xucsRvtiBocGSJwln1qx5rx3HTp06NuF67cP8MVLlnNw5+dnNq0ff+vu3buXLB45fnk3OcX7b3K4+/ExVOgxFAga/VD1IPAklcCiVrHpr0kG+wxdttO18V3H+PtYMYmyEUlExU0oPOkEFgULzSrljmWxz+yRgzt7WAbU5oU1ZHnPBd/VVH1Nfz1ifCjiFze0qbjTvOfTCSc7A2jPNvR9kbHedGq+qns6LacvHnzb578X5Pn7RWGXR/cFDhfZplTmkeQ5EdWgTTts8t4b6nz0tgFW9EFgJ8SJJkg0niNRrmXahVmL0Cn96rwGkKkkRdbalCSJNsCWKhXsKaJ3di23Q4mWlmnrWg6BJajbioprOjVTszFCCOLYdFC6kaTZsZia8+iv1bj23BZXnd3krqeafPbrfRxr1tm8Ibinb2j5Wz/88Vtav/izr/7eAxxg2frruf/Rp1rLN/54uGv7h/jUl3127R1mzZhkqC6p+gZYGRfE9+3U80fRV43xvQQhNEpL4sQiVjZxYtHvC978mja3PDJAlEYGKwd3yXk4awdapD3uIiVx8kchQGQ2QcjBXfE0tSChGiQpcFx+4/Wz7Dg4xcfu8GnKGo4U2ElplzNtFS7Mv1+IQ5QeOcZ7OijlDXxNj22inQLcDfHcDjd83eL9nx2ir+KitRFKtVIOeNHaNIrfeuGVlf1OCULK/Pda0qydJZkPZyKxrTT/Tp952IGPfDFgsm0ijZQSL23nKm3kKOZbCktGaA1JYtGNJNNzEilsXMelGlQY7u/j1RfMsmx4kvue6eOXf/6VoZSytXLNtw/u7xjgAJvXrUYp9eDBg1deqsN7g+vOkywatvBdie8aEE7MCDpd4+TQX1MM1GMatYiKH+E4CaDTQYQkUUYYc3TAtL5IBSTNNk6mY1K8zVKTMriznNvosiwAt2NcJgJP43sK30/w3BjbUsSJxLUt1i/tUnXazCmfjnIIFLgq2ylcIGucvj0T2erbAXbvoXvBnT1Sg5zyxlTWPcnW/Bw7Iowjdh+pkkQeQgpiZXxsOpHZke3ZWALTIUl/i7ljlAZXaXpoSUFsCSwlSZQiKbu7pXcCMJv7xydN4Wk8RwVOKvMcJjDfNT17400YpR0fm06omJyJsS1SyRGX3YeG2LDK5yde+dL2yKKzHhTi+S1Kv6AAr9er7D0y946zz/kR/eojx39HhE/7q5dALZD4XsiTeyXH99Wo+x6Bp2nUEgYbISMDLRq1DmFk8q8ksUiUhVKm3WSV5uoSkWuXSFEMcayehyikm7Pi0pZ5Dp7LxjkaN3NqTh9uupUkhCaMLV5/RZuP395l25GYyLGJUtvpwsJvgef6d3zanyf4F3RSTNpQTC/LoqSOHbP3mOazd1fAlvkSfZhAGJl5gSUzCnP2O9IeTqrnYn52pv1ipq6WFFiJNDm4JVGJRFlpL1zLnklokgjAzC0MP98817mOYGJeMNDVqY6iwnUS+moWi4Y7HJ5qsXW3T8WRBBXN0qmYkdENnWteetX7fL/zR0IMf8fn8Tu/NIBVi+tq8vBDf7ps2ei755LRcHq+jZbHOTR1khvuidh1MAEUVV/RX49YOjqL7Zzi0WdbzHciwsg2jf/YAi0JI8ETu2yS2PTBjbVzKTXJ2ndWOXpT6pBkkTwtKtOCyrVL2oi5slaSy8ORqkQ1KgrHikHHJBqilAZd1r4uet7fPbyfXw2qewCfeRdlAvFCFBtRsdLMNC0QIveGjxNjTxLGBuhhpIkiTRQr80hSM4MEolgYve6EdAJqJBqMUL0wSrCqV30qsw+3LThvXYzrGH0UT2qqjsa3NZVKly0bpmjSYf+kYLqpaXcVoFm/TPG6q+ZYNH6KxJmnXku49PzBsFofePcttz74p0IMq+dxmp7z+I4jeHZ8Y2sUVquL3jkXNcMHn5n/s/7Dkbz98RonT9S5aI1FrSJo1CIWD89huZN86KaAx7Y3uP5Si40rXIYaHSq+kRCbDzVf/LpHHNpQlYWtSElHMHsUffAsehfdEjvrnpS0yDPhTyfXRCx7wZiiLvNCR6tUO68YfpQfL9bRM+Hs2ZZSOR/FkkB6x4nyAZbxfbetdJM9MUMus0KY6h2Kkr6iWHCHTEx71cgbF6mJUjIVsjf1zo9f3uFzdymmlIneFUczWBdsWGXzmssVD++e5O8+P8DBqYCar5hvKU7NeFxwVsDv/+QEtz4oWDVaUS/dMv5nq1aOvWd6Zjr8bs/ZdxXBAX7/117HspFW+9LzV9945SXnaKF9FtVdNi2LaNRshhqa8eE2vj/FBz7vc9t9I1RllYnJPqbnXOLYPAUpFEpp5ruGZCWElfe/y945PSDPbqFZr9uWprhMW4FOSWGr55FrtmRemyqnnJpD5yDptef41vyS58cbPP34VhfOc2mxlLkq5SPJInjqFW+cFNLoHGuipBCmNw9zIcQxRIkR4THOwjKP2gbcsvTIPrbQ2qLmaaSMc5qwbWkaVRiuVQg7I/zYhT6/+bpTzMVdjkzB5GzM9JxkxwGPE6cGCMMqI0sv1pWBjTfuPqLaa87+j98tPL/7CA5w+fnL6B8d2bVru/+2mp98cGruG3LfYYclI5LlizpUgin++rMOdzw0zOpBixWLJAN9EteJsWyVdwHuuN/hyd1VcB1k6qNji4U5t+mcWKVxvG3JBYMdCoA7WftQp0zDQk0r02qRqRfnwn2wIjnorSafN4ifzzeW2otl+5IzfFvvR1kUP+2bzEQy0cZDKVam2IxTG+w4hkhqZCqBJtOetxkkiVz62JJm0hnHmCIzKbESdSZznHZVlKTTcTl7TYsrXjLPTd/oo5NYREoQxTA1p3j2iIvrDHD9JQm+d4L/fdMYh056aQAUHDop2bzpZWrxkk1va8l1u0J5/IWA5ncfwQEGxs5h+/ZWuG7jpR+e7/B71eo4q8ddNq3pMtR/ivd/XnHTvUMsrlssGZYM99sM1BX1SkS90qWv1uTETMQ/3dpgulMD28nz73xELM5QXPZMKmWae2dj+hKoc13ETFGrFL2lSm/xKlW1KsJhNlmE3sUC87Ve9C5s8/UG1edGen4RlfL7cgtSl75W/j+99UDpLqNMipXVELE22tsmHy8/dP6IEmXMoGJzIURxmrvHwtwBslz8tPw7TVUSKxXFdHnzK5uMDc7QbsdMtyXzbc30XMzJKTh4IuDk5ADXv1Tytjee4GgzZtu+iO3POowOL2dskN+74pILPry471R4xcXrXxCAvyARHGDTpjXs3X8sueDiN+1ZtuSRuV3bPl+vVffzoVssbn5gmFUDDsuHBaODDqODgpGBLmNDTXxvmq8/GfEPN49y12NDaM9FpiI+ZTmHrH2VF5wLuN55UWkVss1ORqMtg9sulLZ6nZOVYROSkbzEafubCzOBhUJBpEw9FqQT3xzcCz7OV4myiWnvUKmw+07HQfnARSIBxzKLv0orYmWZAjETukw0saVNTr2AVx5nnkixsV7PAkkcC+JUS7Ccf5fTNqUlUWyj2xWuPCfi/b85yT/crHhs9yhHZhx8N8FzI3zPxbUr2PYwr7nwJCo5zL/e2seR2RGuWH3N3DVXn7enNX8sWbxs9QsFyxcO4AC+X2PR6MEvLB3f8uutcOZ9W5/67OCD2xyWNxyWD8HooMPYoMX4cMiK8TkGGpP8652av/23JUyFNSpVC18LOum0XpXTgkzbJI3cjix6346dFZcmJSkWHjLxz0wzcaHnT9GBcOyYL93ncngiNYklM0A9c8vu9J6yKOXJZe7rN4F4lpqUKbiZIivF+xl1QecPiimiLqLp4mHNj13a5h8+34fWilhbJoIrkfvfJAmpfJppG8Y5FVch4qLIjKUgSikQTkLaUVEFB4WMM2/+iDix6YYeTeDyLV0u2DjDe/4t4RNfXoTAwbZiPEfi2jauU8OScMGqk+w/3+PV11wzuXj5+b/9pftmv/Dqi+svJCRfWICPjxmNDB1Pfezyy66zGxX9rp3P3j9y4FCToYbD6KDN0tGY5WOzWM4p/uVOwYc+vwjLDljfp3GthOk27J0y/Wfbl1Rtk5dmUTybYlr55FKmo3jTCjT6iWkx6aiSMGhZE7HX4EoKIyf39D6HmaYNTjHFO5OV90L12YVyy1KUesv0fq0M6Px9elOO0xcqikETugC3URQjL/YaFSPMQ5KgtSJSaR6uU3Cn+biV+ucUG0GZML4yo5+0RSvTblWU1jRJ+vuyzN9YO8bUKh2Ulhw5Mchc08O2Ff21Nr/2mnkkJ/jivYPsn/BTtQVB4NloVSUUw1xxyeUnz9lyzdujKPrYa1629AUF9wsO8OwQ9gDHjs9/ZNHSV8rLL5n9yy/c8tBIvWoxNqRYtXiOfSdn+NevBmzf28+g5zLapwhc8F0JlmYTpzhwUvHEgSHqjg2IPIJn6qN2KshoJpZFS9DIOGceQAuid5p7F/72xdhba4WwBCLfIEprAApwn8n5wcwDF3ydUmqyENyl83Qm2q0xTi3RAnoGTb3uB9nYXaUPM0pXZvVGJSRam2FVCmwD8lIUTwqmIkKlk03jMJwNeTICW5wXmWXz34Rq0GbbgYiDJyqErSqCgMBTTPgVhvqr/Px1M1xw1kk++ZV+9h6pU/VjGjUX19EML9t48vpXvvy/oOKPCLv2vYDi9wbgAIvGanzwYzd+WOt6smbVsr9uzx4fXD7WYf/EDH/zuYADR/o4a5HF+IAg8B1sC+pVi9VLFJedo3l0zzS/948enagfKDZzesbxKTvOczLVWzPEccv2KJbGslUetWUGcpFqIooEz0t4+lmLrc94xNpOR82pzFi+B3lme5MiWhdve9KZEsjLRy9NtUhHeth9ZeZiuajLonZOejL8EITFlvUxm1Z32XZQkdiaSIt0WGVEMZVKt5eSdGp5GtFA5bWEFGay7MTZEMgUm5nch+skzLQi3ndDg8e2j3L5eo9Vi23qVYFja46e8hgf9rlk3SSjjWnef4Ng/8k6y8Yian3jk5vXyj/Yvf3Gf163+btvBz7X8YJ0UZ7r+LX/9DoWVaOPbly39Dc3b1w0d+DULP/rCxVmp/p46WqbLSttzlnnsGm1oFax6atZNKoC23K5dLPm8k1t4oicrlrwvTM53cLFzXc1nqvStyVjK6tQts06MvleYRrBHTdm/ynJwaMO6GJFrqwhXjaqLZtMiXznsxDWEelCczlN6QF3GU4lMPe8n9t5lKw8ss/lth7FYnGsLDSSFeOKFcMhhDFKG+5I1hMvfl4WyXU6wTRTzm6k0mmnIoyS9C2EUdoXjzPekLnQPFfxwHabe7bWSCKHuaZitqmYa8HTexOe2Kl5anfAI9tHGa4O8suv6dA/1MTvG58Lakt+c9de66PfS3DD9zCCZ8fKxajxofqnHtk5Fj/56Kb/0+8c8keXWywbc1i3DDatnuL+7QmnZvsZ7vfw3ASBZqYpmGnJgv9dosQam3CZCqMbcPuuSl3czJTSWqBR3qN2m0VmYfLyJFYcPOYYd2TLTi0HC/HOfMNdnP5+jyNaiayU+elkIbwH5gtotpmGoCgtVChZANHK/CPzTXlNolTeg864PCq2qTkhSxdF4MSglCkyS6lQNrxSytj8aa3RqihEtVKoLMcWWZpi2KEZyOM4G+FL6gE0qprOnBn5x4lmuD/i+Nws92512TTv0Q1tutEg6CZvfs14Z7Yz8ov7TjQ+G3it72oM/wMB8PMvfRO/8+efSaY7Kz67fEAma9ZZ/zJz8oi/fjmcvXaS+3e3ufXBPlYMpm7Kfkwl6PL17ZIHdlQY8DIpiGyJobAF91zwPePAXPEVvmtIPLaV8jTS59CjAJV3DQzYHTthvqm552GXk9MOVIxyVra5X3aFKKwB0z3PPJqnG0Ipf1qI4m1PG7HAt3lbityGMJjm25kpqszssAVWTyRPeSGWSU2yaWIYWQw14IoLu/zb1yJmuorE0SQlr5zs92vSuwRm2ikS0zJMksy1TeV/