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mf_newforms • Show schema
{'Nk2': 9300, 'analytic_conductor': 18.565218469947688, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [31, 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': [2325, 1, [776, 652, 1801], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 75968016, 'field_disc_factorization': [[2, 4], [3, 1], [347, 1], [4561, 1]], 'field_poly': [-6, -6, 14, 9, -9, -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': [[2, [-6, -6, 14, 9, -9, -1, 1]], [7, [-48, -336, 184, 56, -28, -2, 1]], [11, [-4, -12, 48, 53, -5, -7, 1]], [13, [-1632, -720, 400, 122, -38, -4, 1]]], 'hecke_orbit': 28, 'hecke_orbit_code': 121597189972560149, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '2325.2.a.bb', 'level': 2325, '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': [3, 5, 31], 'level_radical': 465, 'minimal_twist': '2325.2.a.y', 'nf_label': '6.6.75968016.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+q^{3}+(1+\\beta _{4}+\\beta _{5})q^{4}+\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2325.2.a', 'trace_display': [1, 6, 0, 2], 'trace_hash': 404677686549968657, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.353', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '79.967', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1814.971', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, 'traces': [6, 1, 6, 7, 0, 1, 2, -3, 6, 0, 7, 7, 4, 10, 0, 17, 0, 1, 17, 0, 2, 2, -1, -3, 0, 2, 6, 22, -8, 0, -6, -35, 7, -13, 0, 7, 14, 10, 4, 0, 18, 10, 15, 4, 0, -10, -13, 17, 18, 0, 0, -38, -13, 1, 0, 32, 17, 23, 32, 0, 0, -1, 2, 29, 0, 2, 9, 9, -1, 0, 1, -3, 14, 20, 0, 42, -14, 2, 13, 0, 6, -32, 9, 22, 0, -11, -8, 36, 34, 0, -2, -46, -6, 19, 0, -35, 30, 37, 7, 0, 18, -13, 5, -8, 0, -8, -17, 7, 31, 0, 14, 10, 10, 10, 0, -49, 4, 8, 2, 0, -7, -94, 18, -7, 0, 10, 9, -41, 15, 0, 33, 4, 8, -22, 0, -45, -18, -10, 29, 0, -13, -25, -42, 17, 0, 22, 18, 54, 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mf_hecke_cc • Show schema
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28, 'hecke_orbit_code': 121597189972560149, 'label': '2325.2.a.bb.1.6', 'level': 2325, 'weight': 2} -
mf_newspaces • Show schema
