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{'Nk2': 18088, 'analytic_conductor': 36.10835179402299, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -1], [17, 1], [19, -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': [4522, 1, [647, 2927, 477], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 11, 'field_disc': 36658118938140143912, 'field_disc_factorization': [[2, 3], [13, 1], [191141, 1], [1844093694533, 1]], 'field_poly': [-80, 312, -147, -613, 575, 246, -342, -8, 72, -9, -5, 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': [[3, [80, 312, 147, -613, -575, 246, 342, -8, -72, -9, 5, 1]], [5, [-414, -420, 1843, 1298, -1983, -1135, 688, 347, -69, -34, 2, 1]], [11, [3816, -85710, 59908, 44715, -33824, -7648, 5932, 647, -393, -37, 9, 1]], [13, [358144, 55936, -408712, 117504, 68788, -27695, -4013, 2248, 77, -78, 0, 1]]], 'hecke_orbit': 29, 'hecke_orbit_code': 126100789599932842, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '4522.2.a.bc', 'level': 4522, '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': True, 'level_primes': [2, 7, 17, 19], 'level_radical': 4522, 'minimal_twist': '4522.2.a.bc', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}-\\beta _{1}q^{3}+q^{4}+\\beta _{7}q^{5}+\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 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mf_hecke_nf • Show schema
Hide schema
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-8, -9, 5, 6], [-4, 20, -2, 4, 6, 3, 2, -10, 6, -1, -3], [2, -4, 2, 10, 0, -5, 2, -8, 6, -15, -5], [-11, 13, 14, 2, -5, -9, -3, -10, 8, -2, -2], [12, -10, 0, -8, -4, -8, -8, 4, 10, 4, 2], [11, 14, -4, -3, -7, 3, -3, 5, 1, -2, -1], [-15, -1, -4, 5, 15, 7, -5, 3, -1, -6, -8], [-16, -8, -11, -3, 0, 13, 2, 8, -18, 7, -4], [14, 1, 7, 2, 4, -5, -6, 11, 1, -1, 2], [7, -11, -4, 2, -9, -4, -1, 3, 2, -9, 2], [17, -21, -12, 3, 20, 14, 7, -4, -9, -2, -7], [11, -15, -7, 4, 0, -8, 1, 8, 7, -4, -4], [1, -3, -5, 0, -4, 1, 7, 8, -2, -6, 7], [8, 8, -6, 4, 0, 6, 2, -6, -6, 8, 2], [-7, 11, 0, -6, -13, -2, 9, 3, 0, 9, 10], [-13, 5, 3, 1, -8, -5, 5, 2, 7, -2, 9], [2, 6, 2, 1, -6, 0, -6, 2, 6, 1, 2], [1, 5, -3, 3, 2, -4, -3, -4, 3, -19, -5], [-32, 0, 0, -1, 5, -2, -8, 0, 5, -9, -2], [-7, 3, -9, 4, 9, -2, 5, -15, 2, -2, 6], [11, 5, -9, 5, 0, 8, 3, 10, -5, 13, 4], [28, -3, -7, -4, 2, 8, -2, -6, -4, 1, 1], [-11, 9, 1, 1, -6, 0, -7, 8, 1, 7, -2], [-22, -12, -12, 2, 4, 10, 5, -8, -13, 2, 0], [19, -9, 2, 1, -4, -7, -3, 6, 7, 1, 2], [19, -10, -4, -3, -4, 8, -1, 14, -3, 12, 5], [-7, 8, 8, -3, -7, -9, -11, -1, 5, 2, 1], [6, -9, -6, 1, -4, 1, 6, -2, -9, 9, 1], [-6, 0, -2, -2, 6, -13, 2, -10, 2, -9, -2], [33, 3, -12, -4, -2, 1, -3, -4, -5, 2, 2], [-29, 11, 11, -11, -16, -7, -10, 2, 6, 2, 5], [12, -8, 0, -2, -6, 9, 2, 10, 4, -1, 5], [-22, -2, 5, -12, -8, 0, -2, -2, -4, 17, 9], [4, -4, 4, 5, 1, -8, 0, 3, 15, -17, 4], [8, -1, 0, -5, -2, -5, 2, -6, -7, 9, -1], [-20, 0, 5, 0, 10, 5, -6, -2, 4, 4, 2], [-55, 23, 8, 3, -5, -8, 1, -9, 5, -9, 5], [-12, 7, -4, -9, 2, -5, -1, -4, -2, -1, -3], [3, -1, 1, -2, -5, -5, -5, -1, 3, 8, -3], [32, -5, -9, -5, 4, -4, 2, 0, -3, 1, -6], [-25, 7, 19, -4, -3, -7, -7, -11, 4, 1, 1], [4, -6, -4, -3, -6, 7, 12, 2, -11, -5, -5], [-25, -11, 4, 1, -2, -3, -1, 14, 11, -1, -6], [12, -10, 8, -4, -8, 1, -10, 0, 0, -3, 1], [-30, 15, 15, 0, -17, -11, 0, -13, 10, 5, 6], [-41, 1, 16, -13, -16, -5, -15, 6, 1, 5, 0], [25, -21, -8, -1, 0, 3, 2, 2, -14, 13, 0], [21, 1, -2, 7, 4, 16, -3, 14, -5, 4, 3], [-11, -10, -1, 6, 14, 7, 5, -14, -10, 0, 1], [-40, 12, 22, 0, -15, -8, -10, 5, 14, 1, 0], [-26, -6, -3, -4, -10, -7, 0, -8, -6, 8, -4], [-10, 4, -5, 1, 2, -8, 8, 6, 4, -10, -1], [-24, 8, 11, 2, -12, -1, -4, 4, 2, 2, -4], [-10, 18, 0, 2, 6, 0, 2, -8, 0, -4, 4]], 'char_orbit_index': 1, 'field_poly': [-80, 312, -147, -613, 575, 246, -342, -8, 72, -9, -5, 1], 'hecke_orbit_code': 126100789599932842, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1, 4996, 2498, 4996, 4996, 4996, 2498, 1249], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [3, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0], [0, 7, 1, 1, 0, 0, 0, 0, 0, 0, 0], [15, 12, 9, 1, 0, 1, -1, -1, 0, 1, 1], [2, 58, 15, 13, 1, 0, -2, -2, 3, 0, 2], [85, 132, 82, 22, 1, 13, -14, -17, 6, 9, 15], [22, 533, 179, 146, 17, 7, -31, -44, 50, -4, 37], [503, 1415, 780, 324, 25, 134, -151, -223, 123, 58, 183], [174, 5189, 1985, 1577, 213, 156, -369, -645, 633, -73, 507], [3034, 14991, 7659, 4082, 416, 1336, -1526, -2642, 1750, 283, 2084]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-3, -1, 1, 0, 0, 0, 0, 0, 0, 0, 0], [3, -6, -1, 1, 0, 0, 0, 0, 0, 0, 0], [21456, -58703, -32517, 165363, -34254, -89406, 26564, 17316, -5485, -1117, 357], [-2242, -38719, 27199, 80185, -35716, -44656, 16784, 9528, -3289, -683, 225], [69480, -151129, -167719, 302197, 48186, -165114, 15792, 34564, -6919, -2431, 607], [-214196, 415917, 404963, -847105, -118306, 447434, -27884, -89200, 14011, 6003, -1279], [142344, -308503, -261649, 725755, 37514, -407810, 49236, 84852, -16761, -5889, 1417], [131850, -243555, -249051, 519211, 57786, -284802, 26784, 58440, -10653, -4013, 927], [-89742, 211081, 160245, -437174, -27316, 235309, -24807, -47643, 8744, 3241, -744]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 11, 'label': '4522.2.a.bc', 'level': 4522, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [12, 6, 8, 10, 7, 11, 9, 9, 9, 9, 6, 12, 6, 12, 15, 4], 'Nk2': 18088, 'analytic_conductor': 36.10835179402299, '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': [4522, 1, [647, 2927, 477], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 713, 'dim': 145, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 11, 13], 'hecke_orbit_code': 33558954, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 4, 5, 6, 6, 6, 6, 7, 8, 8, 10, 11, 11, 11, 15], 'label': '4522.2.a', 'level': 4522, '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': True, 'level_primes': [2, 7, 17, 19], 'level_radical': 4522, 'mf_dim': 728, 'mf_new_dim': 145, 'num_forms': 32, 'plus_dim': 67, 'prim_orbit_index': 1, 'relative_dim': 145, 'sturm_bound': 1440, 'trace_bound': 11, 'trace_display': [1, -12, -10, 1], 'traces': [145, 1, -12, 145, -10, 4, 1, 1, 141, 6, 4, -12, 14, 1, -8, 145, 1, 13, 1, -10, 4, 12, 8, 4, 127, 14, -24, 1, 30, 24, -16, 1, 32, 1, 6, 141, -10, 1, 56, 6, 26, 4, 28, 4, -2, 24, 16, -12, 145, 31, 4, 14, 22, 40, 24, 1, -4, 6, -4, -8, -2, 16, 13, 145, 52, 32, -28, 1, -32, 6, -56, 13, 26, -18, -68, 1, 12, -24, 16, -10, 121, 26, -44, 4, -2, 28, -8, 12, -118, -2, 14, 8, -16, 16, 6, 4, 2, 1, -108, 127, 6, -4, 8, 14, 24, 22, -20, -24, 14, -24, -40, 1, 50, -12, -80, 30, 102, 12, 1, 24, 149, 46, 8, -16, 12, 13, 64, 1, 32, 36, -28, 32, -3, 12, 112, 1, 50, -16, -100, 6, 32, 48, -56, 141, -12, 10, -12, -10, -2, 92, -56, 1, -3, 12, -96, 56, 30, -8, -88, 6, 8, 57, -68, 26, 128, 20, 8, 4, 143, 6, -3, 28, 46, -24, -33, 4, 32, -22, -28, -2, -74, -18, 8, 24, 100, 48, 12, 16, -8, -2, -16, -12, 2, -14, -16, 145, -122, 28, -152, 31, 0, 38, 30, 4, 76, -40, -8, 14, 12, 8, 52, 22, 32, 12, -40, 40, 32, -106, -72, 24, -2, -72, -160, 1, 211, -14, 52, -4, -10, 0, 0, 6, -78, 6, -256, -4, 32, 1, -16, -8, 98, -59, -164, -2, -10, -8, 14, 16, -80, 108, -52, 13, -32, -8, 24, 145, 66, -48, -10, 52, 246, 68, -40, 32, -108, -19, -80, -28, -34, 120, 112, 1, -72, 74, 4, -32, 118, -36, -32, 6, 10, -120, -68, -56, -56, 24, -54, 13, 145, 100, -96, 26, -26, 4, -56, -18, -176, 38, -144, -68, 28, -40, -88, 1, 36, 13, 20, 12, -80, -16, 40, -24, -86, -2, 38, 16, 14, -104, 88, -10, 128, 24, -7, 121, 34, -60, -232, 26, -8, 40, -132, -44, -274, -8, -8, 4, 114, 55, -376, -2, -80, 13, 1, 28, -320, -2, -100, -8, -2, -1, 96, 12, -238, -48, -16, -118, 4, -36, -88, -2, 145, 102, -268, 14, -68, 64, 16, 8, -158, 132, -10, -16, -170, -4, -352, 16, -188, -104, -260, 6, -208, 80, -224, 4, -88, 34, -220, 2, 30, 80, 8, 1, -176, 102, -256, -108, -50, 40, 4, 127, 114, -16, 0, 6, -218, -2, 24, -4, 10, 36, -264, 8, 12, 168, -72, 14, 16, -4, -220, 24, 6, -172, 64, 22, -1, 128, -2, -20, -160, 104, -64, -24, 82, 0, -168, 14, -8, 136, -8, -24, 141, -2, -100, -40, 44, 112, -56, 1, -110, 147, 24, 50, 64, 196, 4, -12, -30, 6, 40, -80, 366, -8, -64, 30, -240, 74, -332, 102, 4, 208, -232, 12, -224, 0, -1, 1, 142, 16, 256, 24, 100, 18, -48, 149, -148, 44, 232, 46, -48, 6, 68, 8, 30, 6, 40, -16, 40, 64, -212, 12, 240, 124, -24, 13, 36, 112, -436, 64, -66, 24, -38, 1, 8, 18, 0, 32, 336, 38, 40, 36, -246, -26, 44, -28, -36, 40, 32, 32, -23, 68, -84, -3, 76, 72, -88, 12, -112, -18, 4, 112, -34, -64, -120, 1, -140, 56, 52, 50, -90, 228, -34, -16, 16, -10, -184, -100, -42, 16, 72, 6, -48, 122, -172, 32, -148, 76, 57, 48, -70, 24, -108, -56, -96, 34, -88, 141, 18, 1, 120, -12, -60, -24, 216, 10, 212, 22, 204, -12, -48, -64, 120, -10, 2, 64, -2, -2, -176, 80, -232, 92, 170, 44, -156, -56, -2, -8, -64, 1, 56, 148, -80, -3, -178, 52, 112, 12, -110, -32, -340, -96, -48, 56, -6, 56, -99, -102, 8, 30, -26, -34, -232, -8, -128, 118, -16, -88, 14, 24, -280, 6, 146, -144, -156, 8, 208, -15, -200, 57, 48, 210, -32, -68, -210, 8, 168, 26, 354, -48, 116, 128, 6, -44, -24, 20, 6, 110, -160, 8, 96, -296, 24, 4, 50, 34, -424, 143, 118, -40, 2, 6, -384, -32, -132, -3, 124, 1, 328, 28, 436, -32, -540, 46, 60, 28, 248, -24, 26, -34, -24, -33, 86, -80, -26, 4, 432, 66, -10, 32, -74, -256, 112, -22, 0, -20, -320, -28, -80, -56, -144, -2, -8, 1, 40, -74, 210, 324, 280, -18, 21, -36, -4, 8, 78, -176, -8, 24, -208, 194, 116, 100, 56, 6, -232, 48, 228, 198, -28, 12, -68, 56, 64, 16, -112, 228, -32, -8, 174, -36, 64, -2, 58, 144, -66, -16, 38, -128, 136, -12, -126, -24, 136, 2, 166, 12, -32, -14, -88, -26, 2, -16, 176, 24, -64, 145, 356, -160, -204, -122, 176, -16, -30, 28, 52, -50, 24, -152, 62, 4, -16, 31, -222, 34, -232, 0, 16, 64, -232, 38, -14, 102, -292, 30, -176, 120, 72, 4, -36, -166, 70, 76, 22, -296, -232, -40, 432, -60, -196, -8, -162, -152, 376, 14, 1, -176, -176, 12, -144, 132, 120, 8, 167, 126, 88, 52, -470, 64, 69, 22, -32, 31, 256, 32, 86, -2, 78, 12, 58, -256, -212, -40, -8, -120, 48, 40, 52, 66, -12, 32, -64, -80, 104, -106, -86, -40, 60, -72, 30, 120, 56, 24, 18, 13, 180, -2, -208, -4, 72, -72, 32, -20, -532, -160, 24, 136, 88, 1, 240, 98, -224, 211, -10, -328, 96, -14, -60, 16, -36, 52, 78, -60, -240, -4, 32, 42, -160, -10, -36, 8, 136, 0, 32, -82, -176, 0, 122, -96, -376, 6, 178, 64, 1, -78, 0, 52, 40, 6, -198, 4, -40, -256, -210, -144, 80, -4, 144, -112, 92, 32, 76, -33, 184, 1, -54, -82, -64, -16, -224, 96, 138, -8, 33, 116, -228, 98, 236, 0, -232, -59, 4, 140, -52, -164, -28, 16, 120, -2, 162, -80, -152, -10, 182, 92, -280, -8, 52, 30, -224, 14, 80, -552, -240, 16, 144, 40, -56, -80, 326, -412, 96, 108], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 11, 'source_hecke_orbit': 29, 'source_is_minimal': True, 'source_label': '4522.2.a.bc', 'source_level': 4522, 'target_char_orbit': 1, 'target_dim': 11, 'target_hecke_orbit': 29, 'target_is_minimal': True, 'target_label': '4522.2.a.bc', 'target_level': 4522, 'twist_class_label': '4522.2.a.bc', 'twist_class_level': 4522, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3623600
{'charpoly_factorization': [[[1, 1], 11]], 'hecke_orbit_code': 126100789599932842, 'p': 2}
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id: 3623601
{'charpoly_factorization': [[[80, 312, 147, -613, -575, 246, 342, -8, -72, -9, 5, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 3}
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id: 3623602
{'charpoly_factorization': [[[-414, -420, 1843, 1298, -1983, -1135, 688, 347, -69, -34, 2, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 5}
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id: 3623603
{'charpoly_factorization': [[[-1, 1], 11]], 'hecke_orbit_code': 126100789599932842, 'p': 7}
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id: 3623604
{'charpoly_factorization': [[[3816, -85710, 59908, 44715, -33824, -7648, 5932, 647, -393, -37, 9, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 11}
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id: 3623605
{'charpoly_factorization': [[[358144, 55936, -408712, 117504, 68788, -27695, -4013, 2248, 77, -78, 0, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 13}
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id: 3623606
{'charpoly_factorization': [[[1, 1], 11]], 'hecke_orbit_code': 126100789599932842, 'p': 17}
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id: 3623607
{'charpoly_factorization': [[[-1, 1], 11]], 'hecke_orbit_code': 126100789599932842, 'p': 19}
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id: 3623608
{'charpoly_factorization': [[[-12246624, 19481328, 21070396, -1383318, -2773493, -165998, 106506, 10270, -1580, -180, 8, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 23}
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id: 3623609
{'charpoly_factorization': [[[-33300, 284088, -196877, -227267, 61855, 65160, 746, -6274, -1130, 17, 17, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 29}
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id: 3623610
{'charpoly_factorization': [[[313802144, 245059760, 30026154, -20846758, -5949891, 175029, 204627, 11511, -2392, -214, 9, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 31}
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id: 3623611
{'charpoly_factorization': [[[28798432, -46189312, 15113200, 5752692, -2446658, -274761, 116279, 8238, -2180, -145, 14, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 37}
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id: 3623612
{'charpoly_factorization': [[[4648608, -10851168, -36719816, -22658340, -3381322, 762780, 216961, -643, -3404, -148, 16, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 41}
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id: 3623613
{'charpoly_factorization': [[[15122432, -3680256, -8124928, 2119616, 1287488, -366244, -58393, 17880, 738, -246, -3, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 43}
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id: 3623614
{'charpoly_factorization': [[[4140, 3612, -94871, 19246, 366661, -339011, 43078, 10925, -1455, -154, 12, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 47}
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id: 3623615
{'charpoly_factorization': [[[-15352704, 14770656, 34889584, 19614488, 4093296, -139764, -209163, -31951, -404, 348, 34, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 53}
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id: 3623616
{'charpoly_factorization': [[[-435745152, -28323168, 139319504, -4636184, -10975456, 265068, 344907, -700, -4674, -104, 23, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 59}
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id: 3623617
{'charpoly_factorization': [[[-500513110, -1066810532, -401999473, 57661186, 25875141, -2014329, -561072, 41155, 4779, -372, -12, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 61}
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id: 3623618
{'charpoly_factorization': [[[34561232, -190480472, 73304992, 36166286, -8387875, -2608398, 189430, 59574, -806, -438, 0, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 67}
-
id: 3623619
{'charpoly_factorization': [[[-398880, 16464, 1645672, 1211920, -103122, -305604, -73323, 5686, 4427, 661, 42, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 71}
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id: 3623620
{'charpoly_factorization': [[[-599680, -14048384, -43653512, -7098204, 9435330, -473979, -313417, 22294, 3665, -268, -14, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 73}
-
id: 3623621
{'charpoly_factorization': [[[431554240, -918790416, 204141384, 89828540, -11962122, -3070774, 246007, 48242, -2176, -356, 7, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 79}
-
id: 3623622
{'charpoly_factorization': [[[-29955456, -56737920, -19382924, 10767738, 2794175, -849679, -100223, 26619, 1104, -320, -1, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 83}
-
id: 3623623
{'charpoly_factorization': [[[33673093884, -35770615428, 3144026339, 1513332836, -113857867, -25807681, 1192764, 207961, -4653, -756, 6, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 89}
-
id: 3623624
{'charpoly_factorization': [[[-14199650560, -3328914944, 3141066496, 281000320, -142965344, -8842576, 2085736, 130334, -10002, -647, 15, 1], 1]], 'hecke_orbit_code': 126100789599932842, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 29, 'label': '4522.2.a.bc', 'level': 4522, 'portrait': 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C0Q1rBp2jA/lbDSDegOBaPYY3Ug2DplWO4Yjp1V1DyfrbOwc1PIlrkRm+fGbJ0bs3OLZddWxeXnedRVk8PH2jzwjM9jL8Q8dTQiUT3e/soO73q5pa7meOHoNIdPaU4uJJxZiji2aDmwZLnpykX+4/tWOW9uipOLMyys1ljpKFb7gm4/oTdM6A8t+w8vsf9Y5/JHnj/7qgPHz+w5fHLhC7e+4dvCr33xL15qSPwPPf5eM/jaWodRZNGS99/32IGX/8R//wv57pcfevm/fucpfWZpO0trbVa6NVa7HqtdxWoPVjoJq52I5U7C6TU4uCTYtGmN//zdy9x8cYPjZ2c5tdDk1JLm7LLlzFLMicWEhV7M9OyIV1zd59bLwJd1AhVwdqXG6SXNmRXBYAxxbKj5hmYtYWYqxgBHz8R0+7B7i0ezPsZaAcKnPzTs2jpmeU2DdVJkrQ/jGCyWlU7Ijs0evaFCKIswY9o1j13bRqwNBEdPaRKjmWtLWjVB4EEcCwZjyZkVyelly9nVmCAYgRdz2xV9Xn6lYFO7zvJqm+NnA04twdmlmLMrMSdX4OCy5cYrlvjZ715l63SbY2dmObPUYHHVY6kjWekkdHoRa/2ETt+y3IcTa4KzSz1++d+M4ve9ufY1NftPjde44mtCmJ80xqPeaL3UUDnn4+8tg//Vpz/Ndddey0/82I/+/F9++qv/+4c++uWL9h7t7Xnh5FC+4qoeF25PSBKNu0cFILFIQLrvhUULSyDh1EqNB/crrr5whcvOG9GogaclvqfwfU2zLml4kkHfY9+RGl96zOfowphuHLHv+Jgtcyu84xWrXH1Rjxsv63BkKWZpIGgEIw6dsnS6Ta66QLI2Sth7RNFqaJ49Chdvt4zChFHio3XETAuePx6gdIInY7QHw7Hk5ssGDAeSqy9K6A4Tjp5qcf5WRbMRsja2bJ4esNrv8rE74YnDCU8dHrF7+zLXXNplZjbkbbf1+LZXWy7c2iKJpjl8coqDJzyOnzGcWIg4sZBwcEFwbC3i2ksW+c/f3WPL9DTHz8xyZrnB0prHclew2jV0+hGdFNwrPTjTlyx0DTdetsQPfdOi9KTcc+LYqfM7XXNLo72n3mpPf/kLt/81f/THH3mpIbPh4+8lg3/h9r/m0ou3q0ceO/ifDh87/e8fefygOnp2zNme4ngPLjtvgV/+pwtce0GDM0szrHQaKZNrVrqa1S6sdhNWuzErvZilDhxfFej6iJdducJ3vDrk/M1N1vptFlbqLK74LHUEKx0nEVZ7hu7Q0B1bBqOYuXbEri0GEASe5cSCh5ABuzcrzt9u2b55wNnVMU/ub3HDxZZGfZVnDszSaoaEocfcjGE4gst3jfjIndNcel7MeGyZn5JEyZBWLeDZIyPqXpPrLol56lDI2WWfHXMB52+DXVtDlIo4sQS+ZxHCsntLzExL0hsG9Ace3YHHSlexsgbLHcNKJ2Gpk3CmA8ujhF07+nzHa5Z42WWamtfm9FKbpdUaS2ua5a5grWNYS5l7rWdZ7Ttwn15LuOnSs/zCD6xw4bYWC6tTLCw3WOpMYf0LkqC++ed1befPJuFC8s53fstLDZ11j79XAN+//wVqtVr92PHjuw4d2Pees2fP/tzz+4+z1jOs9ixLPTjTkxzrJFx/wQK/9ANLXHNBg4XVaZbXGqz2MrniQN7pGdZ6Mau9mJWu5WxHcKpvQfR51ys7vO1mwwXbaoRhg9VOjbW+T6fndGhvIBiNLWFsSRJQ0hJ4UA8s023L5tkI7Y04eDrk6QMBJm7ylltCtLfGo3un2LMNPv9QzCuvCljoDKlpRZxEzM5AHHloL2Z5ucErru/y+ftbnL8NHtk/xqPBm282xGLI0wcTDp+ooaXPlhnNTFNQDwS+L1ACYgNhZBmF0BtY1vqG3sCwNjAs9y3DJGH3zgFvu7XDu14egmmxvDbFwkqd5Y7nyKADa72ETj9mrZew1resDuBMT7HQTbjh4rN84AcXuXxXg7MrMyyvNVleq7G05nF6GYLGNubnN/+HK6647M+3bt1xbDweDS+55NKXGkr54+8NwPfvf4HZ2Xn/6NFD33vw4IHfePLJp8RwOJLDcUK3n9DpG9b6htWB4ExfcbIXcdNFC3zg+5a5/uIaS6vTLHWarHYDOj2f1Z5mrSfo9CydfsJaL6bTN6z2LQs9wemOYWZ6wBtv7HHbZTG7tyjadY9ur0bgSUARxmngamEwAoRhpjVi/0mLsSF3PNJkPKhz0Q6fl109IDJr3P3YNNdd7LH/TJ/Oaptbrx7w5UcDtsxa9h61/PN3dtl7JGDLrORLjyledrliZdDl0PFZrrsk5O6nh8TjBrdd4XPheSOGcZ8vPqogERw8oWk3NFrAYCgxVpAYSxQD0qB9Q6dvabYizts25uWXD3jjDTFzzRpnV6ZYXquz2nXnZrUr6PSh04vp9mPW+obOwLAykJzpCZZ6CbdcusDPff8i1+ypsbA6w0qnyVovyP+NTl/SG1i0H5jLL7vKXnjRRT98xeUX/8GZs4vh+edf/FJDCvh7AvAwjORwOHzH7bfffpG10S8+/eRjXmIgMYJRmDAYJfQHqWwYWtYGgrMDxclOwm2XneX937/EDRf4rPXaLK626PRrrPV81vqaTk/RGUCvb+kOYrr9hP7Q0BlYFvuCxT5EyZhrLh6ydTahP7C89dYxe7Ya4kSipSWM4K4naxxbqLFtJuaZgzUwDS7bqbj+UkNQG/Do/gGLS02u3NOkPb3K/U953HRxjeXBGqurbbZutTy0V/GPXtfn4b2anZs9lvodVldmuf7yAfc/kzBbn+bKi/osdDo89Nw0dd3kxkstl+wagezz5GHB5tmIs4sRdz/pMYoUUkJiLHu2hbzx1pBeX7F9xnD9xRCGDSffOgFrfY/uQNHpS7p96A4ccfQGCd2BYW1gWRlKTnYFnWHIyy5Z5L/8kxVuuLjGmeVp1noN1noB3b7nyhsGiv5QMAphHBrCKOFlt90c1Wr+j73+DW85UKvVP6OUNi81tl7yTOZoOCAKR9/9/HNP/MqJ4wdnV1aW0VqiEESxxTeSxLMkgSUxwqXmrUWIBCUUD+/fwk/+nsc7X7bCe1+3wvk7Qs4stwn8OvXApxF4NOuaXl3SGnpMNbW7YYYJW8aG4djSGwWsLNY4cdwSxoaTZ2KCwAICX1m0FAyGCoFHPNBcu0dw4XbLrh0DxkmP2x9WPH9ghjfdEHD95at8+HaLLxrs2THgqfsVO6YV8+0BNVUnjDwWetCsaXZuETzxfMj1l9R59XVL/OFnh/heizfcYvGCAV95KOTzDzZ57nCdC7Y32LMtYdNMyPnzEVftSVDKoJUFLI0gYNN0QBh59AY+z+z36I80g6GiP5L0h9AfWfoD99kzG7A7tHSGsDhQnFm1NKY6/MhbF/mW20KuPr/JqaU2nV6dbj+gN/DoDxXDsWQcCcIYotiSGBBC8sijj3lzc3O/0mpvWrnxxhv+zWAw+MNGo/H/XYCPRwME4p/sf+Gh9z/zxN2zybjLVFNhrSBOQAoBVmKtTY/MM7FIYVEiwVeSZw7M8/gLDfafWuCdL+/z8itGTLfarHQaNLs12kOf/kDTSy/2cKQZjDWjsWUUGsLIEkWWOHFHGPtYA1IJPC2o+YLplmCmBVvnDTu3DJif6fCFR+Gexz2kmeJNN3hce1mP+56LCEdtXnatoDMcsrDc5LZLDPPTA+o6YBQrFrsRygiuvUTTaI15bF+NV10/xa3X9HhsnwI7xQ1X+Hzf21f48hMhX3q4yd5jNXZtUmydrTPTajDVgnoAnrYoCcbC3sOCJBFEsQPfOMJ9xnHCcGwYjQ2DkWEwNvSH0B3DYl+y2IeRGfH661Z4x8s7/MM3WKKoxZmlFt1Bjd7ApzvQ9Ifanb+xZDR2+j+MDFFsSIxlMLIsrZzk+KnbZzu98P980xtepfv9we81my8dyF8ygIfjFaRMvu/Ewfvef+zAXZsD1WfTrCaMLHEMUQyhEkghEEKBEAiRIAVI6bKISlk8lVDTkqVBnY/euZOvPN7llVet8b7Xr3HV+X3mphssrzXoDQMGQy8FtnJHKBhHkigWxLFb6l3tlgsqtYaaD426YbYVsWPzgJg++09GfOzuGoeON5kO6tx0hea2q7s89EKHOx5oc8vFNXZtG/CROwVKBLRbEWv9McaCErCpPaDb8zFxnXe8coGPfr7BhWdrvO2WAWG0zN1PzxElNW6+YjNvu6nLxed1+MpjA5463uDJwz47ZyWzbUEjEPieuwmlACEsxoIxlihOb9bIMo7cjTwKYRhCbyRYHQtWeiD0iGsvWeN9b1zjFVckzLfqrHaarPXq9Ic+/aGXAlvRH0oGY8lwnN04TppEsSWKDXHirtvC6ip/+ok7NneG9v3vePMr7NmFld/fsvmlqWX5O9fgdvU/k5jNSBl+T69nfvnY4cPzC0sjhuOA0VgzDiXjSBLGwi2DodN5oxBG4yQ9HAsNU4kxGENvLFgdSVaGMIgids/3edk1a7zvDQOuu1CQJHXiOGAwqtEfegzHmjBSRLEkTiSJERgr8tUh8A2NWkzgh/jemJPLYx7aJzlwwufwiTrKBFy4zefy8xU3XNZFBYv8zqdajHqzvPlWyTWXnuQ/fajNVTta3HzViM880GE8mOe73xYzSs7ymbvnueWyFpdedIaf/v0a1+9u85bbDINokd/+tManzQ0X+1x2vuCi8wYgexw8PeLASXj4+QYnzjZpaEGgJc3AUvNASndBrXU3a5xAGEOYCPpj6I4E3QhCE2PsiBsv7vK+N3Z55VUJ22YDhqMGnX6N3iCgP/IZpMAejBTDsWAwKoE7TFLtbQhjSxQZwgjGsWUUWjoDg9+c48prLl1q1MX/3qx7H953ZJWP/coP/Z3i7e+UwX/0/b8B07/O2tHv/Ict/cKvxt0z03Vvipl2E0+Dpw2+1niRJAwlWkm0FCglUFKgpHJfK4NSCZ4W+J7B9yyBZ2n4CdM1QW/ssdqd4RP3tLnzyRFbZga85zUdLjtvxGjY58rzLedtVYwjjyRRJEZiM3BLg6cTjp61HD4jWBsaPn1fg5NLM9jQY6am2D6n2b1Vc8EOuPLCLkYu8cHPNFlZmeKWyzRXXtjhK08KROyxeUbSbMQMIh9pJViJ0j6dkeDsiuAK2+A1N/T42mN1ts/73HLlLP/47Uv8wed7PLyvSX/ksbzW4vztdS7dNuDmS3p866t6nFpZ4dP3BSwPAo6e9jh50sdTAiklAoGxThtHxpLEhpm5iKuvGDAeR1x23ph3v2bM5inFbCsgimqcXqzRH/oMxx6DkWY4zoAtGY4Fw7FgNIZRaBiHScrehnHkVokwTleKCEahoDfWnF7p8tD+r81fdcHsr952487oY78y/adLR3+R+d0/9r8ewH/wpz9Ia8/LxXf9W/PtO6f3/u53vGZf46rza4ThGGMVUlq0snjaoEPNWCm0tg7kWqIkaCXc96k29jyDrxN8bah5lnpkaYSWqVrCTF0wCCW9sMnhE00+8KezYGJEHHPD1QPO3xoSx2CswVqXxJFCIJVAez77jvnsPVCjWdO0fMl8Q7BpTrJ5VrN9k2L3toRLd6+RiGV+7ZNtjh6b5pZLPC7bkzCMezzwdMB03WNuyjLdCmnUnRQyRtIZKVb6luVOQqdf5xVXrvHI3gHPH1NMt2vcfMU03/+OZX79U/DYgSb9oWWtpzm70mbrfIPNMyN2z4340W8f0G50eOow7Dsu8TyLUhYhDGDd/yzEMezZmvCyq2KSyCOKA6xtMAo9ziw5UA/HmlGocvk2DAWjFNzOKSmxdmjy2GWcHZnmDwW9ULAaSrqxJRyFRMNnp7/llsXf/fXl82JmX/vxeOkXrZ7/uwH53wnAv/8/f4RN27arfY/d+679h059+E8ePVN74vlZPvBDXS7Z2UNIkMKgpEFrD08leErjhQqtFJ52bO5r6YCthUuze5KxJwnChHFkqUeGcWQIQ0s7hnFkGMcQxoJRJBknAVFS4/kDTZ58HhJrcdB22tiT4CtX89EK4Mpt0K7DVFMy01LMTWs2z8KurWO2bVojsiv82ienOHhoiusvUFywU3LhzlW++mzM2eUpbjhfMtM21PwhgQywShAnEmEtcRKy2q9xdtnj+svqXHtJj/seq7FlRtCotbj+EsOPvGuZX/2U4dmTLdb6hrWeYnFVMz/dZKZdZ6Y9RbsRsakZsfv6kMCL8XSMUglSuGDC4m6qKFIsLGqiWBHFijBSjKP0OZWF41AyCiXjUORgHYeWcZid1+L8jifAPYrcjdCPBGuRZHVkiUZDrj1/jV/4oRXefM3JRjSMP2wjaWIu/eTwzH9L6lv/9Tc+wH/uV/6M+XZN7Tt57N2Hjy3/4SPPna7RmuX2B2t4WvKzP9Dhsh1dlHS2lwO3h9YGT2s8bfFChactY23TGhLBKBQEnmDsK8JIMg4NUWQJ48S5InHpSCBOLEliyPx1Y8jBLQRuhZDgeRBoQS0QNAJJs6GYakhmpgSbZ2N2bx3Qaq7xya+F3P30LGtLba7epdi9zePi80YkYo0vPNyg6Wk2zShajRFPH8R13J9nGYwV11wccfWFljOnExZXfYajBm+5qce9Tw3Zf1LRrEsCv81VFxh+9nuWuevZIZ+5a57lrmX35oTVjma6rZhqerQaHs26pRYYAt8Q6AStbB6Ig2NxV2kpiI0kTgRxLIhiF+tEUWH7hZFwkiOEcZQ4jZ0RRypHxmEmSWAUwTgWDCJBLxJ0IkFvbLBhn+t3r/AzP7DMW2429IfTxMmRmvXafzwym/63MNnzF0ef+6Nk9xXf/Y0N8PmWlaNh572Lp07+1vHDx2tz0y16EYyl5q/v14Sh5tte0+HbX9tjdiqmN6ijtY/WCZ728HSC52n8UOFrReA5tgn89KLkh3LOSySdgxAXtl+cGJLEuQtJajeSuiVCCOfISIHWAl8LAl9SCyTNuqDdsEy3DFtmx2ya6RHbNT5+r+QPPj/H5lqNq3cJdm3z2LPdsHvbKp98wLKyUuOyrYqZNrQaEWePSBZWA/zzYRwJNk1Jpqdh/2HLatdwZqnGxXtqvO6GHp+9p8ZcCwLfR8lprrpQ8ANvW8CTC/z1fTM8d7LGlm7E5umYqaaiVVc06pJ6oAl8CDxSaWed4yRKIMfd2ImBJHFWrAM6RIl1vnbmiqSAjmJDGLsAstDaqRyJBeMY+pGkG7kAdjSKaPtdvuPti7znNQNefx10em2G4xrj0GcwWqhFcvPvGjmlraj9GY5nvjEB/qcf+yuSxHzPvhcO/deTx4+1t08pemNDXUnWlEdfKb7wiOaBZ2ucWV3in7+rz2w7YhTU6Q4Sp689Dz9M8LUm8LKlVRJGLpUeRoIwdiCPUlaKY4gSSBLnJBjjAi5jbNbDmYLbAVwpkep6B5BaAI2aoVWPmW7FbJoeMj+zxteeD/njO+rsOzzNnimPC7fCzq0+O7fApbu6DOIuD+1tU1cem2YU0y2Ybo2ZmYrxfY0Q7uYajn1WuhFrA0unH7Ow6rNra4tbL1vgjocH7DvZphFEeMpHiCku3KH4rjcsceOlC/zxHS0eemaa5b5mcztmuhHTqEnqNUXgCQJP4nkuVlGK1D50KLe4HlZjyIEeJyZd3VJrMTbESeqMpImcbEUMY+fKjFKHaxAL+pGgl0B/aDDRkLl6lx/+tmX+7XsH1IKAtW6D4bjGaBwwGnv0hz4r3dNtXav92qZtV/iPPvjZP7jx1rd/4wF8rdNBSvlP/uxjn3r/yVOn5ho1iRU2lQMGTwg8oejKBp2R5r/+ucfeg6u841V9Xn1tl63zY7q9OsOxj+/5BL4mjLJD5QCPIkkYu2U3ilNPOyG1/kiZW2IsBbhdkjJlbtDKJUx8z1LzDfVaTKsWM9Mes22+y9nOgN/4tMcXHpllZbXJRZsEuzYLdmz22blZcP72Edpf46N3aw4db3LJFslMSzLVTJByzMlFS6AlUoC1gjDS7N7c5WESugPFatdydqXOJTtrfOtrOvzFV3yOnA3wdIQQHsY2iWLJDeevsvs7u3zhsQEf+cIsjx5psmNGMN9MaNYSar6Tbb7nYhWtXLJMSpH7wRZ3kxmLc1oSB/gM5HHiJJ3z0SkBO00eJYJhDINI0othEBnifsjO+S6vvmGNb35ln7fcaFA0WVltMA59RmOf4ThzaDzGkWa5c3qu1tr9i7e+8pvUYND9vUaj/Y0D8G63i9b6H99339fev/+F5zf7GhJfYrI0O7hMpLR4UtARPt1who/eVeOup3tcf2mH73z9kLfdusb8dMBgFDAc+0SRRxh7hJHOA6U4dl52lGTaUpIkgsSIQmsbQa5KrGNuKVyiyCWLDL5nCPyEehDTqo+Zn+4zjIZ85WnLx746xUPPTDPje1y1w7JtVrJlzmf7JsnOLSEX7FjlqSNDPn3vJqaUZtOUoN0UtBsRnUHC5x+o0fLdzW0sDMead7xszOcedDUxnb5hYVWzc3OLd768z0PP99i736cZxCgpHMhNg1HotP53va7DJdsW+OhdXe5/bppjq3W2tgVTNUvDN9S0wfec66Sku5Edk0OW+jCpVDOmWOHiFOiOICBKBFFSAHsUC/qxYJC4+pMoDGnWB3zHm1Z47xt63HBJwuYZj8GwwVq/xjgMGOfN3prh2GWQx6FiNBbs2/fCZl178P033vQy0+12P9Ru/+2D/G8V4DZZ4eSpECXtdz/x2AO/9MD998z1ex2CFNxOIgjAIoRACJdm9iV0laLvNTnR9Tn1YIMHn+7zF1d3effrBrz5ZSPmpn3GY1drEcYeUeTljkCcKOJYEhtJkhQANzZlblPks0RpFdHKorXB9xICP6IehLTqQxKGfPkxyZ/eOc0zh6cQUcCeGcu2acv8tGLTrM/Wecn2TRG7tnY5vtjjtz/TJB7X2blTMN3StJvQbkQIL6Q7bDLdcp/ZWohiyWygiE1ML/LpDRJWu4qTi3WuuKDFD37TGr/4ZwFHF5toFaU3hiaOa4xCyda5gBsu6nL1BX2ePXqSj321zh2PTnOqU6cZKFo+ND2Lry2eAi3deRaimtkzgDXupkuMILEQJ8L554kgTFySaJgIhgmMEksUx5gwZK424C2vX+M9r+/xyqti2jVNFDdZWQsYRz5h6DEOPcaRxzizIMMikRclkrXVNe666+7No7H9pZtuvileWjj5RyPTZOfW6b+fAA/HA3Zsr3/zC3sf+fUnHrurPRj08D1NksTE2gU2rqbEddwIIVxKXIAnLTUp6EmfYaxZGAf89YMN7n5mwM1f6vMvvq3H5bu6bJ5WtKUmjHzC2COOdQ5yB25JYlyPplswRJ5+d8xtUMqilUHrmMCP8VRIdxix2I3475+scXhhhsf2TmONz1xdsHneMj8lmGsr5qY9tsxJts7F7Ng0YG56lS88bnj0uWmu3imYaUlaDUm7YWjWQ4Q3Jgg02lUbuCxjIh2jjSJiI+gNDb2+ZaXrcWa5zW2X9rn1ijU++qUa9RWFlpEDpNXEiU8YuR7P+ekaN17Y58aL+jz86lMcXZT88R3TLKw1OLEc4CtJ0xP4mQyTLvDMiTyTKjgmj60gNhAZwTiBUQyhsZDEEEcoNWbHzJCrdrvrcdPlCe26Jo6bdPoB49AnijTjyMvl5DjUjCPFOEztyFASRS6wtSjWVjt87vYvz/VG4tdvvvnG1cFw+Om/TUz+rQH8mWf34dd3qNs//wcXnT11pL262kWgkdKkQZzF0w5sNmVwVzBV6GBfQV0bhrGg7/kMY4/lsMEdj07xteeGNIMx/9tbO5w3F7N7+5DbruyhhWsRE8LJFZeVdLXSbrVIwY1FSFegNY4slhhkzLOHJY88r/nsQy2ePdYijBu0tGJT3TLbtMw0rPPB25rZKc3ctGDrbMz2TUO2bVrl7mfGfPCzm9k2rdnUhnZT0W4KWo2YejDmay845vKaDlTWCsJYUtOK6y4Z8uDT067waZiw1vVYWgs4uzTDD77tLCeWlnnwiU14EhARBohjTRh5jENJf6iZadWYbje59ZIBr756wHe+dpHnjxs+91CNh56v88KhJrHQjMeKQaRQQqarZznwTHMC1hAbizUGTyRM+SE1Im69vs/520bsnI9435vH1H1Fs6YJowadnk8YeUSRTldWRRirFOhprBRlPrtKwS1SsgOtFWurXe5/4Kvtfv/kRf/wPf9InT55INm246K/PwDfu/c5tm+b9x96+OHvPXxc/dcnnugyP61JjDuFMk23e5pcC7uajzTQi50W18riJ5ZACRoJjLRgmOj0qNHrJfzSR2ewccSWTSOu2DVibirm3a8bsmtzSBSJVG9LKDE3qf6U0iCk4BN31XnqYBOhNUdPNTh5tkGtrpgKBNNNS7tmaNegVRdMNRTtlmKmpZmbhvnpmC1zI3Zs7pLYNT5xb5thv8nFOy3thqLVkLTqhlYtxvNCvvBgjfFA4m123aKZRGnWFW+5ecg9jxv6Y0l/mNAdaNZ6mjPLDS4/v8W7X9nlsWcbHF1poaQBolQve0SJSgcaSfojTafv06o3aNbHXL5zxC2Xjji+0OHI6TW0l/DkIc1ffLWBUMqBe3L+oDWAAWuJwoTdW2Le87oh8+2ES3dbtsxBEnuMwxZx7LqmotgdcayJEkUUKaJE5TU+xbO7qV2g6laJxDgcKCWYnwnY0u6xdZr/+vRTjw62bD3/D17Ytze85NLL/34A/OTJEywvL11y4sSJ33jhucdlsyZdl0ka0UnpbDjH3mmLcApuGTuNqJVFx04DRtpF8vUEWoklTARjIxgnHmPjERtY7Lf56lMGS8JfPeRGNmBNemRZvNQiSysShZBIpYgjjTQaT0taAZy/ydL0DI3A0AigEQiadUmrrmg3NFMtyUwb5qZiNs2M2b6pR8Iq//0va9z39GYunIOZRsreDUmrHtOohzQbQ+r1BoGSKJlqcJwciCKP0VAwHCf0xor+yNAbGtcy1/Q5cXaKV1wx5ke+/Sy/8heaY2sBQhisjTCJJYo9wkim1puiNdQ0az6Neo1G0KAWRLTqITdcHOJ7ETddHPO+1w/QKk6TQAYhbFWUp5LOGIkQksBTgBt7t7yqXd1OksU87tnJQ1ewFsUuFsqC/szVykDuHC5XuWnSagIpQUpJZyC5657H5fU3eL/R6w3vHY/Hz/xtYPP/McBfePLjbNkU1x9/+vl3Hdp/RNRqbnqUW/pEypwO4JTALVJwK+lKLF0m0boWrCSL6N2RGEtsBLGxRKlGjI0kspLEaCITkKS2V/mRZykFaCFcplJBrW6paUtNJQQeBBpqvqUeCOq+pFGXNGraAbwpmG4ZZtsxc9NjNs/22b55mQ9+1vCRO7Zw3rRivmVoNxWthqLZgEY9oVWPOL1sOHg6oOa78lvIKv0Eo1Bz/lbD1vkR3ZHPcGRTFpes9TSteo1WY5r3vX6BQ6fP8Luf3oGWGoshMYk7F7FzJIahK4oa1CSNkaYeeNSDhE7PxRi+l6QJswSdZoyldOl8kR6udCWttrduJeyYtMrSuLjGxTdFrBOXnuNEOCcrtWwd4AtQF18XgWyWcDMWTFpq+/AjT4jpTd13tWZ2H/zvv/WJ4b/6Z9/20gL8U1+Tfl0v/MS0PvUTkrH0POm8ZwvWOAYXKlsOLWBcNC8FUlpU7CL8xGRgBi+1qpLUvnKHzdPsSZassGCsyAOlsuYmvZGkcFJIS4OWuFhAgacEnrbON9aCWiCp+ZJ6oKjXFK26pNWwTDUTplsxs+0x8zMDdm1Z5qEXxnz0ru3M1AK2tAzthnDgrkuaNUOzFtNqjHloHzz5fIOLNmWuUZE2H44VN11quXjXkIefmWYwtgxHCf2hTkHu0ajVqdem+Y5XrfDkCws8uHcrWIUxibvpY0sc2byeZDjWNEaWek1R8w2B7xH4CYE2aWbYoJVx1ZjSIqUrDUZYBIWeK4JzkZ5fB3JjROpQSeIs9Z+6Vhmoi69FXhIQp1nTKH1OUuIyBhKbOTkWYwWdzkAK7/h/et1twt+1vf7z/wrClwzgg/5AdvvDn/nFX/3DfzNYPeNv39Rwy06qeU16UV3dj0QI42SCtMgkBbYU6MSmLO3u5Ni4ZlqTAt7ZWEWq3djC3rLWFh431RU3S1VnCR2VriSeolS05bJ/ga+oBYp6IGjUBa26pd1ImGrGTLfGzE0N2b5plQf3DfmZP9zCsRPTXDBvmG5Au65o1hXNGjRrCfVahO+N6IwsSio85eKQ7JGYjOF82vWIQWwYjN3+PINRQm8g6dQVjV5ALWixZ2vEz35vh5/+sOSBvVuwKIw1JIkhTuI0la4YhYphIKmPFTVfEviWwFcE2uB5zu/Xyqblxg7gKpUpQth1zQEmjWOMKVg9q5tPjMDk+QbnDMVGkCTOLYvSmyFOKD2T629Hgja/jqRqqVn3aHtn/bDf+rH25nd5o/HwP9SC+t84nf83Bnin0yWMop+/6+67/1Vn6WTNUz6jMfhp4T2AtGAFJNZ1nEgjUcKBOUnliJGQKPe1NhaTpGn1tGM8SysbYwu2TstAs4MJgKeyO5VHpE6NQCnn1uTlttrVtPieoha4kQz1wNKsGVqNhHYjYqoVMtsesn3TGg8+P+Cn/2Cefcdm2T3rHJZWXdJsSMfedUujltCoRURJyJ98qYVUCk86tyhncCvSZd3ju960yhcfDemFAYMU4P2hotdXdAJNzQ8IvDaXnhfzc9+3zH/8A8H9z2zBWEliXFo9il2h2Tg0jGuu3DUIBDVPEPgus+lrm2dstTJI5QhGCptWc1pKeaD8hBbnWuQTBkz2dbaipsm0JBFFnUvpZ0kK7mw1Lq6ne84eQrj36+kme/ct1oR/37++/qbXiEG/95ON5t9setbfGOCHDx/GGHPr0089WW/WDIGvUUrkjClEYUHJlAWkERhlUcYWxU/Kps6Aey7XjbgT6UBuU3DblMHTcmfsxPvKAC5TGaRyBnfsrXVWdyLxPOnqN3xBLXAzTxpBQrPuwN1uhky3h2ya7vDQ8wN+5kOzPHt0np0zgrlmSZrUNM2aq1+p12LqQYjnjTm5PIOnBEqa1JYrgswkkcSxYtuMJY4julGNYdoGNhwl9EaS+kBR8z18r4anp7hsZ8zP/eNFfur34cHnNjupkBiixBLFScrkhnFgqIWSka9yCeZ54Gkn0VydikVLkNKmRGDzwqwJjBcxlSlJwvSa5IC1KXtbka+82c9ykJdA7f57W7WNpfu97kAyGCWMn3iyPrd5z63l1e/vBOD33XMHNT9qfOazX/ZNPKTd8FKvmyJjllWxQZESLpVtGmnTk1H+0CnQbXECjClqJ7IkUebGbPSQoiiichG6yMGtpJu1XcgTqHkQ+IZ6zVIPnH5u1CPajZDp5pD5mQ6P7h/xH39vhqePbmL7tGJT0zBVF7RqkkZN0agL6jV3c7hUf8iDewX9kU8tPSdSOrmWNSEkRhDFmmZNcduVPR56ts0gcjJlOE4YDBW9QBH4Ct/zU/08zeXnGX7h+xf48d+B+/duJjKSyJi0WbrowRz7ksA3jr29oo5eq+wglSklRyvN8m4M8vRAlORhpqFFrqdNhaUpkZUtmDu9ppm8dH/QOgJMVwIlYXy2w+23f95/2ctf17j9818YvPVtb/l/H+CnTx5l85Yd01/9ymd+21OjV9UD4xqDS/UO5Rsuu/OtJJcX2R1vDBidsXT6fQXU1Wdrbc7clE6OW1pdQZGQKbhTe1LlACf34j3tpJTvGWp+WmAVJNRTedGqj5lqDZlpdXniwJj/+HszPHlkM1unNZsahqk6NGuCZl3RqCsaOXsn1IKYVmPE3U/6rHVqzMwUafLsfGQXMUoUm+cUr7+2z92PGNdFE5oSyCU1T1LzNJ720bqOlIbLz7O8//sX+PHfsdy/bzOR0URZBWBicyYPIplXF/radUZ5Wrg2QJ2dm4KU8puQLK2fmboFUU0epvScy8kSS2fXs0JatsTeJaYSwqZN5qRlDTHI/quOHjv6++/+1nf90yNHjq7t2bP7/12Ar62eod9b/vHlxSPvjcMVWnVd3OcZe5bv/vzOT+90W46cs5NS1taisnwZU1TAVZg7PTNZRi77u+5GK2q8lSoypVrh6jO0xfNcY3HNN9T8hHotplGLaNbGtBojZqc6PPbCmJ/4nXmeOLSFzdMemxsJUw2bgjtl75qkHjj2rwUxjSAkNmN6YYBQEi9j8FyDp+fAOEstijya/siVC4Q1ZjKQjxIGvmPwwJdp80e2Aa3lqj2WX/ynZ/l3v2W4//ktREYzTgRhkrWSCWqRIfAsvifwtUlXL9fyp9IVzZ0fkUs6KcorcAH4SqwzAe6chIytyEhjiteKgLLE3rb496r4KRjyxMlFgtrh9z7y2BMHwzD6qf9ZvP5PAXx56QSzc9t3f/ULf3j1qH+aVl0AJtdo8CJLmxXFB89OiinruSob5FLEpMuiLf69/C9krF0OKrPlNu3QUWkwpbXFUw7YvrZ59WDNS1LdHFGvjZlpD5hq9nhwb8xPfnCexw9tYdOUZlM9YapmaaXgrtecnZiBux4k1PyYdjNk7xHLXY818aXEUyaNSYqLlrlCUaKIjeY1N0RcdEGfg8fqbGrAKHSd6aNxwmCUsrBWaO2hpE2TRpYrd8Mv/MASP/U7hnuf3cQoqjNOJGFsacROsgQeDuRa5I3dWW+rVEm+wikpSgAXFZk5eVELkJeIp7LaTrI166VmCRsVwEBqu6W/nwgOHj7JXfc+cvW//Vffv/vI0RNH9+ze+bcP8MWFM3hBe8++5x75b8Ph2jcLO6BRU+kHKtbfMrALTxUMqX42k0DOPPPClsoZf8IpKZ+H7C5fB25hkSqzBR0YXB2MO3xt8DxD4BkCP6bmx9SCkEZtzOzUgNXegHuegV/40608dWCe+RTc03VLqy5o1kTulTvnxTj29h3A68GYMEkYDWvUlLvJ8mU3PzeZ1pTEsXZaXo8Zh5ZhJEoAN/h+gu9pPE+ilUJJLwc4Aq45X/AL/3SVX/qzmPufn+NUp82oKZlOLK3YUksnDgSeTb3/zEmxOXtnUiUDeFkmUHrfokxc6UUurpWtsnkJ+BWmN1WAr8cMObizf7c3HLC0tPrNd9/7QHLrzdf+61OnTx/Zvm3b3y7Au2tHGQ9rtyyf3fuutaX9NGoaSCqgLAPausoi0nKUCiubnJVt4Y6YIhM5CfDSrV1OR+QXwY17yHorbSpPbFo16Jjb9Xga/Lw81oE78FNwz/ZZXB3y/j9p8OkHNrHUn2HTlGRTLQV3zenuRhpY1gNJI7ApgzvtXQtCIOTOJ3xWI5+5gEo9dnpKcqswSVzzQzvQvO76AQ/uC+lFAVORSbvYDf7Y1ar72gFcK4uSHkK6BA0WLjtP8iv/osvnHhzy8x/awomlGYbTmmlf0IoNjRiCyI1e9pUbaOTlpoDIg+DsuRyo5zemKACeA710naAM5KIt0DAJ+OrvTP4762StBWsljz+9n61bN7+rVm/8yaA/PPK3yuBR1EfrxsVnjt3zL5P+48xOJWmNssh1dWHjidKbKwHeitKHEjnz21SbFR9GlE7aJMAz3U2JvZ0mzVwAmdY+OxvMAVsrB25PJ/hegu/F1PyIwI9o1YdoPeDuJxN+//NtPnvfZkLTZnNbMF9zssRZgJlPrtJDpMxdZu8Ircd87blpBqFmW8OmN9wkg6eBpnH1GzVPcevlQ2LjAD6MBKPMDQndyDVPZxanSoHoso9pdT3z04L3vrZPKzjFhz4/5J7n5jgT1RnUJO3Y0tTWgVyncYiyaVxiU5CnxJDGL1k9lqRg8ckdBcvgrLJuCaT56r1xkFoGdtlZmdT4cSz5wl3PcMFFl/zLb3nbKx7v9gb7262vPxLu6wLc2udYPvZpvNrUdjPc9+pm7RSebhLHxtUnpNZOOeNlJ4BuJoGOCzgrMgRRYexsRahqswzYdkKa2NzHVdKkADdpzXcKbuVqMQIvwvcjal5IozHC9wf86R2aD/zRZg4uzuIFNba2BLNBQjuwNANoph329cBlO2tpQsjVryTpSuDkyVI3oR/6+ErhS5sHmBQqLveSkzS9HcYedW/E1ukha4MWw0ik49ZcrOB5SWrzqdTuVLl/XQSurvLxm1/Z56YrFvmFPx7xkS9sYiVuMgg8mp6krV0NTqBdaXLWDKGzpI8kvyGzLHB+rjcAeBUnxfN60JbctIkbYSOwF7rd+equLklxdKnLZ+/Z9+rTHbN9aaW7/77HD/GK6198Q6yvC/AkSZjd9ao9Ue/xD44X7qfdjBmPNWHWZJCmbLN6hWz5LYPZTIK+VMpqbDWAnKwnmXxkKWVnB9pCd6d6W0njhghlzK0SB3IvxtdOkgT+mMAbcuRszO9+rsmn7p3j0NkZ2g2P2RrMBAmtwKap9wzcMgW3zJNCtVR7B767cdrNMZ/8mmb/0To1JVzGMHNQKFBeBNhOh0ex5rLd8Pabevz+7XP0G5p2ZBlFliBM4wZl3AAklTlDGci9EsrcqrBrXvKT/2jA1eef4Hc+O8uhM1OsxHUGnqapBI0U6L50Nfpe6jIVLG4rCTuJ0+eTHnn+Zye+yTU5BZsbJpidEkNXgC1KVrJL7WfdRWuxx1/e9SzXX3vhB7/9bTe+dWG593WlyosC/OSSa1a4+8H7dib9Jy68bO4E7cYcUoxQsZeWTMq0qVfkF61g8irQ14GcAtAFyDcGuBCFPMmAXciTdNpsWmPh2tHSAiMVu84dLyYIxvh6TC8J+Y2P+3zoc1s5uTyNUXVmpxSzvmXKNzRS5m7k6XuZ1qmk0iT1znNw+y57OY5C9p8I6IcBM0Hq4mRJp8yVKF3kvCYl0rSbmvN3hqhgRC9sMfQF9XQGiZ/KKy+VKDpzPYQ6R/Cq2DQ14Ae/ecC7XnOGD32uy+9+Yo6lYZOhrlHTioYW1JUliK1jc+mkipaFrZmtijmTU5WHGz3W2YmsZ+iN5GjZTUts0UYXG9cP2o8F3RhYO0HU/dqFOjE7X3HD645YO0KI2t8M4Co5Thy3N3ky+Ph//d0nvf/8g5KLd45IElcJGEud90Fm1WZZJ02VtUVJhpQykZm9mAelE2yQsUX55KaVb8XJz9jb5DML3YSsBK0SfC+i5of4XkhnFPK1pyR/ekebT9w7xyhp4fs+c75g2jc0fUsjsDT8Aty1QBIEkiCVJi4xlDoTKcB9z2U+D5+23PNogzDyCJp2XYCZPbKMblaKGkYKz9O8/qYeH/1yn30nmgxrbjTD2LP4MXiRwQsNSknnW0uBFLIY7kPBfq7aT9IINFumh/y77xhw+a4xH7mjxSN7p1gcNhkpH8/T1LSgLiGQqY2a2avSJV3ygrUsgbcR0DdwuapALwF5I8BnAC/VGmW1LKGBgRH0YkE0jrhqV8xFm+/0/OB1Hz95tnutTdYW/8YMPjO1SYbdJ2+5ZPYTU7/6o8eYbUmMSfD8KG0YTtCJIlEqb/K1JZBnQM8L6TOGrgSSGwN7Y4CXCoOEKdhbmtQOTBzAVZLLEa0jOv2I+54R/OHtbe54bIqVTgtZr9GqK6Y9S9s3NDxLw7fUfVLWdsxdDyQ1X1HzBTWftELPpOA2bmXwY5Qe88IJONmpucRKqm+riZOcwNM+SJGylCQMNVvagovPG/L0sZhB5OXz/vwQBz6VpBIlS9SAnOjMKZdDJIkkSlx9+HteP+TNN6/ylcd7fPgLbR7Z22a516Ajffq+xlcCXwqCtAlcS7dLXdZSmJGJKOceOEfgWQJ49nVGZDnASzFXkkmWVHMn1lWUhhbGRjAyECcJyJAXTnr8459rceNN90398Hc0bnnDzRffzosMD3pRgJvwcCCIf0slB5rbZtM9YZLYTTHFoKQiViotiFepBi8z+DnYe1KWTKi68neZNCkX54sKsE36nKBkgp+5GTJisRdz96Oaz9/X4tP3TLHQbSJqNbyWR1vDlOc6eeoeqeyAui/SQ6Ylp6nu9gVBxt4ZwHWM78fU/BBrI+58LODo6TrzswJPmnSZF0WjbwkF1hTlp0miGI49dm8RvP76AZ96IKQfeQwjQc2z+LFj8XFkS6uUyv1qhKzIFHfIolHBOL+9Hox5z2uHvPGmZf7q3h6fu6/B3U+1WOg0GAqfoa/RnkILgScFnpR4wqZSyzqHhZJELDP5BHbKhJUxd0ZkJn+fRflGQlplaV3zc5iNsbAGaxIwEdiYMBGcXa3z+FPHm8m749966sDJy4Hh3wjgNX0XyA71qRNY45qrXU23RYoEpTTKKEyS7TScdbNPArwAuWNvse4Or5yk/KTZQpakets9O2ALaXI54uuIWi1iNE7YdxKOnFJ87EtT3P5Im4XVJng1dNujoSQtz9LShrpnqXtQ8xy4a56bSejKTGXpEOnPbQpyk4Pc91x72sFThqcPB+B56TJvSyl6UaG6su5Mkqxu2o1zvur8MVfs7PP8yQbDmqARC4LIMlak1p6pjJMuLMhCq+Q+e2pFGqPS6QMeo9CjXh/zPW8Z847b1vjio33+/MsNjpyq8fzJBuFaQBxoRlojlXTpfEBL6SozKYJQJUr5iA3Iqczmhf4WqTfuRsklZc0NRbFd1n5oYrDpkcSuYSARrBw5yV996XGmpl+8jPacAD9w5IjYe6L/L++8+wPzyTjg5ksjbro0QnsJgYpJQkU41o65lUrlSQHwKpPLXGdX2bso5MkG8uScLsqBpSlYW5gU4AlB4CapxknCmWX40lc1B0/UueuhOidX6xw81YQgQDU0Na1oaktTG+cieJZAu8HxgUcK4uyQ6aFSgJNq7hTcXkLgOfZ2N1bI4UXYe6SBJ6v2YC5RKOrBi+xt1jwg0z5Hjyt2D7l484BnDsUMYo9WJBhr8NOZgKoEcCkFQsoKk0PBilmdTxbMxmk/ZZR4jD2fdj3ku9405pVXdzm52uXOh30OHQ/44mMNTi3XSIYeRmoiXyGkdCuFSP8eWcaz8Ic2qkQsJScxsC7QdB55lhjKemrT/loSB/AwgShB6BipEm6+MuLmi0fs2nLX/D9+34/+y//yw4d+cWr6gg1V7jkB/ut/dj9xHL/3zz9Jsz/cxPnbQ646P+TVN424fE/EjlnDhbtH1BDEocJYlQaa6YEDdq65U0DnAM9ORZGarIIbWwkonRRx+toLEqLEcui44OlDii891OCZwz7PHa7THQeMwwA8H9X2XIe+goY21Es+cKCzOo2sbNbVhQepLPF9he/L9Aawhfb2knTovtP5NT/CmpCzK5KxDdBa4qezXvKESZXAS9qz2u8Yxh4CzabZEKlG9COPgRbO6YiKgjGtTCUDKUXZaE+HHSFSwslkUNFD6SUqHz8xGPtsnQnZtSXihgvGDMMh/9vhDs8c8fnSgzWePlzj0LEaUawgUFipMEJSyQZlEM8KtPJPKlytd+p9V1OgJTsJU4DbZABPIDJoEi7cE7JjNuay80Nec+OYqy4I2bPVEo2PNeXwzvdGI+8X/6cY/BOf+TiHTw/Vb37iiFjsaqI44MkDiqcP1PjiQw2mvIRdO2OuuizkTTeNed11IdgET0O9CdakH9pI4kimgWYWWMr1FVk5wLNg0qC1m2MipCEK3QZHQsCRE5I/uyNgECmeeK7GgeMBS32fceKD9kF5qLbCl4K6goay1BRunJlKC4+UY23fEy7pUQa3J/FTWRL4EPikrolLmXva4HtxmhGNqNdCFlYTvnR/i04vYGZKoFMvXpZwMPnICsnygNBIxmPF/JzizbeN+OIjQ451mgw96WSKBi+2eFHmWaceu0ycXUh51onM/4axuvQ3HND9RJFoRewpokQTRV5qpUY0/YhXXhVz6+Vj3vnqES8clzy512MYKj7ypQaHz3ggJIOhJglVmu6UWF0A3FZag5wnnl/jiTSniC3CGGwK8nrDJeQEhtddN+ZNN4248tKI3TtjpjyYbxskwkkuaTH2KXFqeLN6+uk/j6+++j3/YwD3PbjkvNpv3HzB/muOHhm5XxM+xloW+x6LxnJ4xXL/M4aPfzlm00yMNYbrL4l4zxuGJOnuwJumDdddNaJZc8vxhtZpzuDu9pYSOgPBk49rlruuau+hvR6fubfGKFKMIsXpMz5GaCLrYYQHWiMCjZYSXwnq0lJTlkBBoCyBsq4GXKeery6Y28/6MnNwq7RHU+Ts7XsG388KtJKcvX0/QqmQrz6u+NQDLZSvnd1W0d/nZvDMC3c6XBIlitHI4x0vG/Lpr3X5yJ1T9OMazVSHe5kOj7KkjM27hYTI7qTsPMuS1i8B3KRd8NoxuacVsdboOHFAVwlKuUH6M7WYl10ac9ulEVaMefdrB4wiN87tr+8NeHivTz0QLHUVTz7r0+1LhNxIjU9ecFdG26xZrrs2ZH46cUNAE8N73jDi2osjrBFsmjbMzVgU7vMZI4nGhRoYhyPue375mq17Zn8D+MH/IQa3dgmYa3eWPnjptDirvvRAnbPdAIR2EUY6/sBYw9haznYMZ9fc3ffCMcNnvjoF1mCNZWom4ZZrIlo143rvrOXcD5FOfBWs9RWPPO3T7SikloyNZGy1YyahcXOBNUJqpJR4UlBTzssNpMGXJTDLYkafA7koGh60awTIGo/L4HYMn5bVehmDJ6UjJtAR1oacXPIJxzWCKYmfpr1VWpVXyWJmHT1AOVeQMWtiFGHkMdNSnDcf4osRwzhgGAvq2g3BzGpIsoSWkuXyVpn/rWy1dMkfU2RPjck74zNpFMdJmhRTaYlDTBQnqMiNmdAqQaqYnfMmXTEMl+8aEdohUhs6HcEjT3usDZxsqpQgngPkxkCzZrj1moipaYtNJ13VpUCJLH7zMJEgSQ2M7PYQwqKloT+K+OWP+er6G+Wlv/Rvv7V99HS3u3tbdYDnOoAfOrqIlGu/+ODX9r721/5Mstxvga6B1FS0Ra6d0rUWQ2wtnWxCkrR01yynv5qZoC/WGF0tPrZCYrItF0ifhSqCHClRws3cC6RLOfvSpluQ2HT+ScF4Gbg97Trq3dZ75OB2bV1uS5TAF/iavMTUMXjK4trtCeTpGM+LCIKI40uGP/5iE7SPJ0URYObyRKxj8HKGL8sfOLC5wTph5PG+Nw/5q7uHPHe2RT/xaMRuU1ovHYOXd+Kke/LkfytfDUWhBLISClNM3U1SoMeJRGuFlyREymVMXUGXsyNzC1YluXsl03hIC4uwCfMNyz94hQFh8tiJ/HkjfZZecyuwiYeJC2szSgRhblSUDItKvGYxKmGmZfnx9x7luTMPvHZp+bpfDES8bgu3dQD/sf/2ZaSU/j33Jpxc2YYIAqRUhdVVyVDZvHgmNXcLjZWe3cQrBRRfF+DZs0ybGVyklkXrWoAnUlYWTgpoSek5a6otFRJpSnNQHMh9XXTVFwCXuWwJfJu3tPm+KQ3OifFS9vZ1hJQhR88IFrs1hNYEkoo8kaWPlX7K3Fko1+yU9XGcKMLYY649ZvfWIc+fGTNMNKMEgkTgJRYvTnV4TO4sFZlFVSWL9NK4Sbu26IDPpZFBJ4ZESZTOti/PmDwbElQGtkGJbDKWyZNu5RwFIo0CxLmvedl0KABc/T6P3coAT2O1OLYopXn5FSNeff0+7PjP/I1IdB3AnzuwgBAwQtNoNl20Liwp3CjB17kAqZfpIndVKVQnB/+627cC7qLeWOSM5/xW0AK0sOmRgjaVANnX+XPaYKDzUlDyBltfCQf2Crile/YzoGfBJ/n2hH7aJJFJFE87fer7ETERn/tanbOLdbwphZ9JE2mrDsokj5U0eDGCoUj6jMZugu3bXt7na0+N6MY1BlpTjw1hmk5XsiiIKrKMhqJzKAs0qwkVY9KZKhYS5f6mNoJYCXSSbt2YDgfKgF5NqNl87JsUJi34siWwu+teOGHVm7sK8iyLnYE4k1UlS7mcDZ9YDaS0DEc1RN9D+Sc2lMAVgH/wT+5gqlV7xYf/8t6bhksxJg1g3B+0eV1B5mea8onLgJ6xE9ldOHHXTnilZQCsSyRAnkWTaSZN5xVv6W7EMnsW+SiEMrDzOSgK14+4EcCzgDPT3TqTJTbV29Vact+L8L2QMx3DYwfqoH10Kk90qUCpku0rB5lZs0d2rvI5MDL3xKPI4/qLxsxND+msNhjEioYCL3afRSXWHVEZ4GnOIP9DZbCkYDc2TcoJjDIkRuAZQaIkiTIkShCnII9lUbwmU2coq9aUKcCFtJUsc2VSVi7FJzN55DKlSABO1iq5XgNbSQxWM+EFpiQBszfNbH3jKxaPveO+Tbu+aWOACxMyHtl/MOXH1zXVGBXofJZF9g+brHMjuzil18tlkFAqkSzfsTlbF9WBuZNaAYZNAzVKJZyF9pQia0krioOUAi2L8RWeEqi8e6UAdtZ869g71dyaXG9nlqBj7ALcXqq/tY4QRHz23oCvPdNCBhpfCjd/O68gLD5PkembzGaWR6OJvOQhMYrhyOO2K4e8/ZU9fvezLcIkoJ9Iaonbtk/Loloxlykymx5W/lPnYnIwWqbzaASJMo7FM3ArgZYyHRBUMHcO8krJRNp8kQO9lIWeYPF1a3hecCeqN2MGdiOqN6gtzls2KDSKY+rWuy6YDv+BSex9GzL48RMnmWq33vypz3zpH4WDJWZbbgagmyEn8uGWlYL0/A+XmkghvwGqRVTlRcoWHzgD+ETGz6WCJ5fh9LV8FFsGdFIGJx8PoWWJxdNuGE9Vwe3GKUwwd9qz6aftbZ7OGg7i0hEREvHnd7ZJbIDKs5flALPoa8ycjarEE6VO83T2X2oXumBTI/B4z+sG/MnnxqyZiGFSY5gIvJicxaW0yFikhWcmtQsntajElkkqB7kg0W6sQ6wEnjIk2jrZkkgSaZHKuHS9NC64zwCdZ5WLys4C5KTlFeUmw40YvPSlLcuUckn1BqAuybo4kYShz2KnT+JF/+iyq15319Li6S/Ob9pWBXgcRYzH44vC0fDCJOzTqnuMI0si08GXpaXU5ECujnNY151TOcnr9VFeIVgCuCuupxixPFGXXHSeZN8Xsz2yPWlUKkuUmhh2kwJbK1E4Kbkd6DruXWOyTZm7CDB1ib0DL+SxA5L9p2pY5aGkxJcGXb4pU5swdwgnL2565PNhSrX0maMSxR4Xbo+44oI+D7xQJ1I+w1hQk25AqY5FWgSVduHEqQ5H4qKj8p8UJRYXJWnknnUKGGVsKlXSGzYtjVZKVtjbMbcs6vIzLV4qs8gYvJz3yXKb5XORgTpfaXKQTwwCNRt7+mEkWemMaPeGF0bR+KIoir64jsHPLKzQ6A3pdAeAs9WsFekMwdK0opzFRZWxSyCnJFfO9SgCy/Usnn2d6UpZYupCsoiie16Qd7pkTJ7te1ne/jsDeHn4j+u2Jwd2nq3MmTvdzjALLnWEJeIv7mywvFxHBBpfOndHTervyQCz4oMXBf7lOu7cmzZul4T5Wcm3v77HYwfajJMaA+VTT5wWr5SzxqVSVkzqiWe1e47FKZNPNhYvv8HcNdaGVCplK5Jr3lYmay6RFblSXCdbuWYbA3y9wVBe5TOQb9QBVnacTNoq6WYguo1sBYAZMhouE4aj/C/kAP/wR/7KDSLvdFBKgXANqrERKFOaK5fJE1MdB5DfdTnIq4U25c9UyXWVK9Iq4CaflpWBRVWG+hQzBx1rF89aFntfKl0FuK/TAUBetnVgmhTSFi9PxZv066RyaOU6d547Ch+/o8VY+iip0uxldSbLZAZz0g0uV9qZiWXXpAweJ5og0Xz7m0b84e0DnjpUJ1IeAynxE5O6RwKZlInApu1lZWvWpH+rum9RmckLcIt8EKpbGY2bBKyK7KnMVgxBztwyDzYnu38mxsFl1mE5UMwxs1HDetbCJou8Qcl1itNqTKUUKwsv8PQjpzGmkGga4PiJU+zcsa3x/l/6zfPXVpdRKtWMwiLTDy9NMXHKWDByojIuZe7yYMwXe1RHhJWe5UYgFxV5ktVZ5+MOSuMPylObtM6AnmpvNQHuLH3vZY3Jxs0MyVvE0sSHjtMjQnkh+09qeqEPSqfyxE6Ux058rkkXpaSHbYmZ8mXXlBM/mqYnuHTHiKf2hyQmYGh8aomr2dapBlfCbdaa7V4ncmBnDRHZRS8SKNm4Dp0NZUqvsUqHZbp4xjF2YixFcVdWZ1O0DObsTdGYIsrg3pDBsxNSKHWHHzGhEko3/0TCKhtkmhjLOEyY9ufOf9Nbv7+xvPh9g7lNWx3AT58+Q6fTedOuHZt+/Nlnn8X3SndLepeqbF+Vypi1qqNSbig918dZz97uOSthyOqn8zmHleGQRQOBKxctPZeYW5ZkSXkXY0+ReuEO3A7AxVCgjME9PcHeWV+nH7LSM/xff9lieVhDBJ6TJ7Lk7pQH/XydjHXRbS7SHFmZwZ2jEseadkPzw9/a4yuPtVke+4RSM5QSP++hLN9cWc4itemEyctoLSYFt8EiqTor7t8y1qKMC86NBWmc7MuauqvALsBe7pPNwJ4Du+SJi3OcBygUACXmLhi8RAQ2a3QvanmMFYx7ITv8TT9+7Mj++8Lx6K9yBn/22ecIAp/jx44jMWjtkRj3xt3E1wLo+Zi18khjJmYHliTKZLK2rEfLDFdphSrJksJBKabFVgCuqkM2VQnUWkp0Kkl0DvBMc5s8qPS0KYE7cZ34qsrenorw/ZCP3enx7ME6SA8pJYEs2ZmiqsGzD3TOakLKq2BxITOQx8a1nMWxx1UXDvjmV3b5w9trGB0wlD6BFEXSZwJsk0wuykw+EcjlUkWBsm5VMNZJU6Xcaq2E26xApsP8s2Ba5AmndINfWZUpWXyVSRMB61Be6eyqqIKS7i6vdNlzUswoN1YwHsecPn0CiyKO3cYQGsDzfTzPR3s6HzCjSluFyNI4XJOCvipR1s8OtDaTWRmPiyLOKDG2WAf0DOBlFhclfVsGuJMnsgxuKQuA54meDODWzclOpYinSgBX65lbK8fennZTq1Y7hr/+aoulTgA1b0KenFuiICYqKcvnaNK2K3fipBIlijUzbcU3vXbAp782YrkfECrNMJGpPSmKlrKcQSeSLCl7Zy+ZnM0LMCmb6nAl0KkMTUyxO4Zbyd1zIkThbsnSqptp8spQVJtnWKsBZxZ1l3eiLs/QoWQNkkuoJBvimgI8Tl+PYjdpwPP8HIj68OGDzMzM7HnkkUd/pLO2RL3uA25utzSQpExgBO6w7rnih086JxP+d9kBzyVKSZ6U0/NlRp+UJSI70aIsT0TR4ZKytioDWxV70euMucvA3kCeaF1O6sRo5TKXh48IXjhawxAgpHNPtChKB6oOSrXbJaPx3CEsg5xiixBb3vQpbR6JEw1Wc9nukAu3jVh+vo5NfMfiSer5l1ycHFSUC71SwZ2V0UJaOyQogk+wsphLksU2RoJJV4mkLMVMaWXNA0zhQJ5fy+J9FKchBbctzkuRpSzkiimvbuWR2/nOEaLYt8lAlGiOn1hgy/ZLf+TK62554uDBg0e0NYbxeLxVCvvm8bBDo+YRxYZEGEQicm2VCIuRqbUkRWnjoLSCdsJBybnDFnIEyh9yI/YuRpyV2boAe3Woff6sCgbXuQ9ePtItrVUZ3AXItSoNCVIFe6v0e60jlIr43AMt9i/VwS/kSdk9ERPsPTkuYiOZUs4S23VuSqmMNtRcMB/yttsGPPxcA4xHnDgt7iXpkM+kKpVyqVJmyzTwLDYTKI/cE+nKLIp57jI7RK6/s6/zhFzmHGXXUoqSM5ZJT1uSagWbl+O0sv6uZMrNegbPNydLQe52b5Msn1lhHCZvDsfjrUmSHNHug7o/rpVIC9ZloavS/VWESCWKSINNYZGluyzr2pjU4JWPVLKLRPpCZTmXonBQSsueywpWWXsjBldlcKfzCYttO1gHbC+fW5iUgkuTgjx28kRF1BshD+xT/NVXmwxHPjQ0Wgo8UZUmkwFmOc7YEOBQ1d8TlmHZF49izVRL887XjLj9awMe2udjmx7DJMAXrpJSiTQ/UAr2hCiDuwB5OdlisxHYVmBVajBIp8czgBfM7V6TshhWn0zYufnNXiKvCrFVcb4OL+WZltk5caZHGeSlza2M24LQgTzNE6c2qTYmJokjsAm+BzbXTtL17advLG1mRlh30rKoVuYBpqhctMnHRsElFNm+YmkVGwI8P0rfuwAzTe7IbEnNQJ6VzVp0Oi64OExppHIxu9CxtTuUcgGm74dEYcLt9zd47lgDPA8hVQqqLMAstgIRssri6yRZzlIZU6Xnz6z3wrMjswvDUHP5rpi3vLzPk0fqjGOfRHoMjcJPKN5Lvhpmgd16kNuJ94LKAGUwSqAykEmBVdk+S+66mGx1zQaemnJpAghjJ5ykkgY/R16gjJ1Mi+c1TZXtb6qbW2V7qTqAuzLaMEoYjyPGYYR+4L4vopSi1+tRCzSxycNBoATyDJymWJqKCbGT2ttuQN8pY5fu6uLOLk5GdmKyE5ZtRTIJ9PLIX5UzdgbwYnJqLlF0NifcpE6KSQFtSsBO2TsNLrWKCPyQZ44Kvvi1BoOhD00PKbLKwXJNzAZZzNISXT4RKceQB1jWUnVTilmPSakAK4w8Wq2Qt7xszKfvHvHkoQC0z8hI/EyLG4iSsm0HIiGtDRFuRkNZHKgioNOKQrpIx+YZg+bJtRLQs4yykCCNLW5wxMQ5KN3kYoLBJyVtCeRFxrU01q0iT1KA5+B29ueDDz3Ks8/tI0kSdK+7jJSCKIrxvPRkUNZBkiJJkAYMdr1EwdqSPJm4P0vfZixdtQmrrF24KKK0JYkosUZRf+JclGJ4pE6/z5hb5fPBs5HBGchNPqCzOFy2UiuX1PG8iNgmfPa+Ovc8U4eaBukamv0sTV4GNRNH+ZuNGGujTHDeXJ45KrIC9PHI49VXDXjbKwY8e7RGHHtYoRgKjZcU70cYkElhFVbfRpXJyzX8SpX1rxtRYW26Q56sAl2mrpo0ZReFqpOTXt/KKlayDNct9qWkT7mcodi+sLRrW773pgN3FBuSxLK62qXXG2KtRXs67ca2kGiXlSKPWsHKAuw5yEvAFtlMC8SG0qQM8nwVoAgmhSwzeCmoLDF5GdiVQitFCei2xOQTkiQHd0l3lwLLzDlxjol7VirC9yKeOCL5+J0twAfpORtKZE0WtvCDJy5oFmNk61bB3SLHWNlRqTgFVjqpkAiMyiaKqTx9b63mPa8b8qX7Rzxy0E0SiIxikIi04Cs9P2R2nS0Bqyx8C4hV5EH6tUpjK6vSOYiWfEvI3EmxVD//pFzB5sVz5bLhF4tLcgFQsjDzXd1KG10lNi0ETIr9QsPIIJRrVLZY9HQzRkhBFCUoYRiFLksUJ6lFmH6IvFlBTmQtJ/zv8lIz+RmKwEPk7JaDmjLI079bkSbViL1cMptJkmzbErc9RwHubHffjLU9VX3Wmf5Wmf6O8byYKIm566E6Tx+og+eB1KXGhuqFlal7sM4H32AZs6ULWRRAFXIv15u2cFKMSrObiWYcelx54YhX3+JYfJg4Fh8Ln5EBnWR+uECkkkQI60ZHsR7kDsQT4JZglc21uJQm/dqNhbBW5CyeM3cWf9hyVajIZW1x/W0FE5OrWvE8GWyW8jGVrQqt20YxsgzGhtAYvChxDL55NkRIQRjGaBEDknFkK2Ip18eS3IjHOEawVrqFLo+ESxmr7P9Ljknx7xWtahkzk4K7ag2WspmlHcuyXQ4ySVJ08xTgVpWAsiRFdDFeWasEpUsATyWKryP2nxZ8+PYW48iDhpfKE/LWNFXJHJack2KpOrdEsVWgl2VKnpY+pxbXNAPJd79lwGfvabLvpLv5EqMYJMpVGSZptjEFt0hS645y0JlesTKolGPu/D2lAaayFmtKUtGmRxrMSitSqVJyUkowyizTjOAmwT1hqEzkCajs7VQh1ozpjWUcGboDt/RoncYVL3v1O7b0V5/790sn76NV8xkf16x0FCYps3IBTqfIs73X3d2PFaXiMFF5w5wL3KUPK8uvZaxdBvZEDbiUtiRPbOGgKFdhV7goJmVxM+GgZKydfi0n9LeKCW3MJ+9s8sT+umv3ERolJL7Ipq5Wm4vLbJ6B/FzLcAXkObgntlK0EmvSXTTsZPJHE448rr94yLe+rs+v/qnP0HhgNLGQjIyzMKXJwF12qGzxxzPhlKJEZbo8fU8y/S2Zri65JLEZoAvAG2tL8tIxa7mu32wUcJZORflclR0eUwJ60WhTPIpEoGAUwvFlwdoo5lveevO/v+2GS35A7zv0wvRgcPati2dOY+MpVro1On2vUg47+QYkIk/Dv9iODKL0H5bZOie4UkBZvvPLHTzrQL5uF7VMf5dS5hX9bQpgp5nLjK0zKzCTJTp1Tjwd8sIpyUe/0gCpQTr2zjv3y3FA+T2WLtyG1YRprDOpvzOGKideMjtMlzKbxqbpe5Vq8UTzHa8f8Km7Guw94UM6Vm1sPLRwZbT5uU3SlTUph3Y25/P0alLeS0mlBKZs9uzMhVxKiSzYdH/HpOfBpkSVMbgpnYtyiUaldLr0tirJn9Jrk+wthMuFkO7kPEwss2EPf9SlGZx86+qKmdYf+0rAidNt7n34PHbN+OyaE8y0YzxPlgIlW/raLcmZRsoyrhtlLGEigq7Ikkl7sLS0iQzMhb4rdk/L2LwE7glglzegUiXW9tLRw+71QqI4YBcgT1TMZ+5rsnd/ob2lkM77ztm72k43mcEsQD6xok1ewEwDl1mq7Iln7WxGYBJJIjMWd1Ll8ovGvOMVfQ5+NCBMJAjtMpwIFCVfHIHEEk1e0yzwzAO7fJpgyt7lgDO9qTODQaZBqHCZT5GBPmX6dRlqkbLvBAlUXLZznaeyjCoBXCrQwnVo7dmh+LatiummZdO2AbV6Dz3ta4aBZmvg0dQaYwVRYhDSFSxVWv9LukOI0p00+Sbz3y+PhChrVFGk40vgkCVAF6xtK8FldZvAYi/MCsBlKbkjC+2dpd7zLU5Kc8WVcpNqPS/i0GnFb36yzUh6KYNXg8vq3JPqhlgvmsmYuGBFsJ5JvYLFN0rdO7niwJ0YTZx4BEnMD72rz1/e1eDgKQ0qwhpNKD2GRqCS7Iaz6Y5pZQsgJSpVdXdUyZ9XLqJMi7FSMFubS5UM3E6iuDoUa0VFkhRp/PXbEuZybh0xlnweWz1v5ZvBZeBdh5ZEMhq2IdHUp+awYhq9dVYiY8XuLQo/UPha5MuItVSYuwryajRc0d4TH6LM4pMJgIrFtK4rxhYSYBLckgqwMybXquSayPVet1ITrknF+w7phobf/XSbkwsBKJ1agzIfMDRZVFWRJpMOSvmCngvo2ZGD2k64KJmDUMxgz5shpCKJNTs2jfn+b+7xCx/26URu6pE1kjHK2YaJyEFeDjbLuiBj7HTggwM3xQ2oshtQUlltlCjAbTPHLbvx03jK2lT/Z6W0pXODneCE7GtbPT8bPcrn1RgYjCXxquey7kFAe+SjWw3NuOUxN+0hpNt3Pqu1zhjp3KS0fm0pSGzibt0A3BmLT7K3ysBdCioLeWIrrC3TCVZlgJfBrdLvlS4HlOkuCSlrq7Ri0AsiPvLZgA/+RZux8Zw8ESqXJ1lTcbn2ZDIDWyzJ4hyXYj0brWvarrRrSRcPGbM+hW/cVuA1HfOD7+7zwlGfD33GAxkCiiQNOJWwyKQIMkXZG1+XTkwRmoFLOqBn70eSanLp8iFW2hzU1pLrcCHKYE8Bb0uTBkS126e8c/UkkZ7zkWIoyUaJj2E4FozGklbXOUB6qgnxCNpNRWyki36zu0yKF9VIlTdUEuAbpmc3YLqN2dumwUOpxmMdexfdJWVgy3RQTQ5uaQu3RCa57lblIFPFKOlmDa6swl9+pcHqOAO3A7gnSd2Talo+vzFLxUUyu8nL56p00spAngS5KcmVfHqBKUpp82Az1eLKKIxxmnvKT3jXGwZ86r4Gyz0FMgKjiNCMhajWqZSvXUmTF+/R6fDCLnSkR/p6BmqZsbkQLviENMud6vN1q7Wja1HBQYYxWzB6KdM9CebJh0lXAGtdrZQx0O0bun2D8hK0kiFSxmlQ50YDlK/JxnfSxN1WYunijtxoyV6vucvArnbxlFg7c06yHdWUPaf2zjaAdV8n6Y4IhTWoSkcRWEZ4jZjPfrXGQ0/XMSXtraQsFVbZCXlSWnLLgCkdFQxteB6Lba+zgLPYiewcVYZWokq+eJx4aBNz61Uhb795wB9/zgcVgpBYIRgZ7cob0hsQio6fde+FQrRkbzqzEaG0ysisUCwFtywkrQs43etSFtjYiM0zw8FJlQxXtrhRNsBdfiNu4PDlla3ptif66GnL6qpDfLOR2i4iO+Fff6mYDBo2BPdGAC/XLMhsGpTNM2KqxN7FRCtblSjKfV/Yg1Vwu68L7Z1vMZjJE+mOwIs4eEzy4c+2ONPz3TgB6Qa9K4HrmhEuO1ipPVl3iArgN7gm1QuUwWZDiVIe71DIFFvyxFVaSquk2/5kSzPhe97e576nAw6elSAiQGGQjIREVYqgLGJSnmzE5DYbiZy6KLKwDTM1k2U2bbr6GuuulQtIi+udAVyWMSPc74kM2KX/BlsyKWyRRDzXucy0fbsh2blFMT+v0EJoBKpUsDRxsifvltJFK7NWBdQbsHdZa1NiwnUMXgZ3pndzSVL6fh2LbwBuVdbbJXDLBC1jlHJDNMeJ4bc/1uaex+qut01qp72lTLt2yo29tvJ+5eTnLp+TCWknJi5INYNJEeSVZs8U3eQly9CaEsiVq8WQGhVrXn1DyA+8p8vP/LbPOJauEdVIYuExFEW20UmFHEkbgzzzCYFitJrzwlWWRs+AnMJPpESQkV8O6sxGLksXW9LjVLW5teUVRqwnW1usNG6LcHcD5DXqqdOkm3VJPFa0G5J64N5EVrGVRfDlzG6ZmV5MilRYu9zxXdbeEyxenmAlS5o73+x10haUNp+ddy5w53ZgbhGWgksZ4/kxdz7i8al7GoxDD+raaW+pcvbOt9GbTEJN6MiyTViolHMUFpXJIwU2k2WzJpUCGZMnkkQaVCIxstjVzpR2Uqs3Yt716iF33DPkS48oUJFDlZFEQjOmcFTcuPzcjDs3k9ss2EyTQjIFlhA54DMnSGRyBQd0m4LWZufJuq/LdSvFObQV0JOel6w7qJpULJ0rY9MZi+73xmNDdwB+XaDbDQExzE+7xEicCMLI7SbgqgUr+M7vzHOy9aQc2bB8snBKCma3ldcytnZbdFQtQeeLm5I9mE1BXQ9upRJkyt4ZuHUKbt+LWOtbPntfnX2na06aCFcSK/LEDsUEqXKN9UaBct7NPrHUvcjD6e8M3NXa8KwhIu8op1RpWCqjlUIhE4OUmmisuXRrxNtf2eehvT6dULqLQKrHcbPeVcGL6d22HuRZM0YuUfJ0fgF6m2a1M6ALUdiMNr/+LhAt9226LjKRd+NnQJeiGO4mchYvtHmFIFK9nRibVxImxhJHMd1+TK2RoOenI+o6xAzGGAu9oaLbl0TxxuWvX1dbl9g5A+5GwWUhSRx4RCWwzGSAKTkodkMNnk0+dSxeZvdirnUlNZ8xt44xJPzR5+p88JNtrNDO906dE8feTp5USgZE4fRk2rKcwJIZa5fJ8BzsXUlDw4T+nhh0mjYk29wqTEGeKIw0uVyJEg+pDD/4zgEHTnl88FOaKE5rDNLd78ZCIkugEanIFWYC5FYUEqXCnKIkZW1RUp1eQ/efivQ/t1iZyhZZbLCSZVZNQj6Jy01UnLQvy88lmVIJQF09+GBk6I8sg2HCwmqCChL0tvkOUXONabXEOGpycqFJd1BPp8qWMkelf3BShpS1dJnNqgFl4TzIMlOXAFPW3NmhBE6GiBK4VWl/elmk46Us6+5Ce+tytjINLD0/4sAZyafuatLve1BXKXvrgr0r4yCq4+Vk+QYvnY/yC18vyZMz4YZHKYspJ0YnWNcMkRc8GYmUTotL4WYatpoJ73zNgNvvrXPgdGpH4dg8NoIRbi8caciz1Rmw8uoUWQAtuwlVytQOViL3vyfZPJMnZZBba/MGFrcTRCpHjC2RBDmz5/5fBnJRFD5k59YCWrkSwKWO5eSKZbln2bJgiD2DXhkKut2YoyfXsDZidVWyvOozjlXxx0pMPWl/yQkAbyRJKiCeCNQKF6U0NUnajcGes7gpfG9ZgLssS1wK3qQbKBWvSZmgdMQ4MtzxYJOvPF6HQKWBpXbOiSzYO/OPMxel3HdZqaeZXOn4n3/YiYOKk1JK3VuRbwWea3EjSYRCGndEY8Ubrgt5w61Djn/eY2wkiHSKD4JYaIamiBOKd5B9b0vvSaArgWd2c6bATZu+LDYFeArssh43DvAu+ZNWo1biMoHJXsf1/FZALkRaNiMmVIIkEBZPa/pmDM0ec+MRu88L2b7FoB8/cdXa/Y/6t3/8M6e+RVjDBfOai7dFTLcsvifRaWW/KrH4hj52hYmrwWXV4y7YetIpydPzGcBVMXtaSZMGlKWB7Gl5rFxnBSbVr1PHRKWtaMqPuecRnw/8wRSJ1aC9tGJQI+REUVVuDdpiBWKD83CueORFkF7JZJYiTgdkO5H4SWWKTIEt3Eav1hR63AjnjUujiWO3v9BPfG+XfSc0dz8sMX7B4tYIIhSjNBjEUpEoWcFV+ZZVaQ1tweQpt1u3rMnstQz4gmKqlSgCUIkAkwWbRbeTSF/fCOSiqBtJiTWdRZnuczrbhjfemnDe1gGBZ2ht1rfXp7auqYX+lv7Z08sH2576gZZKmG267ay1Lm0XnS8b68tXJ12PPPOoJl8rXIhKoZQiHQeWedpMyJBqrUmuufNiKZv73VliZ11hVdaKpiK0ijixKvjAh6e47/Gm25RH+jnAtXTzt4NSaWy5uXj9kbZvKdxULVkebZE1SMt8xNy67qTSs9uau5zBndgAII0Xy/FLRRJKW1pBLcJa5udiAm156CmftWGptiD1UUyqC7KbVpbWnvWVkOvvVnGO7wphISo/KjfvFYAt/072dbFjnHu3cgKHbqqZ2/MUGjWLrwUm8UiYYdDrfs/ymX379FQ9QQhLrBIILK26mwxVqb211bdfDRbLbFyVKZUNkja8cOXn0nBHUZUlmQbP9odRmSWYf12AW5UrBCd0t1IxSZDw4U9P8VdfbWJrhe4us3c+jq0cN4jS55uQJ25lKwvyiQv/oo5KWklIca4nqwzLbVtZwGnk5I4HZakikYkiERo5THjXa4c8d8jjF39fE1aiYtfvOTaCYofNMkSz911ocmuEqzYkL1nJdXduHebMjZujJYog1OYyL2PxNPUPaWOzuzWEcUGpNNlqUA04J1fLJBF0Bxpja8RW4/saYyx6U9sN+4lCSRhKx97prO1yVLmxLTYZLE5afgV4K3JFFqDPgscC1NU51Blzl/eHKbN4AfAC6LIE9KzWW6fe95ceCfiDzzcZJekUfFkkdlQqTXLtXR7qcw5HaJ2jVD1tGyG9AqFCmaTB3IRsKQM61+KylACSKbiFdZZhIjFCuclkxiCNJvAM3/sP+tz/pM+XHpfp7JvMPoQEzShX42VTuATyUjVhHnhOAjzNdLoWHvcn0lmfqbuSBqESZFpEIqRNi8jTs5B2UUjchllFHsDZpaKcgMzPj5tLOBy7ntUoCdCe53oy56YUQgrGY0m/L/NtP6QS576QZQYXVXBXGwGyvVwKsGQ3hKqwemEByqzmo5LBNCUNbkpSZYOj5JpIFSNlgpQxSkcMxvDzvzfFoZMBNgO3cOAWQqR7cJK7N+VNsNbf2OuB7aIgWWB5HcInMgp5DUpxsSpZzZIXvm6PmlIBlsnH6pUSQFK5XY2NRoaGC7ZH/Ifv63D/jwX0RukbN1mhiNtRYkwmUdaD3KZ1ryrvF3PMmwE4SwDZDYPN7GfFUE6nhwpAZ20/boKxcOdSinxqg83NdiormhvC6Qb/gCSMoB9qhHQyRG/eNI/Sik6ny3g0wvNkPqVVSpn3u23UmDC5H2RFYkywtdxQophSoFkAvPx9DnBVSBQpC9bOdt0tg1tmCZ00wNQ6Ik7g1z/R4vHna87zFsod0u2grISrGHSJnYmgckKebJSaF6lMKWc2Wbfsl0hx4rWyFz65uZcpTcAq921WwS6xqR8uhEQYiRRpi5vQSGO4/rKIH/62Dv/tY9OEScbiImfQ2ChGZD7+RuW0IrcI81UnDRyzRski6ZN+MJFKk3RYEDgwl+1EKv+OCyyzTbpE7kM6sIs0+ViekxILEHGx9kw1WtTqLYxJ0O94+9totZo8+dTTfPozn0NJTXnWdjlwrB62wt7q64I5c0PseuCX0/EVNjclmVKAW5fArdPtpmVuAxYaXGYSpZbw5QdrfOgTLTpDD/xMe3sgNEKIVHsX7F1umduoc6c8uVWkaK/YhUJMCJKSSim5JmW82xwhtuSFpz5yKk2yrfWcBpf5MNSs48c5FRKb2oZCWCdVYkW7Zvgn7x7w6LMBdzygoBE7cGfpFymI8o6GVGZMpvIz7Qyps5befNLtDFGWJe7jZJ1Epc+fZi9zaZLKFYkb8uqo3DVNmzxZ76osC0JxXUPZ3EwhQCRgTcJll1/HBRdfwWg4QHu+xvM1Sil3MVUV3LlLkEX8ogxMzgnq8o6/VUbfWIqslyqGsu+9EbjzbGWJuWW2r3paMSh1zPNHNL/58RYHljxXUSYKaYKQbovwkiwpUvJF/XQlwKTE4KWgMlMkOdDLF3VCmVSey4Fl6fuyTClv4ZjJExegObvQiOImSFL2lrKoU0mERkaWC2djfujbexw5o9l/UmB1yuTpG7fGIyJ1VdLG4bzDeALk+WfLnY8i+JQloNtK3UrG3Nnvixz0jr3TBoZsBcgZPF0QbDZnxY30ToTIpwZI4VYKoRRaeyil0bnVL5y36LYBkQWLb2ANqglwKzXhZ6+TJ+WfVQPILBCtBJaVbaNL7skEuAu3pMhiFq/F+EHEmY7g539vik/d2XC6W1UDS5kyt5+uLvlUqJL2PmcsItdL7XN5Jees9LQTP7LrgV/ObMrK5NUi0JTpzzMWT4REJI7BjbHpOGyDJw3veu2Qzkjw4/9NcXZNQhC5P2rch7VGE1ZD5UIn55ZaGmim8kOVXyv9p8XXGTMzsXWQCySzOTuQBp6JcP+oKVwTJ4pMbhkmGblkIC/usUJOe1pRr9XO+J7+4tat805Lq2zmdjEeLW+2zZwOcW5wT3a6F554ib1VAeZqkFik318c3GYDW9BZgTLV3SGGz3ytzpcfrpdqTbKCKmcLZt06+XaEE8HzusCaQmNPMnYuVcqKpCxhERtokgkwZyBPC60rTF7eyqM01zvfZ9PIqm2YNygrt0e90SSxRljJm24Z8Y6XD/BF7KZX2hhMetgYYy2hgbGB0EBkBLF1uynEJhubVpoVmB8i/Rnp5sFpZapNd+orzxbMfifbhzX9OtuuMknKr5VetyYd2VYccQJhZPDrMySJ/KLWwRmLQv3qr/4qr3zlK9akFGtJHP/D5eVFfF/ne76vm/83kayZTKlnr5VdELeXo6E85mGypruwAG2a+MlAXliCG8qSPHOZuiepJZjIhL++p85/+eAUh08H6fCetFNHpaMgSkmdrCxWSzfUPvus5fkrxbi48oxEUX1dpEmILDiXRcIs+1mWsFF54oa8RqPSdF1eOXP/2FYC/fzmygvAJrv8J6duOedjtp1w+UURxxcU+49pjJ1cjpwEMmnIKdMbVKxzhrJ/vLyKVdexcoHU+heZ+Leq35L1cZZWlOI/LbShEIIkiTlv526arfb/fuTwoQdvvuXlbo+eXn+MHxmGowgoD5BPdw5QxUUuGg7K7gcTMmQymDQF85ekSCWZIwxyQnNXpUoV3M4GLCV5ZJy6Ka7G+8SS5EOfbLLvYADNgrUzaSKEwCNNyVfiCwprcyPXpKTJs+9l6QKIiev1Yo+yFCnY3G6sySlvHFUKQo27kQpHRSKznk4jEFKmaX/nrLjA0xCPDZddEPO97+zx8NM+RxZLgYMUuVg2KMbZalLaU7YIJCeCzyy4rMiOkpWYSv7c4871tvtdm/9b6b8tcTMVFcXfz4PeQuu4vKx1rpmMMDLFMsDll19GLaghhWVl6YTbB30j5hYFuPMETdlBycFKpQKwnMQ5V0BZ3CzrAV0Be6mQSolSxlImKOlS8Ss9wa/+SZu7Hq+nDQxZYJkVVbkdLDJLsFpURaVTp6h+rIK6YI4ymTgffCPCOifIyzIFKh09k0NO3bZ+aaLHFjZaJkkyD9kIgRAu8JTGuBoV4doVXHBmiIWFgeW114/5F+/r8nO/P83qUKx/11KQpPbhJAPbki53AaRAZd54eiPYtL4k197lIDPrKMr889SJSbATIBdOy6jCwSE/T1kbn8VTkk1bdnLhxVcwGo7ye5Ed27Zy5ZWX3UGy9oHNcwGBZ/KtP4qlutDTRSfN+gE8eae7qOrtau12ua5kfVZSZocqkjrrwJ3KEzmhv0fS8tufbPJ7n2jRi3SqA0raW0ikEAQi7bWUE8AuF4axAYuXqgfzlTlfWYsf/I+Au0z1lTR9BezFkTN6tl+pEVWnpTQJy+ZBp8pnjGezVRKjnTZPFC0NP/DuHj/4rV3qttDgVU2eYAyMLYyNIDSCyLq9ETJdnpR0ebKRLjeUfqe6NXx1Umz6nJRftxOvTepvy3icECaKw0cXPrBr98V3zMxtKQC+fcd2/vLP/s+BssuHp5oy3w0h28SpPDZtfW9k1SmpZCQn3JHc/psAstqArR1Dm9T6q4JblrW3jJHCBZZ4hucO+vzZHU26kXalZmn7WZ7UQaYp+Wq3zos2FFOSJ5XXq40NFSlaqnw7F5dXJEr2fbn+Z8I2rOzhDoUnnnffy3XJn2LntmJrwmymijHa1Y4ry3e+ccDlF46RSeL2qzFJFeg2IclB7gLPLOCsgNxAbCdAngWktjT22JZvAJsDP/+dNChNSuDPRiUn5eckG36fEMWSI8cWD//YT/38YMuWrQXAAa67+W3c9PJvYcv2i10GKJ/QWkxrLevwoqNmg+eKC1L9WbkDvuxzV1g9ZXNZ6rMsg7u4QbIREDHaNzx70OOHPzDD0/sDrKeKbGWmv4VEygzcZedksiS2WntS1tnnLIstg7ysTV+MytfJkzLoSxt8lUBurXBjJUojlqtbEGbfyyKVbyU2c1RKPZzZkYSKqy+K+I2fWOXKC0duD5QJV8UB3pRALgitcO5KCuI4dVrKrF12WeJsC+5JFjdgktTOnGD5KqALUOfgTr+O4oSrr7yE7/mud/Pe93xzobCyL+qNWZrNOaSqFeMBZGYR2ooDUhwlpyQvfzUVUG805iFn6pJskSUvu2oFZsAus39aX5Kyt9YJPQu/9akmTzwXkKiUraWqSJOs3sQXk8B+kZoTOGegWciTDexBsulWLy5WKm2BtiRLysBPGZkSyIuAc6Lr3spKnYrNAV3e3EoV9qHVGKMRieT6y0P+2Tv7tGS6Zdk6kMcTICcHeWRSyTIhV2Kb3gAVsIv1LG5LgE7KG0+l9qItboQy4DPJIiy0Wg22bplny6bZ/JTq7AvP03i+f6DVrB+cmmpcaJMRSonSxa46JkUBVfn1FKwl/Z3VnFRrTUzpa1uRK1X3pCRRMrCLAtyZYzJI4EOfavHxLzcZS10Fdv59Vm+SbT9SzVquqzmh2qJWcUw2DDBLgP/6uF4H8krDQ0WqiPyHBpFPezU2+9qWbgLr9s0RVWdFpFrcZcAtiXW14iItrRUoSCy+iPj21w/Ye1TzoU+26EeARzGQO0/SaBIjGafBYVE9aNPnrBLQBY1WiPxnWWIoT/EXhs26pJAt/82s9zMroU1n0hvh7oxms0FQqx/0ff9AGEbrGXzzlu0c2PvAF6enmh/ZtGkm7T6f6GaXVBg8nwlYYeKJmSWqmrRZ15lTKXc9F7jT9LsoB5Vuu5FeCL/36Sb/x+9PsbDsp50WZedErpMm3gR7Z1nLst7ecDRECbiVWpT8BvifCy3XAZ0SuCnJFMoShUpDssllCRWrcP0slaJm3OZBZypTUhaPY83WOcu//74u//idfVpB7DIy1mnwF2VykzJ5ythlTW4yNj9X8FlJBk1Ik1JCKE8KZYFmGmyOxgnT03PU6s2P3PGVe7+4Y8f29QwOIJWH9mufq/l8c7OmrkuMyUttimrBqp+9LpDMM5SlGhKxQaApLUKYkmQxaQltJkFMRXNLUQoqU4kiA8NffaXB+3+vzZlV7WpdK3agyj1vnbH3i7B2YQ1S3e8yS6BMFtqXgF4OKifzGWW3ZRKs6xBO6XfWAXuSvamU0mb7U1pjnVVo0g10RWojCotJU/mu0dciUGmBk0QITRRats3E/Pt/0mG5K/nIZ1tQi1mXZk+Z3BjJWGTMnLa5lSzErBZFicwbT73yzBpMa1QqfnnG8mmzROWMpjg0ZJLNYoUmMeKJVqP2uf6gekpl+Ztrb3wdpw5+4b5ADR+pBaJqmZXHqlVYvJo611lB1GTgOHHIc76WlL6vglvmyZwIXUs4cFLzx59tcnrBdxOcZLnGe7008WQx37uqvSeyg9KuDyKFWK/DK4y+PglXJvRzkbstsXUF2JXfESVt7tb06hbgFEM6J7R4Mbgzc1LKafxiSm1S0uVxqNg2n/C+f9DnwvPGzjKxk1q8YHKTsvjIZky+3mHJ2DsLNONUs2fsHZti1+L1R2EZljubbJb+t4rlzviRP/rYHfd909vfVDm/evKEz8zvRAjJcDSmPxyQTSgqOnWqM0nWNSuUBvVkCRxRajeranCTsno1DS9lghRmHbjzwT1+wsGTHv/pN6e589E61Mpd8VX2zhI6WafOutFrk0FleaxcygB59WAO6nLiuIRu8f9QplQiy8khQGnuzjqyEybtQq8weqp9RfFsUhYXaWmtEM57FkY6lZsWVzsmd388ERYxsrz+hjE/+0