m20LwlAQOsYzxywqWLQ6DhduSDhvXYsv39+g1dW0OwqtLV55kaIdzfLY9j60hoqn2LB+SWfl8uGf3XzhwI3TByaSgRVv+V7D73ubomTHe9/xRjYtO5q896EtN5y3cfznXnvNWGvTqgnu3trmE7fVqNk+S0ZthvtjRgbaJLrJU/ts4sSn6mo8W+PZmIUFR+A5Et8TBB5UPE3VV1SDhGoQUatE1CohFc9omBs5BZEXaeW2o0lREhI0rdAGCsVap7Q9tHCSWtYwKT4n8rc9Us2pN/vCQy2IpoW3e5FS5DomSvQMWhJV1jlJo3hiQIe2qboKR8RpP1wXUhgLuOVam/Sk1RXMtwXzHWh2Na2uptVRtLsJnW5Cp2us+rqhIIwk3VjSDS3aXQdLeJy9so2wQ47PCk7NJhw6AZ12Hz97neaSc2Z5al+bE63xVmIt+7nNF87d8PQjx74v4IbnIfzzQh1f/sJn+erfXcWrfuSubRYb9s52wmu/eE/oi7DC2as9NqxQrF06x/jwJDuPtvnbG4eJO1VGa5q+QFMNJNXAohLYVAJJzRfUKgbYtSChloK7Xgnpq3Wo+DFRYtHu2mkBZtIS4xRg+t6uY1a8vvKI5B9vbjAb1rBdl6oFVduYt7lZZybd+3R69hoND8ayRMGLsQqaaWYp2Cu91jvfPE25KgdiEf171tVE0fnIhjT5hn264dNfi3h6v80z+ysIxyWwBIGtja5M+jc5lvk5811DZZ3ryrwNWGwRiSIVyybHVno+HFPfVHzF+GCLx7bDnuMBWgksNEq7DFRt+usRibN0ZmBg6a/80Qce/dRgcDavevWbv1+w+96nKOXjsqt+mt1PfIg//bdFn9iwpN+59KLOe5oTe4aG61OMDc8h7Ak+e0/M5+4d4sjJBkvqioqjisjtGgOsiieo+IqKn1ANYgPsakhftU2j1qQVdplr2zQ7DlOzNRxbE3hmuSG39xCG4GVZisOTNsemPbBtHCnwperVGZfl/nspYpdkKcz7BbizyN2riViQtfJ0QZUEQXPgZ07FogfYsRRp/9qw++JEY6WRO04sI6YT24w0YMlg2g9PtVvyOYKlcW1z97MtQahjZqMOM22LE9M+Q4FkKFH5ln3GDbctZTpWrqATmgjeCR0mZyosGoh4+8/McMO9Efdt7efojIferwgqI1x52UWnfvRafnfJGvkJxHn80pt/6vsJue8vwAHWnvsrAETdmY9atm0//OD979y/5+aRT38tQulhbn00YWqmxrIB6PM0XrqN46apSeBJKr6mGqg0csfUqyGNWgvXmePe7SE3P1zjyPE+Noz4LB62GOo3BabrqNKirOmPzzQ1B445KFyEtAksjVum4aZGSGWNlTNxYmQJ4HkEz9SDKVx7IRvYCCMYZYaRp3FLSNIBV8oGFOlwJpGmyIwTafYy06URA3KbKLZxbJtli2KqtZBmYvbkSSOxLU1LtepLBhoOF24WrF42xaFT89z6cIUHdg6j2rYBN9keaGbzKPBci64n6EYG5M2OB9N9XHyWYt3SeW5bUaUVhmzbt4SXXHD5yXVbLvrDOI4/KsTg9xtqLw7As8PxGmg9/08XXfJSMdXu/qVr3z0y3jhFzY3x+gWrRwSt0OSotmWid+BLqr6mXlHUKzH1SkSt2qVWaTPcP8utD4X87t+P0o4GWD0g6JeSWgBBajeeJJkmtXnhXC9m1xHB3Y9UULGHXzHinl6meVjWXCmJe+Zah1LmkduSJUmKtBAtTzgXtv8KSYpUhiK9CCxzDeSLZIWqVXmdTKYENEkkZfp7LWzLJowc6lWbq88P+dRtIY8fUiS+lY/WLQmuLfA9SV/VYmxAsny4n0s3xbz+ilP81gcVt9y3CEvIkoGBMnMB27wO3UgQx4ZH3uoITk3XsWRCpLrs2Ffhwo0NrvjZq06uWf+y/6K1/qfxsb4XC2YvHsDNi1vj6InWh8/edEW8qOG/9857bh9YP36UuAuXnS145NmYI8cMFdZzjLtyvapo1CIatZBaJaQadBmot2iHTf7PHYM0O/2sHITF/YqKL1GkPWBVjJgFZkcxSRKe2GWz50QArk0gBYGt0hy1kIVzrMK/MRfxXLAHakmZfy3LW7OcOutY5O06RTp6T4Ua0pagkkagJ5sUmnNUADsRhkNi0hRpcuPYyie0tmURxTadrsvykZAt6zo8dSwiUU6P77tMufQCaHYExyY9bLuPpWMRb7l2mm88HnCqNYgtJKBS7UaFZcV4rqQT2kSJJPATDpzo8Pgz/SSqRiwili4dZWzVNVPnn3/h7zuO+j9CVF5MiL24AAcYH62QxOHHqsEFkzx4aM3Vl6189+Fnn3LGRzuIvdAX+CmvW1KraAbrEYuG2vTX27l3fcVv8emv2zy2a5CBqqQ/UAR+4afYk+Kmt1zHTtA6Ycdej5OnKnj9NhXbrFiZ1bZsYaJUUJa3iGQBdEsaukCPeq3sjd6JKAY5sVKoJAW4SNMPYdIcdDpZghK5q8jFTdojUu5I2s+PLLPKFyui2KHVcRkbsti4uov3jZA4qZjUrDS1zHc2I0GzYzEz71ENapy7psMrLpriX79WY9rxCBOYakM7NCYFvpcQRhZRJJhruija7DvRorrL5bprr4pWran8wYYt5+0B90tCeC82vF58gANYtqtu+PLjXxhYcYW7on60tWml9/efu/1B4WLJl1/Q5uBxB8f2GajHjA83qVQmacdtqpaPFBZSRtz6SD/t0GPxgKbmawLXuOPaVkoqKskQG02RhN2H4bZHquC5BLagYit8q9SWLInkFCCXRQRPJ6rZdDVLYXJV23QpQWtDO1UKukoTR4o4Kcq/TIrZ0gItzZSyfLdZ2N4rxkYyH7Wbboqd5sou7Y7HdRe0+cSdbZ4+XCdSsjQdNdqMcaLpRpJ2x6LZdpht+iypBLzigjYf/2qI0h5axjiVFtORi550qbgJY4OKVhTxlcdiNq+o8KOXRcqpXKAHRtb9