{'ALdims': [11, 11, 11, 15, 14, 8, 9, 17], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [26, 28, 30, 23, 27, 30, 27, 22], 'Nk2': 9300, 'analytic_conductor': 18.565218469947688, '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': [2325, 1, [776, 652, 1801], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 309, 'dim': 96, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11, 13], 'hecke_orbit_code': 33556757, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 5, 5, 6, 6, 6, 6, 11, 11], 'label': '2325.2.a', 'level': 2325, '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': [3, 5, 31], 'level_radical': 465, 'mf_dim': 332, 'mf_new_dim': 96, 'num_forms': 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160, -48, 272, -44, 0, 180, -32, -48, 320, 0, -328, -104, -8, -184, 0, 56, 204, 76, 184, 0, 372, -24, 8, 44, 0, 312, -182, 196, 302, 0, -12, 144, 288, 80, 0, 56, 88, -60, 710, 0, 16, 284, -56, -80, 0, 60, -208, 40, -40, 0, -76, -48, -174, -172, 0, 96, -192, -72, 464, 0, -160, 196, 152, -192, 0, -48, 8, -188, 256, 0, 112, -164, 152, 96, 0, -52, 48, 20, -232, 0, 152, 80, 148, -128, 0, -120, -28, 64, -14, 0, -232, 92, -116, 24, 0], 'weight': 2, 'weight_parity': 1} -
mf_twists_cc • Show schema
-
id: 48634454
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 121597189972560149, 'source_is_minimal': True, 'source_label': '2325.2.a.bb.1.6', 'source_level': 2325, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 121597189972560149, 'target_is_minimal': True, 'target_label': '2325.2.a.bb.1.6', 'target_level': 2325, 'twist_class_label': '2325.2.a.y.1.1', 'twist_class_level': 2325, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2} -
id: 48634455
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 121597189972560149, 'source_is_minimal': True, 'source_label': '2325.2.a.bb.1.6', 'source_level': 2325, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234187180656827199, 'target_is_minimal': False, 'target_label': '6975.2.a.ca.1.1', 'target_level': 6975, 'twist_class_label': '2325.2.a.y.1.1', 'twist_class_level': 2325, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 48634456
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 121597189972560149, 'source_is_minimal': True, 'source_label': '2325.2.a.bb.1.6', 'source_level': 2325, 'target_conrey_index': 1024, 'target_dim': 12, 'target_embedding_index': 11, 'target_hecke_orbit_code': 76561331137808661, 'target_is_minimal': False, 'target_label': '2325.2.c.r.1024.11', 'target_level': 2325, 'twist_class_label': '2325.2.a.y.1.1', 'twist_class_level': 2325, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 48634457
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 121597189972560149, 'source_is_minimal': True, 'source_label': '2325.2.a.bb.1.6', 'source_level': 2325, 'target_conrey_index': 1024, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561331137808661, 'target_is_minimal': False, 'target_label': '2325.2.c.r.1024.2', 'target_level': 2325, 'twist_class_label': '2325.2.a.y.1.1', 'twist_class_level': 2325, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2} -