Nr/MffnOHQad/p8ew9TjC5RRJliZxcg7sEjM1fc6unI98Jdhfku2xns1YyRi9OSkoyWRFieo3q9RoXX7gLY8y6U7oO4HsueRNSqfDs4oDh6CBaCzxdVP2tcz9KrkkRiNoCuCVZUnT4mMoNIMtBpjAvDm4v4ciC5qd/a4qPvTdAdQAALlVJREFU39EglGnaVZSDS5W6Jq7UoDLbuyJR0s+UAXlSi+eCfL0XngeWooLvlK3PvQ/kRpieHKdcliektdBMMjbpHJJSllOkAaXIy0pTOZKXmMo8uHSfxUkVI7Kg06bNEpoECHTMe940JLGC//jr0xxd9B1i8krAKsgNkpCq9CjkSAF0g+sMUjnQbR4LuSzn+r7PnEdKZOSsbMElF23nO9/9ljCOY/7Dv/s6AK8152k0mj/mNy+4YhSffa1n+mgtcqbWstTFnmc0U1bOS2AnwF0C9joGz5hblACuUgafBLdOOLqg+In/a5pPfKlJKEvlr0JNHBOuiahKk3W7FGc6W6w/keWAEoobIGPySRYvX5C/CYHnQC8B3jU+ZPv5ZPvbp51eFfA7C865KKnbYCRGmg1AL8l0btHBU3rfsUVj+c43D9AKfvLXUpBnerz8pg0gFRZFlH5rDa6XNI0JjLQpiztQG+F2T3FFae4GyMdR2Gx/zupIZ5F2CIED+Oa5Njdec9FXL9iz88d6vf66cyonX2g2W9x5551dZH2fwUss6VgtkbaN6WwcWrqDWWm6VFb9V8woMWzcGDwRSIpyer6Uik/BLWWMVAmnVhT//jem+MSXysxdbj0rdHfZNXH1JuuTOSLtLKn44CWWzn5W7UNd39EtJiVL6XFOkNsJQJdBvcHvZNsMlv3v6lE0QxTltIWDkmc9TSkJZEXqkwvnqNiqNjfWpfN1Ivj2Nw75Lz/cYdtsBEmW+NkgtW/dBqyxdZq8cFiczo4qGr3srIhUi08cSVWbx6mLko1JaTSCZHq6ue+ee77abbdb606zPtf5D8e9H56frd0SDlav95XB8wx+vlOZSadJ2QktncqUEmMLsbHuFmJClpSCTPd9GdyGxIPf/XSTj3+hSZglcspFVNlzWgzvibQENpMkExWDhRYvfP51zC0L8E46Iy8G5kynW77OoyRLNtTfk4VXGejLR1rVV+k4L7G409uZDncWRdYRI0z2njNHxenyBOeZlzek1CS85y0D9h3WfOBDbeK8EQKqDQzkpJMIQSjdjecJJ010psex6T6caYlayvKO0d31KvYASqWYykY0g4otcSJB+k+tdXo/PDPd3vAUy41efP3rX89UI0zO37PbNuuCWpBQ9xN8P8Hz3KF1gqeT0lZ82VFs9FSdz11m7fIMk+ock0lwK2UQnuWL99X56BcbjGXmlmykuxVIkdealCsF12nvCXmy0XaA52LxskNSCT6zi24nXJQNaHyyDqXC5BMMbnNLbD17u4mzk1teT6TxS9lOO8HsBYuX9uLM/PEs62mdu+Inlve+ecAbXz5EZCy+EZPnh/PKQ1su1IIwgTAp2DxrqIiMcD8zwv08IT/CBMJYEEYwiiyjyBLFgt27L7CLS8Pk1a9+3YYAPyeDX3H1y4mj0Uejwd5LibtNXxdDdyrlrdkUpVR3i5LjUnxvK99njJ2xuMq+l1mmMhv1YJDa8tf31vmxX5vmuUNp48IkqPPDgTsQRYe8ksV873JPabVDZyIln4GaIrmzPtkj0rEiJRRXwF68di5wVx4iA7LNfycPNG1Zl67/eVF5WE4ElbS4SSWOKKrW3Wer8psQznZzvy0hHZacjS0WWK6+MOKX//Ua/07CZ+9tpL1qJSYXlsmJtBaXAEqE66H0JGj+7/a+PEquqtz3t/eZauiunsek00m6CYYEIrAAISCKKIOgqLnie5elLtZV7wXn4T3RdxW5FxEnxKfy1KWiuEQfw+OCw0MEFSIIKBA0mKkJIWbudKe7uruGc/be74+99zl7nzrd6TAFuG+vVV1V55yq6jr129/5fd/3+74t4DKVdaWy2Fg6+rJFHFXHUgJQLv2oiKgaYSYQRkBfb8f06pNP/FmhkJsNxtkWHABa2/tFOP2nrw8PL9zf0VJGsVBDPqgj8CL4HoPvaQseJbfUWjjp2kkaqwOT4mCHGoA2kjiOw0E9gdvX5vHJb7Tgb08FqkmmKaAy7+XJiOPdGY5k0nUrbb3NeH+aX9vA15BOa8PN/YfsXZpANh8rumKJrpDEg4XBra3OV2azTiOjKYzYeFqglbxGW21TXptYc1ajWD4Y4er3T+K8U2ekZiVWIEaz3OQ/zIW05lUOVDhBVRDUBIktel1JceuMosYoaoygxqQ1r0YU1Yhgpk4wWaXYOQEMDC3b/3/vW//1xYMLZmWD7lwnvav3FWDhOEjlHszMVKWeATCsNkAoT0JO2iMnhmVHysIbHNwhTD63oijSchNX4Pb78vjUN1uw/slAtnqweDe1nEpCSLyWZRIxUY4lDGoC0QDwTOtt6r6ROsZAs8XPMyItlqQ2DeoMcOvt5mrDcUWP5uPE6JuiQc3V4ry6kp3A6AaV3OsCCSIIwGkcV+aqjTIh2hqL+Ps1zNl6hJVLQnz+0kkIAL9YW5DbtTW3LLm+Sf9IQAqwGJH9TBwCuFCrwMHwjyDPM4VtpACgFgFOoQkrVx6B3o5s7j0vgDu5gRqPJv4517ToplptY5E68rSbAAey701gWwCHSOgJ0ffa2keglAMu8Mv787jsGyU8sdVXDUvSdCRxKqFS8YHBvRuUgiRxXuZtvWFuJw1WvBHMUJBuRMWsIFdJC61BgWW9ofMbllzW1KIQYTuYMqat9nEZAdP7OZct5on+S5GAXchkEFEpcgKqCnDSHrAcrB7h6CUhrn7/JLgAfnV/vpGe8Ai6JZvq5wCtDRKQPc45AUIY4FYnlBjP9T45GYA64zj+iIXTlNJ/Xj7UW3vGAK9XJriTO+phvzWYZPuuLfpuFY7L4ugISc6/NZKlJlQ0RWXM4qhKzMGZkbmUNZbCIbjzjzl84lpFSzS4G5xJm3frlscWNaGz6E7iEjRh60/SYNYW2QSqZfmNItw5acn8OUtDmh4GqFNWHSnLLtc4JXF0hVMRJ34k4CXnTQANZcVlpIXHbedkhAVEgKhGQPI9HECvo8oFUAeOWhziSx+chBAEdz2QA4NCJDgAR32w+q1USZ8ssJR8UaiwCAPARPbVLrmyEuSpQFvexccuOn3ylUcNPrxvtMwxx5jbgvsL4LjuKOMb17R0Hfc7Pv1rz3MpCOExuBPtMolPuHwmz0oDTSGJc0kUJ9dURTgE9/wpwEevKWHjtizLbZafKd5NYaxjmV3A4KR5N2bh2pjH47QZNx42RFPmg2aSoiZWZyvormWN4UEgph3JJEACdCpgxseJUJ2hdMMgQePUNiFUOsxCJoM4V8+5mfxRxIlKvXZs2evAUYMhrvnIBN4fAb/7kwZ5lpJMg1sFsYWyNEKf08SJNi9jegsjFGEksOb1J4RhGK3p7SyNdrUU5jzFdK6druchnNmEptLwjnxp+ZPU9VDMT6BYmEYhP41CroJcUIXv1uHS0GhVnMhakxh32rnUBQsMxOEQLsFdDwX4wJdasOmpQImntLU2ayozwB0nc+xQoAObmqTVgWlqEltvpIHdKI21rEsKz5bDOc8RUxRkEQI7q2lX2duPE0GS6UgaWU5DfBVPADOEGCd57JbMcQJIJYR0yRvnDnidYtlAiG98fAKvO7EKR2tcBYcls7Ukt6nwIo8AHqpbDWBVIJwBajNAbQqolYHpcQx0cbz6pKEnj16+ZMfD65+G63tzntc5Lbj8sRz8+PZfbGsqtr8nnDnhXlL9FQLfheACy5eEGOgAPFdXh8gKEj0J4xCTTuyoe0JkSJASGSnhhODuhwJ8+Cst2LTdh7AcSpqy3hLchCTxbo+mtSZ2cme22PeclTuaypjb9ZeCDXbbeiNujzCXMY+XnonRa+su0nw74eHqShnzcO1EyrdLVIlmu2EZMgRNODuUXgWCgggunVRQgCZWXB8PoSgJlTRHVu8b/zgAUgeWDYT42kcn8MGvAPc8mAdnADwufztVcAGiqh4ITc6eME+EnBiEM+RoiIHuOo5cWpOUi1XxrrceiVNW7X1Peeymba57zkENx0EB7hWGsXt0Gj0dhV3X3Vi871+/9vRp+8enACrw+lXTeP+aSZy9ugY3cmW1dtyeSQNB0xPpYBLDwXQCgaf3O3jgsQCXf7sZm7b5EL6LRofSyQR3Fu+WTYZMcGdZajEL0LOKGMzH5n5bB57ETGyLTjIeWVbZsM4JsJPfXFv2eA1KmNY81SMFMMCeLH1CYkBD/T4kcU45wFWrC0644uIylEIg4sY/3BKfSLBDcXIdIxGhwCsGQ3z9oxP47Hc4Hnw0wNP7XcA3vrEwZk3D9RDKyjN4PMSZr5rC+/+hjDOOZnKBLacFbseq+0jhzbuAMggpHRTgzkGPAPDlL34eS449a6yzvVSOuPv2xzfuBYICtm71sGsCOPPEGbQUJOfT/y5VxQtJpESn6ZlMEgUCm3Z6+Px3mnHtT5vw9B4PwnVUe7WsgmFlxSmNFYI6Fe9SqTWJy9BUq7m4Ut7UgFODl1udo4Ck+5TRm9DYFneeIgChJNmmjiNELUGC5DEhSdFBA90xrxwZOhjreHOfMcGszrZ6u5pPlkAsLh6YhWIZ89R8z0QGnBxvTuq0bIEIjs42jtOPr6O3l2HDFhdj48ryNKS40hEaRWs4w4L2Kr5wyQRecxwwPVVEreaAFs6EEyz/OK9tWOvkVswHuge34HqccPRS9HQ0PzwxVbtt997xCx58/ClMlwge+ksNu/e4GGgPVfREXbLiuLgKLVKWOJoBsGWniyuua8Ytd+VR5VS1NFZBIcupNG8SYLobrMm7G/ua2JbbemxIYpN9KeDpK6gBFtOsxyBJRVji442d6UiMRU8yfm7TgsOw6MmCVIY1t8KHAFcB9ThyIrRQi4JwDkGN7ZzEakRV4AhC5EKzsSUnREZaAMiG9cqSU/05MhLFdNSFO6ARR08bw0XnziDwBT73zRJGdkIGDYhx3RLpEy2/EBFAX0+EE1cylMdbMF4uwC8ciVzuhNto/uiHWXhgvrCd28k0x4qhXuzbd2DbfznnpA+dOFy6Y0VfDj7heNuZUxjs42DMVfxbN09Poia6gIFQAeoTjOzwcPl1JdzymwKqMMDdAGrXAjulxOhnkgK31qCTdLVOY+VOGvRppzLJUpoyWWLiOyXEMtSEmfRk9tGgSTGMnKULT1MYA9SaY1uSWdOpNDKc5rbEsYSRxdSZTdVuwmzoaSoNuWPUdirfiycaFlYjCITAmtdV8NlLJrF0QQiE2vE0ynMEhxLXqpNGIaiDp3blcPNvcogiirHJfuyfWnxHof21H6rOTGzzcoPzBvi8KIoe3/yfX8V5bzx3YuWRi47OkdHTVgyM4MNvn0R3G1UA14DQiR0WgxwUoAHBU3tcfOabzbj5rgJqUB0+iWm10+0enNjkamqiC4dd5VwmnW+T1RnMFcxmpSYG9YgbYVpWnmTQl2SbTUM0hVHnQFOW+OpgUxSaMbHSDi0xJhpm25+mM8Z2xO+ROBL69zEno01TGourdQPPZJ9AclUjGpfGUMcJSSNfMRShq4PjkfUeJiZIBuq0xdA/gouZWoC/bCmiXHHhukdh0dDpt+7ZvePWBQPLDwWy86coeixd3I/m1oVXO9HIUlrbdmEpV0WlGqrWaQwUUQJylbUEBeqC4pF1Pq67uYCb7irI1b40qtIOJQxLrsDtEMTNMhtS8SkhVRwmjPlyavEo40dNN7aP20JgFq5s0A8rbGhZbsO1nMOMz8JU1KVbJAeYWpQGKa2xhg+XdbNJ1Y8ZE1eGk8hCB0FlLSVUckhTYBkpUdclStQxkqJQKqMtUpKs1tKBavDJjSwml9+KUoBFHIErcOGZFYAD37q5iEc3+KhxI4VPjMsWcQDHgyAe/j4B/GF9CYsHB3+27BXHXL31qR2HCtf5UxQ9unsHMPb3Oyd6+4cvLhaCtfUoQK3uI4x8cO6oH15X+HAQB6gIgut/XsAFH2/Fz35TQJ2a4M66mSBPRFQ6WmLFu6mpLcmWw2bRlcSKEsuCaUuoQ4QUKYcOxnEJou3oiXV/EKJiUA99LzKem0KsuSru48KIOBlkFD9oOmJtQyountUdyxBjIZHXCt0xK6YvjtyGhM4IQcEiwOMcF55Zwe1fHse73jiDIlU0BcygKURJoQM4joNizkMQFNcuHlh08Xd/9KuJpUsWPv8AB4AFw2fD92ZmWhdeUC9X2zFT8RFFrprRqgs/4aA+MM0Jrv+PIi77VjP2TbgIoa3yQW7qGIIE1Kb1tjKUGcC1ytCQVZlj36cfA2nQJ9tMnzGu5lEHmVGF+XJwkQJ5JugNq5w8Tt3HXNxUB6Yr8BN+3liJryeArR/XYI+7ZMXKRBqXxGmuLhTYE/Cre0bgCoGuEsNVl0zinW+aliAPjdkJARAKjxK0uRzDfV548TtevX6izmbe+65znwlUD52i6BE6R0MI/tAMecPJrPbLfHNxFPmclM0SRCCOwObdLm7/fR5Xfa8ZB8qORGqWtbacSzOaIl/iI7V+pVE8nK7QsZr40NkLHDRn1rw7ngRGLDszugKDE5OUkVaUooGyZCBdZ6vN53EyhygwEiPJY0yG+F53itLbiBkhMfYpkAMipg8E6hQLQ7sCeRK0MAuESy0KBwCuqAxRlEXWR8qEkFDvQ5PuWkpkFTe7AgDOwYVAezPDv72vjJwncMfvCtiyV305RgEm/baFXR4uPv+YjfXJPZeWug7dcj9rgPd0NSMMZz7ddtzpYu/I4x+Zmn4qNzYToqWZo68TeOCvMnnz+3UBapEGtwHwpCEDEjKQCgnCcCJT4La5dgaQ6eyyWGqA27Tead4NkoqimJbcBHpq37ylKMJ+v4bkpo6kxeA32p0Z3FsI3QhHrmjG1azQMlitENIrBifCLJXV1Ag0kkAAlLQWKmlEobsyEMpV2BEK3BSaUhMh5FKDQrWkV/8LB9XpJPBIoL3I8PlLJvGG1TVc/u0SHvxLgL7OEKWmOvZOh1iyZFX1vHPPvqOlKS+am4svPMABwPMKXEz+8HIv3x7+n98PffLWu/b5ixdUcOLKCm66u4DfPpRL0KnjnSTjsXlT8leiAO0RWf0xG7jT6fhM5zFVjhZHRJBNW5KIiDH9DOttRxkMVFoTQFnKg4HdsNAktt7ydbEjSQy6QmyLrbUklNoOpyBC9Z1PBFcQUiXIqfzv4jYiKjwt6Ya25FCacchlt4W29sSiOkTQxNmNO2xJB1WLuvTgUOpGwkGEQOAInHVSFZ4D3PSbHE5aUcdgL/DYU8vru8rtX/zSDx648tpPnc/xLMazAjgAfPZ6Ue/p7v/CI1tpfbIyckVH2wgltIJ9oyrM5xlWOpXWbrgZ66gTAqsaXmcoG1s+iAxHUswCWhgZxfT+FBWxbjZYJeCTVL3Nt7OTQHPhW6RArqmKtuqabpAMK85VAUdiyROKIoGclK8RSOpA1dqaMOgM10inXGlPoJYpTKw80Wl7Qiywa015TIeI7s+iFmclBNATQVEbEIBzDo8ydLdHgKDYubeAk5Z38ouWLbiC5vlXebi1fu2nnh0+nzXAr/jgu3HHr+6sDJzRd9uFZ5Q+t6xzC9ZvEyjXPcDzJeLMWJcBhEaiSmKAODCXFjE5th01SWcnswCfHEMaLP1ckwBpoKdixGkMz9exzBokxbXN9zEjJtZzvd9wPgkQUxYqpJAtoS6w6QhP6JeqlpCOPefgcbhQ7k+KI6hRIZRtxSGopELQ9MY4QXpi6CtcyNDsc2zfG+Dm33Vh0aIzxCkti24bH61UTjj5rGcLz2cPcAA4fsUAJqqLNy9qF5cc2H/qdbevXUu3jZaAXCB/DsHkDSwFcv3FTTTJh7H1RnZHqsz1LDOcyhjAlMwK6th6m5JaIC6bygojZm0zv48VRjzIaAC1SLZp46BDfpToUKDcq1tDAIhD51xlk8HlPSdEcWXETSuJcv40j4ZaM15TGAhhiLRILNqShROGEIskgFWNN2Di2fqe+ri4Wp+gHhL0tdZx/qk1LD3yRO6Wll8ytGxo82Pr9zwX0HxuAN6/6CiI+qN1eKd+799++LfCg08efU0QHADxfdQiAcFDgNdVvNPU0GXZP2LEum0w28XD6d6CIpODpwuNG0CurLKVnTTBG2OWJMfH/6nd8KdxnczZIS6MBzrPYvJsfYyyc/LSbkRHYvqinUAoCStVXWapycMbuXq8LpSiLjriwlU4mnAKroiLXHiVJ6VvwqAgBu+W3bRgzk4AiZIU0EuuOGDcRRi5CCMPU9MB3np6F86l0x97x6+O+17bQ5vZOauPfPEAHACIfyyeGNnNLr3owpEjB/5cvv7GXzdv2jGF/cJFHY4kf1xIoTsRRqjCacCCWbCQ6LoPLaFjW2qSDXyTd5sgJunHjTfzapMuQm44N7MBXcDKRMTOpcm/MyaFUJaYKgAD0pnUQisaZzl1VkKrt3SYUIdJ5KrCWh9u9hqUFT5KKy4kXZGyWQV5QuWkEnr1ZUVP4pOiwa2quKgU3jJCZLcq7iCMPJSnA1SjRVjQfW550YITRu5b8nfmBsueK1g+s0TPbKOjJQ8alu946xuOv/R9/3jGWEdHEwSL4BAHhAM+QuRIHZ4IEa9TIQyhjbKmMo9pgzi25tRO8MTWm9qUJN5v8G6aAnOD5UY2mHW7ttie2mzKEmEdUobHPNTg11ZqPr4l5b+NYivdMsLojcJ1pU5KlCUAq5on3mYIsnRmM271plcwtrOd3EgUATrLqb9XUmjuugwgDBEYgEj292aOdDKDElr7zhsrtK2+dHQ0vEOgeR4nb/7jObPgANDT2QIA2Dt64Ibzz1rt7piIrv7xrWu7ntw9hY7uKt508hjyQYSJaYp7Hi5g0448QBzLTOnYd3bhsGG942ymTU3s+ktigb7BoTTAnWhQbBqS1nHH8XIkll4/ITD3mVMi5TQa8W/TASMa3Pr/ELD4rC7z1ts4l98htuzaV1SvoFzFx1UihkOoMoaEzqSXJ3Egi5WtdUVUNb4gFEx5pkQtOBs3GVKW3LyUUcLhuQybdxLc/XATJqdd5AKOc04E8r4Hhi70Dp6xL2hb/d8Fr99Q7O59TsH9nANcj+7OVuwfm/zBe9acTqPJ/VfdcPtDXW9+bR3/+o8MQS4CI3V86ccMV3zfRY27ssVofFIMkZQRIkxHULJWRbO6xVKSoilmXJxYNKUhu6mfU5JBTQxLDduaW5FQ2I/nM4QwXqe1VsZjPcxWgILLrq2aT4MSUIgGkEvhm6IrOlyTeK0NyZ6kLwpRMXEZXQFRcW4o4RZJ1gMS1oSUXdBqEcf1vyjhyzd0IBIFeAHB6IEy3rK6iEL76n1eyxsvYyz6QZBrez6geGhy2UMZX7z6KhzzypMebS56+0q58NXL+6v5lqIPFhHkfYaO1joe3eBj++4A8DyAegBx4FEgR+R68Z6TLBgVZzOdREloVd403JPMJFBSgTM3uPUkQBr0xOjZQTVlyajWMQRaNvVJ0RzzymFOED2JhDGh9CyyH0Kb/+SppWdM0avkOkOM1zckr2A/trO4afmCucCYXqKGIRdEeHAjxTU/acXucgl+SxE9zQGKTg5Dg8NjheZFnxjdu/0HCwePfr5g+Nxy8PT4r+94Mwp+9KNTjl30gb6e4fKBSQ/10EdYdzHUKzDYGyGu0DWSO6bOxIyDJ+taZoDa4N0OITFVSSdsEiXAMwC3ST/SQDUxmGCuATFWLBsZ8W3jOFMRaKsIM9bQ5AYf52YDTpNnm2IsY5/m6+lWbsaNMWKsmJwsQJssREshOIFuq6WvPtt2udiy2wc8DznXQasfYnDBknKFL/7Ajj3hj155wjMTUc13PC8UxRyL+giPWOvP8l4YFb2BHzr00RyIXlWLQKfmoQDnwu4Gq4uI40IFmh3vjvdlZCpN7YlZWzkXuOe0yJb1SmogEwtIUhb2EIZJTZCAX0XvVOcn+YdzeRXT+8GJarSUQVdUnDuOoij+TfWCTlzAAQGnyu+H/i5qqIp6omLfDEQto6K4uF6yRMlldYpeK6PBgEo1wtAxi6tdPb3/RJzcLTtHa88qDT+f8bxacAA4YfUaDPbtYi1tvbe0tnVclC8tqRLUUakLVOo6Na8qdohK7qSKhO3CYYOH00ZwN2QvSZquzAfcJBvctBHcaVCn1+iZL8YtC43EMlv7dBzciKJwnhzL52HJhWHJE0kt1Lr2MlpiRklYagErptosM07BGLX226sry/fJ+wIFPwLqdRx71GC1q7//ooGerlse21pj7734wucbfs8/wAGg/4iL0dW8kZHgnFuD/MJ35luHZu5+xMEfHvdlyRp1QQlVHaoM/QlNbq7Ju+mhg7vROs8F7hStaaA6CbizLLXJbZHxMEF1AmBrm7plgdyiKwbIE8phhgdTIOeyPZqeCPFzA+SarjCRBrbxmBmFEJq6CCqXCReqzzh3UQ9dnLyijjNXlbHqyAUzRw51vfM157/51ns2l9m/f/z5BzfwAlAUPZoWfADVPV8WQffPb0L4WvfYley6Vw6XW37zmAdCXfhU9vQ2IyaO2SnWtOQGsDWXdmg2LTkYuG1nM6nkgQluNDqUMWZT9EUP01mcy4pbEtmUXpYgyc8kb6zL0BJWRI0XxQERvQobTdEVne2E7EdIIcCo/CCKhK5QFT0RPDXR4u9H4xwE50LxcdVInzmIKIcQDv4ykkPVWzaxZLD7X37505/dlPMIvvu5d79QsHvhAA4AuZ6PQ0x9Bjt29t84NNDmnfMG/6sbRnd0jI6VkacULgF0u4fYejuA6xgOJsWsoM3i3JngNp5TmoAzkc/ace7EpzQ0JtqKG8fpxwYW5xxp/XcD0A1g6wxnfCzXMfmkWzGh8kX6pVrNR40ltk2QU8jtVGcoic3JAaJi8kpHDgHH8IqJ/r1UZyyuODhjDgTnqPj9aOtZtf+I4a6PLupxb/S9s15QcM/nN3jexvY9E/B99+Ib/+P+L3z/p7/t2jFahuNQBFQg7wrkPYHABTxHyOXijMp5k0pklanNablT4G6kJWbSJ9mPDGDrbVlyWmROiPSEMWLosLdlvZ/9PqkIjvH9G/oumo65ISfWSTSiezeakoi4UNvoMxOvcq0WIXNkIsf3IgR+hMCL4LgMgjMQpx1t/efsK3Wf8UnBw++7QedhwdkLasHNMdDTgnJ5+vv/tGY1ybu46uof3N21a28ZtOCgSCSgPUfIWLgCeFbsOv3jPlNwN8S6UxSFGOgyKXZmYYMG93xOhMqrEKS0KIbFTltzbeBNSY8+hMafbHSGjc1ztiV3INd+l/ITlQxSvcVBpPUmRGUruQCnWh4LldCR9ZiUMnjONKjfgaD9/H1NXWdexoX4vhe0HC6YHT6AA0BzcxEHJme+95ZzToqmOa75Xzfe27Z3dBKABLbvAL4HOA6JuTlIo9VLQG6AmxwM3KYWJSsEqCIpKtOSjpDMlqVsBPqhjZidmIA2FIdx4kdPDAPklChJN5HFClTXRUJX7xwM5PL4mOoISVGS5JD8MEoFGBcy4gLAcQSEH8J1GZpKnci1nT/uNZ/2CYD90PWb5vfFn6dxWAEOAK2lAirV6g3vOPv4scc37xxyBL74h9//0fMdIOdTeC6RgRbDTAnDnGnDSpGAO3EebXDrFL4FdgPcSYrf6O+nliWczVnMBvo8rbceKTIuGt8uVhgChpbFyLTHy1sb7S6k9FXOAqK0JrOBXPdG5Mrx5Pq8GP6AXu0NitK4juqNIjgCT6DQfmqYK0T/Ldd6+gic3C8IyeFwj8PGwdPj7gc3obu3x9/4xIZ3b3hi47fWPbaOsKhKPVc22wRRJVkcYCkdqc0/s6mITq0n6kKSkdFsbJKp3z8LsmLWZyRFY5L7Bg6ePi79jhn1IVl8fLYqpUQPb3TczeDkVjdeKjm3OXnNWLlQ6wE5joBLGYpFjx+x7CjR07/0ktaeoevrU6P1oHnV4YaUfX5fDONPjz6BQiGf3/Lk9oENf9vwD3v37vn3PXt2I+e7AAhCJhBGAhGzF0e1ixqyOTg1LLeOnMQ0xQL77FGTeKSkrfIujURigXBOgGeB20zfZ4A8fl3K6YyBnu4VcyggNxqYal+AC6njrocEUSSriChh6O3tRkdH1/9YsnT4ppb2ge1hvVrp7D209mrP53hRAVyPG35yC4qldmdybPdnxsdHP7139w6nUqmjUuOYqXGEkVxGQ3+DJA6eyljSucFNDVAn4UIkQqRUlEQPoXhEDL6YVthITCeDZgN4mubEmnDATvQY/MUSbcG23gmg7ccavJaenhrNS02A0yQaAyEznLWQYLpCUJ4RINTH4sGFrKen88pjjuq/4slt+9lJq990uKHTMF6UAAeAm2++DWvWXID9+/dfue7RBz62bt26YMtT+zE2UUfE7JpEHTOP6YepJqQk9dicCJqykHgiJGDJphJ2wYHdwhhCJHTajKRYILSriBpEWSL9GVCtIJLJBPN1xsRJl+wRI6xqgdwRRrJMWBY9TqY5Qj2X5J9zgmodmJz2MF1vwlErVtVOP+2Ur7S1d3z6d3f/HK953XmHGzKZ40ULcACYmirDcxi4IFdtGdl68g0/uYPu2V85effe/a7vuXAcAteRXWddJ5HBxhEUSmJ1IXWM7rCG9bYAbgDQWr7E+J9i3QfXaXMR36epRJrm6EkEGBEhAGmKkmhHEPsdMqMoUkzfvuKYias0B09LG/QqGLJljSk9Vkk1R8B1ZaybEgGCEH6uPaqETQ8sX3UW7+9f/EAU8cvyeQ/Nzc9tFc5zOV7UADfHt753G3zfay6Xp76zZWTb27fv2EXrtQqKeRe+R+BqMKepiKInCYVRUloVLWng44aWxbK0aggocHOtiBTqeQrgZA4AAhadAAyaIpLPMN+fMW5nMpG8jphXICMiZGlzUokyxwA5MWiJq7a7roDncgReiHw+QEtrD+/sXvS/g3zxvSwKy0uWv+VwQ2Je4yUDcAB4YsOTKBZznSNbd37o7t//eeX01MQF27aOIAhc+J4TW3Hzci0BTRKgO+YEMK164pg1RGUaoglyBeuIybXdZXkpT3iyoSzUkwcx4DLEW7CTNUJIcLP4/QUixqUk1frxknYXVMftDT/EqkfVFtwxZRDSWidXFwVuRy/3GGLx4kVob2u+rXvB8X9tKvVfG4XV0dbOpYcbCvMeLymA67F55GkUm5oGN23c+LUn/rbpgkceW4/KTBn5nAfXoVZCxKEEjkNlsshJHMoY2Gn1YYZzph1OGF2iogioR0AYycgO5zyucLfAnbaqaQpBG68UwphAYSQQhgwRk8mVRAeSTJqEZpk+hu1kO8b3cxxb46Nj6TLgzuA5Edpam9C3cDn6Fw7dNrhk+MOVyvS2lrZFh/unP+TxkgQ4AIyP74fvecPrN4wcMzk586GRkc2vHtmyGVNTZQhQuVgpkVlQ36NwFcg1wBxCbCcsdTmnhkUzrbiAtK5hKJ2uSlWgHjIwLpJkTAbXb4zimFJfA+hIAF4LgWqNo1ZnqIfcWsGOKGA7hq9BY4WfTb2SRbLkZ7kO4LmA5wl4rvzMkAHVKkNTUxOOOGIYQ8ND97pu8dq2ziWPcx5taW9vO9w/+TMahz2T+UxHW1sHAGwRQmwB8FeXsr5jVr7i25u3bB5+8KF1Tnm6CtehKOQdUErgugQOpYnC0LiRdKTBdMKoDXSieoFUCWRMmHHUQy6tKxJAySdQzSYb/3+T/tj8WL6P40jd9kyVo6oALnRTHhU5ksXvRCn8CEBVi2Pd24RASV5lkowQmcoXKuvrA/AcLlPtdQ/Llq9iS5cObxG8/r7hI1+1C8AmQl6yNhDASxjgeqgfYNP4+PgmzthZ+XxuwYoVq26+7ee/Le3cubPIeQ2eSxD4EhQ63GY6XiRlwZ04kqA5qbqcO0IBX6DICOohxeRUhFrIFOiIvPTr+LfITtIk/3vy2ZoyuIobEyIQeMC+cY4DZS7XiaSInWTXSeTEQNI7RU8QYVx1KFXLPCln2KGy/ijwONpac+jp6ZtedMRpk9MzfE1f/8IdDqXbXurA1uMlD3A92trawLnY1t7RsX1iYmrF2a9nryKEf3f7tiejvbufao/q480EDBNTMqznUppUBlnFEsIKpbkO4HsyoiCjChxBwNCcr8Nxq/jFAy1oyQvkfMD3KHxB48kix8GBoj/LcwDf4wh8gULA0Fys4e51Ef6+20cpL5DzAN8FPFeACwrfEbFFh155mCTWWuieKUQVNjCBmSqD57no6OwsH71yeGzZsqWu55H3dHQv/mMQNE0ICE7tFaVe0uPl800QR0b4xOTk+OLB/jtbW0rLfvjjW4fefMGaK0884dj1Sxa1P+Z6harv5wG1zIpOaJg6DJOTu46IgZ0PGIr5EG3NVXR3jGFk3wFsHgXGp4CZqkA9FLEzaEldjXi3tVyJiHfLfoyOQM7naMpFaCvVMNg3jsGBUWyfEhibJpiuAtW6QD0Eokgg4jBClHppbzmBGeMIQ44o4mARQ7GYR293qZpv6nhs5dHHrX/b29Zc+cDaO4byhdKyUmv/nbXK1Dgh5GUFbn36X9Zj187toI5Ltm66H/snHIc4xW85JFy2Z/fTp05N7nVcUkGlJlCrhfB9CkeZXodKJyzvc+QChlzAJMBzIUpNM8gF43jjpwvYOdaH4TaB9iaOUp6ikCPIBRSBT+G5Ug3pOFQljpLTTWni7PkekPME8jmOpjxDqRiiraWCBd3j2DN5AGd9chjNToDOPEcxkJY85xPkfKI+R0aLQADBuSpO8MAFQVtrAYsW9rGlSxev7WrPbRodK1+yY0+Nnf36UxGGkRgcfOlFRg5lvGwoymyjr38ASBLc0cTEgfd6ftA2cWDs8+v+/Ft/ZnIbm64Vj2MMx7NwH2ZmZlCpEfiuI+PBlMP3hKQmHoPnRvC9CJ4TwXEEQsZRYwRRJGPWei2chOPLJBShOgOqm2IqZ5Frqy6b5sgMIofvMrg0AmccgjFUBUGdAW5E1HGAywV8wUEpBecRqjWGYrEJixd1Q4D8edfeqUeWLl3ivPGc19U7Ozs+VavVx48vHb7ig8MxXvYAT4+WllYAGAfwLwBw//1rIUBe7aD+Bo+W10xPV4/cN1bD359+EtSpw6HTCNxp5P0QbmyJoWiHABcCkW6CAzNbSmRo0pUWlpIkrh1Fso2a1HMTuExWtwtl46WTy+OyMT2EIKjUIkxXGJoCwG1zUWgror0lhyOGh8HgIQjyG/t6Wm5uKga/FgL3nnzy6sN9yg/r+E8H8PQ45ZRTAeDeyvT4vQDuC8NoaO/oAb57z17e09+6ZKC/9EkabUZTkWH/vjFMTY/DdxgcGsrsJQdCJsA4l2VbBHAdCteVN98FAg8o5mW8fPQAQz0ECjkKwJGxbAb4jMSZS+0fEHBwxiBqIYRXAxhDZ1c7Onv7kKMhTjxmALXKgS9Etcmtp552Cm1qaqGO444AuLO7q/1wn9oXxfhPD3A98sU2ALhTPy9P7oPjBK0z5Z0PVA7UUSxEIYLjPyKEeH0xVwOhkyi2PIZ82UWQIygUOEpNBIHPQMDgEiKVeMqR7GiuoyamcM86CtR9LOiU67qHEUEUym6thZwL6nhwXcAPQnCSR1dHCZdd+iYEbh6lnAAh9K6R3bVr8m7knXTCCixd3H9vpVo70N/bfbhP4Yty/H+AzzKaS10AcADA7QBwYGw32puwAWA9vst4LZxBrrAdflCB5wO+z8F5LTzt1BMvZ2H1PN9loesScAa4LtDfWUdEp7Fyvws38tHXLi085zKC01IKvK6Opp+P7/nT5dTxPMdxIRCguakVZ51+DHyah++Beq6z5wyBrQMDfbjscJ+kl8B42UdRXsix9g/3AyA9B8ZHWxxaFw6liJiMyHS3hWB0Bvc97sJlHrpbpXQgYjIb1NqSJwv6eyYExJ5jVp10uL/Ky2b8P/h42Zixt2z0AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDIwOjU5OjU4KzAwOjAwVMMmvwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QyMDo1OTo1OCswMDowMCWengMAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 67906867
{'hecke_orbit_code': 126100789599932842, 'n': 1, 'trace_an': 11}
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id: 67906868
{'hecke_orbit_code': 126100789599932842, 'n': 2, 'trace_an': -11}
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id: 67906869
{'hecke_orbit_code': 126100789599932842, 'n': 3, 'trace_an': -5}
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id: 67906870
{'hecke_orbit_code': 126100789599932842, 'n': 4, 'trace_an': 11}
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id: 67906871
{'hecke_orbit_code': 126100789599932842, 'n': 5, 'trace_an': -2}
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id: 67906872
{'hecke_orbit_code': 126100789599932842, 'n': 6, 'trace_an': 5}
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id: 67906873
{'hecke_orbit_code': 126100789599932842, 'n': 7, 'trace_an': 11}
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id: 67906874
{'hecke_orbit_code': 126100789599932842, 'n': 8, 'trace_an': -11}
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id: 67906875
{'hecke_orbit_code': 126100789599932842, 'n': 9, 'trace_an': 10}
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id: 67906876
{'hecke_orbit_code': 126100789599932842, 'n': 10, 'trace_an': 2}
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id: 67906877
{'hecke_orbit_code': 126100789599932842, 'n': 11, 'trace_an': -9}
-
id: 67906878
{'hecke_orbit_code': 126100789599932842, 'n': 12, 'trace_an': -5}
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id: 67906879
{'hecke_orbit_code': 126100789599932842, 'n': 13, 'trace_an': 0}
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id: 67906880
{'hecke_orbit_code': 126100789599932842, 'n': 14, 'trace_an': -11}
-
id: 67906881
{'hecke_orbit_code': 126100789599932842, 'n': 15, 'trace_an': -11}
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id: 67906882
{'hecke_orbit_code': 126100789599932842, 'n': 16, 'trace_an': 11}
-
id: 67906883
{'hecke_orbit_code': 126100789599932842, 'n': 17, 'trace_an': -11}
-
id: 67906884
{'hecke_orbit_code': 126100789599932842, 'n': 18, 'trace_an': -10}
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id: 67906885
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