xob1/f8MO0MhXvpiwwr4AQE4wE9cdx7tme2hX1/6se3bm3etWxX+5Mrho//j/q3PMjnns3oxLBrsEOlp/uxjDvPzw7zxCsnV58/zxB6HXYcr1F1B3dNUfUHgSzxHpjJupiNSKEIZmYWJGdh+uIrrOdQsTWArPEeb9qAj0hahWaDIQZ0VlnaxSeQ4ItcjN6mMLvXKDVTjlI0Xx6a/bLggpbG/TAc4mUQFVpGDpxdAvGA9zUDbMpdJWlcYzntCu+OxdnGbsUaHrQcSImXlqZpSZrsnijWdUNPsSJptm2bLpd0NWLW4w7lrukxO1Lh2i8XrrtbMdE/y/s8Mc2zaZ2xQsXZ5zKnZWbYd2sCrrxj648Rf8uljU6sOHr1vPnz5ZT8Y4Ibv06Dn+R5BYyNCLm8fOtDa+Z+vf8U7592Vf+bWzknWLa2ydCSk0TfLBz4veXr3IKPVgCiqkCjJAzt8Dp0IaHhQD6DqW1R8C9+TeI5ZfsgsxW2p8JyY+U7Ev91VoRNWqDqCmqMIHCPp5rsif+u6WXTubQPasojcGVXXUAV0/r7vKiqepq+qGB2IGOjrMtOMmJhOmG8r2l1NJ1J0c/6HeUSRJooSokjnGzg5E1CZAi+MJN1Q0u5KOqGk07XNI7QJQ4d218VzPP7Dy1sMBx3akaHOZhyUONZEkaLT1bTagrm2xVzLZb7ls3TY5qUbu0YyT9hMTA5x7oo6v/4TE0w0Yw4e73LoRMDlF52dXP2ysT87PvHT72zOdHZefcmS9ssv2/Biw6jn+IGJ4OXjFa+6nvd99FPJb//cm/9kevqUfd/93/i9ZO4Bb+eRo+w80MdZi23WLLVZNBThOh26iaDqWDR8qFcE9ZpFvWpTDQSeU+J/W2Y07zoRM2HCzsNVHOlRdzUVVxO4msAV+J4Bt2NLU4wt4HrLrJOS6q54bjYM0kirUIOybcONCbyE0cEOwWyLz94bMH3KZbQBgauNtJxl6LFx+v9ipXFVqvIqLSwpSCywtSjknhWI2Cz2lhl+0jKqs47tEccea8eb9LltjrTqhDnnxFws3UhhtROkMH9r4NrMNj0c18e1FN0k4fikYM8hh0Z1kHWLOmxY1aLhL+X8C17SPf+iq/96eHj4T558zOGcl3x/JpPf7vEDCXCA3/65NxF25nl0V/SOjWdfJT01dunHP/cpuWLEv3TF0Ly9dlnIysVzHJ8OueORAKkshurQX7Ppr9sMNaAaZCbtBqSWSPVQrC5ffdjlkT0NqhVJ3UmouDodIEHFk/ieZbzRhSBRZus843Bkvo52uh7npyxG29L5MEdgli48N6FaiRjsa9FKppnuSE7O+1S9pGAgYtKGLOmwrZRzLcGyZOEejbnlmhG7SPncAtfRxOmfKjPNwjBmej7gnDVtrrxojk/e1U8ndklUsUodRpowjokijRA2rm1Tq/gM9/tcc/4MX3sy4tmTEtft4rsWi8ZWxi97SXzfuee9Xl11yer7pIzfMTk1x+DAC7uF80IeP7AAB3D9nAT/X/71kzexZNE19Z98Vft/ufrAfxiqb5O7DrVxPY+w69HvC4YbFoMNh9EBwfJFHWyry84DVTzXoq+WTvGciLl2yCe+OoCOAwaqiqqrqbgQeGYAUg0sKr6N55pORbOd0A0jkiRt+zmmaHVsk4pUfU3FT/AchcZ0JVSqyurYGt9NCLwIxwpRSUIrEnQige9q3HSyGifQ6gAYLnuSTjhtS+G5pqw0z9/sV861NPNt033xXMPsA7CE6Ye7tkPT8agFAT/18hY3P9SiFXsm8guo+BLX1ew+EmEL0wq0LAffcxgfDgjcFiMN8Bod5mMXu7paicrKz/zo5dVf7nRPzFnWhS82PJ7X8QMN8PLx0z/1Wg4dOjCHqP6mo3ft3r493jJ/Ur8unn8czxI0hiwWDTuMDEgWDYUsHZvivu0hj+/y2LLaAi1wrIRapcON37B5YFs/9Yqk7pro7buCiiep+Bb1ikO9KqlXNPVKwu4jEdv2K2oe1ITEU6ZAtC3DZqxVYgbqIbVKh2OTDrPNmpG9sM000JIJlhUbmThtOiiRMgw/S5qhiyVhPow4Nimo+4IBrdIBl2HnSWkupnoloRaEHDsFB45KaoGkWrEL6TuZCh05rllImK9w8VkdXnnhDJ/7Wh9hOiENfJuz10Z0RIsHt/q4WSEtbYYaFZQ1T8Pt8PILN9MRwY3nn3PZ1k2bl//NzFx7buPKFS82HJ738UMDcIClS5cDTOzff+y/rd547oq1ax/jnof7XtcIdrFsMOa89fNMzwX0VUMmmx1uebBCoE0Utm1Ff73LyZkO/3R7P5ZVYdBT1FxTWAaeIPAk1cCmL5V5HmrELB2b4+hsh2eO1FgzYuHYZjIoMN2ZwE2oVyPGR+Z4al+LG+/uY6iiWLHIIvBMuy8jRAlh5MoyOTghzF2gXrFZsVhz+eApPnOPZPvuBral8R0jDIpOVXpdxUBfyKrFE9z5lMOOQ30sG1IMxBq0jZR2QSd2LFzbxXV8qn6Nt7xinnufnGOi1WBxv2lRVn2LH704ZNsByUzboT9KePiZEJ1ILj5vlJ993XqC2oU3vvLKzb89MTW3f2Bo9MWGwLd9/FABPDtWrFhE3D2233I3/P7QQftjv/Az5/5W3dpx5dPPPMreI11WjCc8uF1w5HiVyzYIqoFmoN5lYrbJuz9T4+n9g4zWBA1PEbgaPyVz+Z5FNZD0VTWDjYhFQy1WLznFY/sjJjs1htuCvoomSX3bbcu4FfTXQoSc5fZHXR7a7nPpekV7AJLErIRZ6XAp23CI0yLP5MwmgvfX4KINkunOHI/v8ZlqevQFplethdF48T1FXyWkr9pisumw40QftgVCJGYZxJFG3dcTKZ3VxrZ8LKlZvyTmT3/hBO/+pMtk06fdURyfcrhkqc9LN3d46umAxUOaer9NbfQ8Np277u6+uvybmfisJw9PtPcvXzL+Yr/s39HxQwlwANtbBLBba70b