id: 48634458
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 121597189972560149, 'source_is_minimal': True, 'source_label': '2325.2.a.bb.1.6', 'source_level': 2325, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 108086391090448661, 'target_is_minimal': True, 'target_label': '2325.2.a.y.1.1', 'target_level': 2325, 'twist_class_label': '2325.2.a.y.1.1', 'twist_class_level': 2325, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2} -
id: 48634459
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 121597189972560149, 'source_is_minimal': True, 'source_label': '2325.2.a.bb.1.6', 'source_level': 2325, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 243194379911568191, 'target_is_minimal': False, 'target_label': '6975.2.a.cc.1.6', 'target_level': 6975, 'twist_class_label': '2325.2.a.y.1.1', 'twist_class_level': 2325, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 2}
-
id: 48634454
-
mf_hecke_charpolys • Show schema
-
id: 2577750
{'charpoly_factorization': [[[-6, -6, 14, 9, -9, -1, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 2} -
id: 2577751
{'charpoly_factorization': [[[-1, 1], 6]], 'hecke_orbit_code': 121597189972560149, 'p': 3} -
id: 2577752
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 121597189972560149, 'p': 5} -
id: 2577753
{'charpoly_factorization': [[[-48, -336, 184, 56, -28, -2, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 7} -
id: 2577754
{'charpoly_factorization': [[[-4, -12, 48, 53, -5, -7, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 11} -
id: 2577755
{'charpoly_factorization': [[[-1632, -720, 400, 122, -38, -4, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 13} -
id: 2577756
{'charpoly_factorization': [[[-1909, -240, 899, -40, -67, 0, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 17} -
id: 2577757
{'charpoly_factorization': [[[-596, 2644, -1624, 169, 71, -17, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 19} -
id: 2577758
{'charpoly_factorization': [[[-184, 124, 226, -31, -35, 1, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 23} -
id: 2577759
{'charpoly_factorization': [[[19277, 11364, 291, -640, -65, 8, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 29} -
id: 2577760
{'charpoly_factorization': [[[1, 1], 6]], 'hecke_orbit_code': 121597189972560149, 'p': 31} -
id: 2577761