2HriQHu8Y6370OjonrVa32198V6foYrFYMNisC9hfHiGf7pDcMcjIzQ8l7GaoubpvAXo2BnfRVCvxIz0dxkZnOHebW2+eL9HO1bMdgWd0HQ5BORdksG+FtsPJ9y/rUZ/YOPaGD5Jyt6z7QTbjpEyQajECF4mvcZQUSyYnQ+47KwZNixtsnufx1jDLCCgdSovnFCrdHGdLq+9dI6jUxY7nh3BtQS+qwj8hE4oiSJJlEi6oW12MZXAdRTXnjfLtn1TfOzmMZbMJZyatjk1XeHVF02zbbfirI0vTV560ZrdD2xNfmX5msuOAjsHvpnsxQ/B8UML8OxIuxY79+yb2rlyhXqltzxYErP5My956N4+JzxeHRvssHysyYGJLo/uGODSNTZJEtLwHYJAcngiIfCKyaTvaOrVmP56k3u2dnj3p8fZsjLi1RdPcf9TQ7RC24BOGL5K4MdYdpcDE5Ju12OsT+dTTcdWposSdHHsDmGU4HkdlGozFwZ0YpGqSWnCSDLXchkfdlk62mXb3oR2KPOuh5RQ8WJq1Sa3PGKhk0He+ZY2f/XZSZ7YNkh/Gxqh6fbEqZ+l73U5dMKj6gc0uzFR7HPhmg53js5z8GSdgVrIyZl+Lly1vPnnf3jtbLvFG1etXnZ47Tprv/ghB3Z2/NADPDvWrBxA62Q/XHBwYnJ283/6CfeSvor+382p3bHqPjF4x32dep9d4fqXz/PIMxEqHqXR3+XRvRFDNR/HTjnTUlPxYxynySfvqtEn61y+Ds7beBTJPAcO9KPSItOyNFU/ZqYVc8fDAZ22TX0MXFfiupiUotolUk3+6t889hyt8pZXt7j8Jcf42FcWM93yGK5DGGq6Ecy1bNZ4LtdeMMt9WyOaHd+kKNpMRytBxD1bNR+8cZQLVg+yZnSON111gge21mmFrkl7tJF4AMHIwBR3PlpjoNogPq54+GmXN1zZz4+/dIYdB0fmLr104+SF52+wBxril0bHVtxvuX0zSaKVkD9Q87/v6vj385cAQlgIIVQctqbWrVp8W3+jvn5i541rlpz1839O9ZVPn3PWksenuv2dvceHWbM0Yvn4DMN9FosGzSLFXCshjMFzEo5ORcSRx8pRiWM7LB6yWDGuiNPdRkM71XhOzImphGOTLn2BSKegkoqnjfZidZ5bHxb81aeWcvToUhb3L+M/v0HwqotOMd1VzLU17TCh3YVOVzLX8lkyCMODIZ0YolgXF5RM2HfM4viESxTC/qM1Astn0VCbdmToBX01Rbsbc+Sk5OipKnuOJjxzIOYl6wI2rvE7XZY8/p9ef9XT//3tP/Xn/+OvvrQmqNbXB7Ult03OdKakEMqx/11B4t9PBC8f4+PjYPZpW7v37cey7Xcj7HdffOFqq1rb8vd9w2r9ouqeyx/cutc6f63FqnHNvhMd9p4ULBoKqFdCbnrI48gJnw2bwfcMwS8TbxXCpDSeq3DdkK17JU/tDjh3mTF68lyzcdRX69IK29zyUD+rBz1WDkn2HwsYG5T82IUnufOxNtPtCu2OohsqOqFkZt7lvHWaLas7fPV4nU4oiZNCshBMgdoJFadmbc5e63LJlog7vgEVD5aOzrJ9b8zBk/1Iq8H5Z8W041XJ2NIV91w54O5st1pvc+z5xK4GPPCVP9ajY6tbL/br9b08/l0CvHysNT1bDfAXEKt46pcvu8QdOHbsvL94ePed7tjYwcSteecvdpMLDp2aIPCaRPEcUpqxfa0iqVcUkYppd4wlWRa9K36C63ZoxeB7NoGj02IVKr6iv9bka9stdu7r46xRje8a5t6RiSoblra4dOM89z7h0+4Kw0dJl3mb7YCKE9KKFa1QECWKREnQgqqvcBwT+eeaJq1Jog6duMPJ6QTHcVmydBGDI/4jUrcf/ZGLV1hL1rwixB75r6OqO7V0UePFfkm+r8e/e4AvPKQ9ADAF/BrAU49/HUuKK0/Mtl6xbLz9xjXjsxvanSmanR2M9DuM9GsalXme2KPZtsdFpP6YgacZH2ox2+5w28P9+JaNLZPcbTnwY07ORtxwVx/jNclAzSjgRrFgcsalUe3nJ684wTP7u7TCiikOY0GsJGHo88oLprjlwRZHpvpYPZ7pugg2LIPl422OTtgcm5B0Y5+1iwVv/Q8XEDgNFq/wnxnW/mc6YeN2IfTdF1/xshf7lL+ox/91AF94nH3eFQB3z81M383ZfN22OmsOHJ1W+usT6oqLR1ZddcnIH7Zm9+LZK7hw/RQnT54ijHwqXsTRqRl2HlFMnaqwfChBpb3BRBt54l1HHE5N1bl0nUWizSZ6FCdMz8c8siPgok1VVizWzE2IlC6rUSrm4AmHoVrAlVtm2L5PMDHtE4aCe7fGeMFyXn7JGDNTkk3rVyCDw+9cMrx/73kvvVJKb0Q2AmcPcNvAYP+LfWp/II7/6wGeHfVGP8Bt2cdaHwK8/qNHj973zDbNoj6in39D/+/MtuPrJmcslo5GfPKL97JkYIJrzvNxPJu9Ry1WL+ky3wqZmknQOmYg0Jy1ss2hEwohbebbMN/VHDpus3TEpRvG+G6MlJIDEy6rlto8saeO69ZpVELe9hMVrMpVrFpsM9VUNNvelxvhzHvtlTir127Gr11398DKcHr16h++KeP34/j/Af4chxBLAaaBmwDmZ46BYMdcKx6LIpQlu5ya3c25KzrEsYOybLbt19Hrfmzjnz7wZPyavpqIRoM5Xn5pnS2bQ4YWaWLl0ulCqAVuHzRGNBeem1CTDovHbGfPyeoXLXHvn840K47oOMx1qmxeXaFv8RZqVZelsZbd0DmOYO+qFYte7FP0Q3H8++jm/4Ac3ambkFKM3XL3fKPqCV0JWmzbW+El60MmpjVx4tHuarpKMDENF6zVPHFAU7ctRkdssXdmZEbA8V9545Uv9p/y7+b4/wBnNDDecVV8OQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOToxNzo1NyswMDowMPdvOlQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MTc6NTcrMDA6MDCGMoLoAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 43878037
      {'hecke_orbit_code': 22517998271070796, 'n': 1, 'trace_an': 2}
    • id: 43878038
      {'hecke_orbit_code': 22517998271070796, 'n': 2, 'trace_an': 0}
    • id: 43878039
      {'hecke_orbit_code': 22517998271070796, 'n': 3, 'trace_an': 54}
    • id: 43878040
      {'hecke_orbit_code': 22517998271070796, 'n': 4, 'trace_an': 0}
    • id: 43878041
      {'hecke_orbit_code': 22517998271070796, 'n': 5, 'trace_an': -264}
    • id: 43878042
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    • id: 43878043
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    • id: 43878044
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    • id: 43878045
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    • id: 43878046
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    • id: 43878047
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    • id: 43878048
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    • id: 43878049
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    • id: 43878050
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    • id: 43878051
      {'hecke_orbit_code': 22517998271070796, 'n': 15, 'trace_an': -7128}
    • id: 43878052
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    • id: 43878053
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    • id: 43878054
      {'hecke_orbit_code': 22517998271070796, 'n': 18, 'trace_an': 0}
    • id: 43878055
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    • id: 43878056
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    • id: 43878057
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    • id: 43878058
      {'hecke_orbit_code': 22517998271070796, 'n': 22, 'trace_an': 0}
    • id: 43878059
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    • id: 43878060
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    • id: 43878061
      {'hecke_orbit_code': 22517998271070796, 'n': 25, 'trace_an': 141326}
    • id: 43878062
      {'hecke_orbit_code': 22517998271070796, 'n': 26, 'trace_an': 0}
    • id: 43878063
      {'hecke_orbit_code': 22517998271070796, 'n': 27, 'trace_an': 39366}
    • id: 43878064
      {'hecke_orbit_code': 22517998271070796, 'n': 28, 'trace_an': 0}
    • id: 43878065
      {'hecke_orbit_code': 22517998271070796, 'n': 29, 'trace_an': 243588}
    • id: 43878066
      {'hecke_orbit_code': 22517998271070796, 'n': 30, 'trace_an': 0}
    • id: 43878067
      {'hecke_orbit_code': 22517998271070796, 'n': 31, 'trace_an': -470824}
    • id: 43878068
      {'hecke_orbit_code': 22517998271070796, 'n': 32, 'trace_an': 0}
    • id: 43878069
      {'hecke_orbit_code': 22517998271070796, 'n': 33, 'trace_an': -134460}
    • id: 43878070
      {'hecke_orbit_code': 22517998271070796, 'n': 34, 'trace_an': 0}
    • id: 43878071
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    • id: 43878072
      {'hecke_orbit_code': 22517998271070796, 'n': 36, 'trace_an': 0}
    • id: 43878073
      {'hecke_orbit_code': 22517998271070796, 'n': 37, 'trace_an': 311116}
    • id: 43878074
      {'hecke_orbit_code': 22517998271070796, 'n': 38, 'trace_an': 0}
    • id: 43878075
      {'hecke_orbit_code': 22517998271070796, 'n': 39, 'trace_an': 273996}
    • id: 43878076
      {'hecke_orbit_code': 22517998271070796, 'n': 40, 'trace_an': 0}
    • id: 43878077
      {'hecke_orbit_code': 22517998271070796, 'n': 41, 'trace_an': -919248}
    • id: 43878078
      {'hecke_orbit_code': 22517998271070796, 'n': 42, 'trace_an': 0}
    • id: 43878079
      {'hecke_orbit_code': 22517998271070796, 'n': 43, 'trace_an': -112616}
    • id: 43878080
      {'hecke_orbit_code': 22517998271070796, 'n': 44, 'trace_an': 0}
    • id: 43878081
      {'hecke_orbit_code': 22517998271070796, 'n': 45, 'trace_an': -192456}
    • id: 43878082
      {'hecke_orbit_code': 22517998271070796, 'n': 46, 'trace_an': 0}
    • id: 43878083
      {'hecke_orbit_code': 22517998271070796, 'n': 47, 'trace_an': 102456}
    • id: 43878084
      {'hecke_orbit_code': 22517998271070796, 'n': 48, 'trace_an': 0}
    • id: 43878085
      {'hecke_orbit_code': 22517998271070796, 'n': 49, 'trace_an': 0}
    • id: 43878086
      {'hecke_orbit_code': 22517998271070796, 'n': 50, 'trace_an': 0}
    • id: 43878087
      {'hecke_orbit_code': 22517998271070796, 'n': 51, 'trace_an': -481464}
    • id: 43878088
      {'hecke_orbit_code': 22517998271070796, 'n': 52, 'trace_an': 0}
    • id: 43878089
      {'hecke_orbit_code': 22517998271070796, 'n': 53, 'trace_an': 2720028}
    • id: 43878090
      {'hecke_orbit_code': 22517998271070796, 'n': 54, 'trace_an': 0}
    • id: 43878091
      {'hecke_orbit_code': 22517998271070796, 'n': 55, 'trace_an': -1181736}
    • id: 43878092
      {'hecke_orbit_code': 22517998271070796, 'n': 56, 'trace_an': 0}
    • id: 43878093
      {'hecke_orbit_code': 22517998271070796, 'n': 57, 'trace_an': -168912}
    • id: 43878094
      {'hecke_orbit_code': 22517998271070796, 'n': 58, 'trace_an': 0}
    • id: 43878095
      {'hecke_orbit_code': 22517998271070796, 'n': 59, 'trace_an': 19008}
    • id: 43878096
      {'hecke_orbit_code': 22517998271070796, 'n': 60, 'trace_an': 0}
    • id: 43878097
      {'hecke_orbit_code': 22517998271070796, 'n': 61, 'trace_an': 925148}
    • id: 43878098
      {'hecke_orbit_code': 22517998271070796, 'n': 62, 'trace_an': 0}
    • id: 43878099
      {'hecke_orbit_code': 22517998271070796, 'n': 63, 'trace_an': 0}
    • id: 43878100
      {'hecke_orbit_code': 22517998271070796, 'n': 64, 'trace_an': 0}
    • id: 43878101
      {'hecke_orbit_code': 22517998271070796, 'n': 65, 'trace_an': 4965936}
    • id: 43878102
      {'hecke_orbit_code': 22517998271070796, 'n': 66, 'trace_an': 0}
    • id: 43878103
      {'hecke_orbit_code': 22517998271070796, 'n': 67, 'trace_an': -2053424}
    • id: 43878104
      {'hecke_orbit_code': 22517998271070796, 'n': 68, 'trace_an': 0}
    • id: 43878105
      {'hecke_orbit_code': 22517998271070796, 'n': 69, 'trace_an': 379404}
    • id: 43878106
      {'hecke_orbit_code': 22517998271070796, 'n': 70, 'trace_an': 0}
    • id: 43878107
      {'hecke_orbit_code': 22517998271070796, 'n': 71, 'trace_an': -869508}
    • id: 43878108
      {'hecke_orbit_code': 22517998271070796, 'n': 72, 'trace_an': 0}
    • id: 43878109
      {'hecke_orbit_code': 22517998271070796, 'n': 73, 'trace_an': -3505228}
    • id: 43878110
      {'hecke_orbit_code': 22517998271070796, 'n': 74, 'trace_an': 0}
    • id: 43878111
      {'hecke_orbit_code': 22517998271070796, 'n': 75, 'trace_an': 3815802}
    • id: 43878112
      {'hecke_orbit_code': 22517998271070796, 'n': 76, 'trace_an': 0}
    • id: 43878113
      {'hecke_orbit_code': 22517998271070796, 'n': 77, 'trace_an': 0}
    • id: 43878114
      {'hecke_orbit_code': 22517998271070796, 'n': 78, 'trace_an': 0}
    • id: 43878115
      {'hecke_orbit_code': 22517998271070796, 'n': 79, 'trace_an': -6640856}
    • id: 43878116
      {'hecke_orbit_code': 22517998271070796, 'n': 80, 'trace_an': 0}
    • id: 43878117
      {'hecke_orbit_code': 22517998271070796, 'n': 81, 'trace_an': 1062882}
    • id: 43878118
      {'hecke_orbit_code': 22517998271070796, 'n': 82, 'trace_an': 0}
    • id: 43878119
      {'hecke_orbit_code': 22517998271070796, 'n': 83, 'trace_an': -7856760}
    • id: 43878120
      {'hecke_orbit_code': 22517998271070796, 'n': 84, 'trace_an': 0}
    • id: 43878121
      {'hecke_orbit_code': 22517998271070796, 'n': 85, 'trace_an': -14723496}
    • id: 43878122
      {'hecke_orbit_code': 22517998271070796, 'n': 86, 'trace_an': 0}
    • id: 43878123
      {'hecke_orbit_code': 22517998271070796, 'n': 87, 'trace_an': 6576876}
    • id: 43878124
      {'hecke_orbit_code': 22517998271070796, 'n': 88, 'trace_an': 0}
    • id: 43878125
      {'hecke_orbit_code': 22517998271070796, 'n': 89, 'trace_an': 9330384}
    • id: 43878126
      {'hecke_orbit_code': 22517998271070796, 'n': 90, 'trace_an': 0}
    • id: 43878127
      {'hecke_orbit_code': 22517998271070796, 'n': 91, 'trace_an': 0}
    • id: 43878128
      {'hecke_orbit_code': 22517998271070796, 'n': 92, 'trace_an': 0}
    • id: 43878129
      {'hecke_orbit_code': 22517998271070796, 'n': 93, 'trace_an': -12712248}
    • id: 43878130
      {'hecke_orbit_code': 22517998271070796, 'n': 94, 'trace_an': 0}
    • id: 43878131
      {'hecke_orbit_code': 22517998271070796, 'n': 95, 'trace_an': -3903312}
    • id: 43878132
      {'hecke_orbit_code': 22517998271070796, 'n': 96, 'trace_an': 0}
    • id: 43878133
      {'hecke_orbit_code': 22517998271070796, 'n': 97, 'trace_an': 2220212}
    • id: 43878134
      {'hecke_orbit_code': 22517998271070796, 'n': 98, 'trace_an': 0}
    • id: 43878135
      {'hecke_orbit_code': 22517998271070796, 'n': 99, 'trace_an': -3630420}
    • id: 43878136
      {'hecke_orbit_code': 22517998271070796, 'n': 100, 'trace_an': 0}