{'charpoly_factorization': [[[1048, -424, -376, 178, 18, -14, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 37} -
id: 2577762
{'charpoly_factorization': [[[24, 144, -404, 162, 68, -18, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 41} -
id: 2577763
{'charpoly_factorization': [[[12592, -10584, -1604, 923, -17, -15, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 43} -
id: 2577764
{'charpoly_factorization': [[[72, -1524, -1882, -543, -3, 13, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 47} -
id: 2577765
{'charpoly_factorization': [[[-8396, 4728, 532, -477, -19, 13, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 53} -
id: 2577766
{'charpoly_factorization': [[[1784, -5960, 6044, -2266, 392, -32, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 59} -
id: 2577767
{'charpoly_factorization': [[[39168, 58944, 19184, -532, -288, 0, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 61} -
id: 2577768
{'charpoly_factorization': [[[807124, -277008, 13230, 3569, -303, -9, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 67} -
id: 2577769
{'charpoly_factorization': [[[19368, 23772, 8146, 141, -209, -1, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 71} -
id: 2577770
{'charpoly_factorization': [[[6528, -11328, -832, 1128, -60, -14, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 73} -
id: 2577771
{'charpoly_factorization': [[[-266974, -69308, 16170, 2117, -217, -13, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 79} -
id: 2577772
{'charpoly_factorization': [[[1536, 576, -2552, 1363, -197, -9, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 83} -
id: 2577773
{'charpoly_factorization': [[[6351, -33978, -19337, 2728, 201, -34, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 89} -
id: 2577774
{'charpoly_factorization': [[[-4663, 274, 2879, -1556, 327, -30, 1], 1]], 'hecke_orbit_code': 121597189972560149, 'p': 97}
-
id: 2577750
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 28, 'label': '2325.2.a.bb', 'level': 2325, 'portrait': 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4ZEC5IsYKkrGUY+gScQRrNhWjM/lbHcDekOBaPUZ2Ug2DylWepojp9T1PyAzbOwfUPMprkRG+ciNs9FbN9k2LFZcfkFPnXV5MjxNvc/HfDo/pQnjyVkqse3vLLDO15uqKs59h+b5shpj1PnM87m4D64aLjhygV+5rtXuGB+itML05xbrrHc8VnqSFZ6Gd1+xjAWHDq2xKGTq5c/duD8qw6ePLfryKnzX7zp9e+Mv/6lT7zYkPhrPf5eM/jqaoc4NijFe+997NDLf/JX/ky+85aDL/9X7zjlLaxuYqXbYrlTZ6kTsLjqsdQRLHcyljsJS6sZZ1fh0JJgw/wq/+V7l7jxkgYnzs1y+nyT04se55YMZxdTTi5knO+lTM+OeMXVfW66DAJZJ1Qh55ZrnFn0OLssGESQpppaoGnWMmamUjRw7GxKtw87N/k06xHGCBAB/aFmx+aIpVUPjJUiq32IUjAYljsx2zb69IYKoQxCR7RrPju2jFgdCI6d9si0x1xb0qoJQh/SVDCIJGeXJWeWDOdWUsJwBH7KzVf0efmVgg3tOksrbU6cCzm9COcWU84tp5xahkNLhuuvWOTnv3eFzdNtjp+d5exSnYWVgMWOZHk1Y7mbsNLJWO5rlnqSUz1YXu7xy/8qSr/zDfWv+7M/ov3m5V8XmJ82KGr19osNled9/L1l8F/5rU/y2le9lH/7b//tL3zytq/+69/94y9f9Oyxzq79p/ryFVf12LM1I8s8tLa6WhsJRgISEAhh8IQhkHB6qc6DByVX71nmsgtGNGrge5LAVwSBR7MuafiSQd9n39EadzwacOx8RDdN2HciYtPcMm99xQpXX9Tj+ss6HF1MWRwIGuGIw6cNnW6Tqy6UrI4y9h5VtBoezxyDi7caRnHGKAvwvISZFjx3IkR5Gb5M8XwYRpIbLxswHEiuviijO8w4drrF7s2KZiNmNTJsnB6w0u/y8a/C40cynjwyYufWJa65tMvMbMxbbu7xba827NncIkumOXJqikMnfU6c1Zw8n3DyfMah84LjqwkvuWSB//K9PTZNT3Pi7CznlhosrAaWuTsZq72ETj9jdWBY6QvODRTL3ZQbLl/kx9+2IEMldp0+eXJ3r5+9rDWzs95oznz50DN/yq/+xp++2JBZ9/H3ksE/+Huf5Pqrt6gv3X34P585c+4/7j94VJ1bTlgYKk4ODFftOMcv/+gC1+5pcG5phqVOg+VOjeWuz3LHY6UHK52MlW7Kci9lsQMnVgRefcQtVy7z7a+O2b2xyWq/zfnlOgvLAYsdwXLHSoSVnqY71HQjw2CUMtdO2LFJA4LQN5w87yNkyM6Nit1bDVs3Dji3EvHEgRYvvdjQqK/w9MFZWs2YOPaZm9EMR3D5jhEf++o0l16QEkWG+SlJkg1p1UKeOTqi7je59pKUJw/HnFsK2DYXsnsL7Ngco1TCyUUIfIMQhp2bUmZakt4wpD/w6Q58lruK5VVY6miWOxmLnYyzHVgaZezY1ufbX7PILZd51Pw2ZxbbLK7UWFz1WO4KVjqa1V7CSi9jtWdY6sPZvuLcasqNl57l/T+6xEXbmiyuTLHcqdMftZme25lNzWz4hU78kp+vq0PZNTd+64sNnTWPv1cA37dvH/VarX7q1Mkd9zzw1Lv3HTz93w4eOYWQilEMnaFllNO9lOsvPMsv/egy11xY5/zKNEurTVa6FuQrXY+VLnR6mtVeykovZblrONcRnO4bEH3e8coOb7lRc+GWGnHcYKVTY7Uf0OkpVvqC3kAwigxxasgyUNIQ+lAPDdNtw8bZBM8fcehMzFMHQ3Ta5E0vi/H8VR7ZO8WuLfD5B1NeeVXI+c6QmqdIs4TZGUgTH89PWVpq8Irrunz+vha7t8DDByJ8GrzxRk0qhjx1KOPIyRqeDNg04zHTFNRDQRAIlIBUQ5wYRjH0BobVvqY30KwONEt9wzDL2Ll9wFtu6vCOl8egWyytTnF+uc5Sx2e567HSgdVeRqefstrLWO1rlvuCMz3FQjfj+kvO8f4fPc8VO+ssrEyz2mvQ7YcMRoo01TTa25HB1v/UnrviT7dt23Y8ikbDiy6+9MWGUvn4ewPw0yf3s2njhmDf/oPfv3fvwQ/cc99j4vxST0YJRLFhGBl6kaAzFJwfSs50E268+Dzv+6ElrruoxuJqAfKQ1V7ASs9jtSfo9Ixdcnspnb5mpW843xOc6Whmpgd80/U9br4sZecmRbvu0+3VCH0JKOJUorVAGxiMAKGZaY04cMqgTcztDzeJBnUu2hZwy9UDEr3KXY9Oc+3FPgfO9umstLnp6gFffiRk06xh7zHDP397l71HQzbNSu54VHHL5YrlQZfDJ2a59pKYu54akkYNbr4iYM8FI4Zpny89oiATHDrp0W54eAIGQ4k2gkwbkhSQGi/QdPqGZivhgi0RL798wDe9NGWuWePc8hRLq3VWuvbcrHQFnT50eimdfkqnn9EZGJYHkrM9wWIv5WWXLvALP7TANbtrLKxO0cnB3Rv6DEaKUWxr3UdJQ2/bcaW5YOeeH9+1+6LfX15ajK+68u8HyP9eANyYSGbJ4K2Hnr3torML6v333f+ov9wV9IeawShjGGmGI0M/0vRGDsg7KTdffp73/tACL90TsNqdYmGlRadfY7UXsNr36PQUnQH0+obuIKXbz+gPNZ2BYaEvWOhDkkVcc/GQzbMZ/YHhzTdF7NqsSTOJJw1xAnc+UeP4+RpbZlKePlQD3eCy7YrrLtWEtQGPHBiwsNjkyl1N2tMr3Pekzw0X11garLKy0mbzZsODexXf9do+D+312L7RZ7HfYWV5lusuH3Df0xmz9WmuvKjP+U6HB5+dpu41uf5SwyU7RiD7PHFEsHE24dxCwl1P+IwShZSQacOuLTHfdFNMr6/YOqO57mKI4wbLnQbLnZDVvk93oOj0Jd0+dAfWKekNMroDzerAsDyUnOoKOsOIWy5Z4Od/cIXrL7Y3R6dXpzew4O4NPQZDxWAk6Y8EK72MpeWIq15yQ9Ibef/+B77nbQen2vW/rNd8/WJj60XPZA6HA4aD+HsXTz/8y4tn98+ePtmn1VBkRiGERAqBFClSaIQQSGGQwqCkQUmPh/Zv4qc/7PH2W5b5jtcus3tbzNmlNmFQpx4GNEKfZt2jV5e0hj5TTY/BKKM/zNgUabsyjEKWF2qcPGGIU82psylhaABBoAyeFAyGCoFPOvB4yS7Bnq2GHdsGRFmPLzykeO7gDG94ach1l6/wkS8YAtFg17YBT96n2DatmG8PqKk6ceJzvgfNmsf2TYLHn4u57pI6r752kT/47JDAb/H6lxn8cMBXHoz5/ANNnj1S58KtDXZtydgwE7N7PuGqXRlKaTxlAEMjDNkwHRInPr1BwNMHfPojC8T+SNIfQn9k6A/sd+8NM/pDQ3doWB3CwkBxbsXQmOrwE29a4B/fEnHNhU3OLLbp9GsluPtDRd8Bd39oGIw0cSr4yp0P+kFj/pe/eteDy2/+ppf9q/5g8AfNRuN/X4BHowEC8YOHDj7w3uMHb5+NR6sIUaMWQJIatBaAAgFCZggBUmoLcGFQMiOQkicPbOCx/U0OnD7P21/e5+VXjJhutVnuNGh2a7SHAf2BRy+/2MORxyDyGEWGUayJE0OSGNLMHnEaYDRIJfA9QS0QTLcEMy3YPK/ZvmnA/EyHLz4Cdz/mI/UUb3ipz0su63HvswnxqM0tLxF0hkPOLzW5+RLN/PSAuhcyShUL3QSlBS+5xKPRinh0X41XXTfFTdf0eHSfAjPFS68I+IFvWebLj8fc8VCTvcdr7Nig2DxbZ6bVYKoF9RB8z6AkaAN7jwiyTJCkgjiFKMF+x8iugqNIMxhpBpGmP4RuBAt9yfkeRHrE665d5q0v7/Cdr9ekaZuzi026gxr9QVCBeyQZDCWDSDAYGfrDjNEoI0kNmTacPXOGT3zmi7O+p//ft7zhVV6/P/hws/nigfxFA3g0WkbK7AdOHbn3vScPf2VjEncQysfzDIGvqYfk1p9ACLsUKwFKCpTUKGXwlMFXmrovWBzU+ZOvbucrj3V55VWrfPfrVrlqd5+56QZLqw16w5DB0M+BrewRC6JEkqSCNLVLva3dskGl50EtgEZdM9tK2LZxQEqfA6cSPn5XjcMnmkyHdW64wuPmq7s8uL/D7fe3ednFNXZsGfCxrwqUCGm3Elb7EdrY77ChPaDbC9Bpnbe+8jx/8vkGe87VeMvLBsTJEnc9NUeS1bjxio285YYuF1/Q4SuPDnjyRIMnjgRsn5XMtgWNUBD49iaUAoQwaANaG5I0v1kTQ5TYG3kUwzCG3kiwEgmWeyC8Eddeusp3f9Mqr7wiY65dZ6XbKCVJf+TTzyVJP5IMR4LBSDCMDMORBfco1kSJJaTA91lc6vCxT9y+cRCZ9/6jN77CnDu//LubNs7+7wHwbOG9ZGIKOfjI93V7vL977tB8TfXwGwFJmoEBrQXGgEEgACEFUiqUFEiVoZTIl2eN7xlCz1D3BCsjxVJnhk/c2eSBp/vccs0q3/36Va7d02Euq5OmIYNRjf7QZxh5xIkiSSVpJsm0QBths6DCEAaaRi0lDGICP+LUUsRnH5YcPBlw5OQMSofs2RJw+W7FSy/rosIFnjrUYtt0gysvhM0bVljutrlqmyTVhi8+FBINJNPNlDfeOOIv70o4frbFpRf5nFkd8cxhnws2zXDN7gXufbLHfc8Iojjgst2zXHZByGXbexw6s8zBU/DQcw0OHG7S8AShJ2mGhpoPUtqgyhh7s6YZxCnEmaAfCbojQTeBWKdoM+L6i7t89zd1eeVVGVtmQ0ajKZY6NXr9kP4oYDD06I+ULVaLBMORZBjZvtFhlBFFGcMoYxTZmyhODVEKSaY4dKLDB//oaxvvefrM+2s1lf6nX/mjj+w7PuLjv/RP/+EC/N++9wPI+U+wePhN39lUB34t7ZyarvtNaNeJYkMUe0hhKVRgrCQREillztwKpQSe0ngqw/cEgacJfEPoGxpBxnRN0It8VrozfOruNl99YsSmmQHvfk2Hyy4YMRr2uXK34YLNiijxyTJVpvkFBik1vpdx7JzhyFnB6lBz270NTi3OYGKfmZpi65zHzs0eF26DK/d00XKRD/1lk+XlKV52mceVezp85QmBSH02zkiajZRBEiDzZJTyAjojwbllwRWmwWte2uPrj9bZOh/wsitn+affssjvf77HQ/ua9Ec+S6stdm+tc+mWATde0uNbX9Xj9PIyt90bsjQIOXbG59SpAF8JpJQIBNoYMg2JNmSpZmYu4eorBkRRwmUXRLzzNREbpxSzrZAkqXFmocZgGDCI7Co3LIEtLbgjwSjCrgRRZo9YM4pNeQxjiFJBlMAg8Th6vMuDB++fv/LCTb928/Xbko//0mV/tHjsfczv/Ml/eAD/kZ//KK2rvl18z78T79rWfvp3vuPVzzau3B2ijUIKgVIBUhqkNCBACoUQ5LoblJR4SuCp/NkT+F5G4AkCX1PzDfXE0IgNU7WMmbpgEEt6cZMjJ5u8749mQaeINOWlVw/YvTkmTUEbjTE2iSOFQCqB5wfsOx6w92CNZs2jFUjmG4INc5KNsx5bNyh2bsm4dOcqmVji1z/d5tjxaV52ic9luzKGaY/7nwqZrvvMTRmmWzGNupVCWks6I8Vy37DUyej067ziylUe3jvgueOK6XaNG6+Y5ofeusRvfAYePdikPzSs9jzOLbfZPN9g48yInXMj/u27BrQbHZ48AvtOSHzfoJRBCA0Y+z8DaQq7NmfcclVKlvgkaYgxDUaxz9nFgGFkV7RRrEr5NowFo0gwii1rR7HV8lGsiWJtwZ0Yq/ETQxTDMBGMEkEvEXQSwWpiSAcRSf/x6bfdcOp3fn3xbCpn3vOJwZmaaWz5l/9wAP4v/tvH2LllTj1570ffsf/Iwkf+8OHF2hPPTfG+H+ty6Q4LaiV1rq11/t4rAe8phacMnidzYAsCXxH5kijWhHFGlBjqiSZKNHFsaKcQJZoohTgVjBJJlIUkWY3nDjZ54jnIjMFC22pjX0KgbM1HK4Qrt0C7DlNNyUxLMTftsXEWdmyO2LJhlcQs8+ufnuLQ4Smuu1Bx4XbJnu0rfO2ZlHNLU7x0t2SmrakFQ0IZYpQgzSTCGNIsZqVf49ySz3WX1XnJJT3ufbTGphlBo9biuks0P/GOJX7tM5pnTrVY7WtWe4qFFY/56SYz7Toz7SnajYQNzYSd18WEforvpSiVlSuhwd5USaI4v+CRpIokVcSJIkry51gSJZIoloxiSRRbFh7FIl9Z7XmNInueo9hKkiixun6UCIYJDOMK3N1Yo0cDXrJ7hV/8Zwt801WnG6Oe+IgeflJn8uJPd07+Rja1/Z9/4wP8fb/2x8y1a+rg6bPvPHH87B888syJGs1pvvCgh+9Jfv6HV7l8exdPZUiVIaW2FqDSeDIPJL0c5J7Ja0iEvQi+IAoUcWKBniSGOM2sK5I6RwZpZsgyTaaxeltTglsIUBI8Cb4PoSeohYJGKGk2FFMNycyUYONsys7NA1rNVT799Zi7nppldbHN1TsUO7f4XHzBiEys8sWHGjR9jw0zilZjxFOH4NnDHlddYBhEimsuTrh6j+HsmYyFlYDhqMGbbuhxz5NDDpxSNOuSMGhz1YWan/++Je58Zshf3jnPUtewc2PGSsdjuq2Yavq0Gj7NuqEWasJAE3oZnrJSS+atlSaPa7QWpFqSZoI0FSSpJE4FSSKJEuu8xIkgTgxxDFGSESea2CGOKCkOGCUQxRbcg1TQTSSdBIZRikgHXLdrmZ/74WXedKOhN2iTJAdrqWp+NDZz/yTWOz556KmPZXuu/q5vbIC360Z2+53vOHPq1G8dPXK8NjdVoxNDJCR/cZ8ijhTvvLXLu17XY6ad0pMaT2Z4KrBa28vwPQ/f8whjxcjP2caXxIEgToS9OIkiSSFOpHUQ0sr2SzNNlll3ITO5U5K7JUKIXAJZ2RN4gjCQ1EJJsy5oNwzTLc2m2YgNMz1Ss8on7pH8/ufn2FircfUOwY4tPru2anZuWeHT9xuWl2tctlkx04ZWI+HcUcn5lZBgN0SJYMOUZHoaDhwxrHQ1ZxdrXLyrxmtf2uOzd9eYa0EYBCg5zVV7BD/8lvP48jx/ce8Mz56qsambsHE6ZaqpaNUVjbqkHnqEAYQ+eJ4lBilACgfk2Bs705BlgjQjBzokmSFOIUms5Zckmrh4TjRxAlFauDLWghymVpL0E0E3FfQSQzyKmQq7fPublnjXa/q8/jro9JoMoxqjKKTbP1vL1NzvEDQ8RPDHWJ75xgT4J//sNrJMf9+9Dzz9S0ePHG/PNRR+pFFIOiJgKCRffFhx/zM1zqws8c+/dcBMOyUKa3QHNTwV4Ht+fmTEvkeQKKJEEvs2lW4ZR1gmylkpTSHJIMusk6C1Dbi0NkUPZw5uC3AbuAp8zwKkFkKjpmnVU6ZbKRumh8zPrPL152I+enudfUem2TXls2czbN8csH0TXLqjyyDt8uDeNnXls2FGMd2C6VbEzFRKEHgIYW+uYRSw3E1YHRg6/ZTzKwE7Nre46bLz3P7QgH2n2jTCBF8FCDHFnm2K73n9Itdfep6P3t7iwaenWep7bGynTDdSGjVJvaYIfUHoS3zfxipKkduHFuUG28OqNSXQ00znq1tuLaaaNLPgThOIU1MdiXVlRjmwB6mVJL0URqMUnY6Yq3f58W9b5t+8Z0Aj9Ol0GwzjkCgKGUYhwzhgtXuyLcPg19tzVwb33f2537/lVd/8jQfwlZUOSskf/Ogfffq9R46enPOUIPCgrg0GjRICKRQD1WR15PFLf+qz99AKb31Vn9dc22PTfEyvV2cYBQR+QBj4RLFHmFh7Lw4swJNEEqd22U3S3NPOyK0/cuaWaEMFbpukzJkbPGUTJoFvqAWaei2lVUuZaUdsme9yrjPgA7f5fPHhWZZXmly0QbBjo2DbxoDtGwW7t47wglX+5C6PwyeaXLJJMtOSTDUzpIw4tWAIPYkUYIwgTjx2buzyEBndgWKlazi3XOeS7TW+9TUdPvmVgKPnQnwvQQgfbZokqeSlu1fY+Z4uX3x0wMe+OMsjR5tsmxHMNzOatYxaIAh9QeBLfE/gKWzgLEVZk2GwN5k2WKcls4AvQJ5mVtJZsEOc2VqXuEgepYJhCr1U0k9gkGiyQcT2+S6vvm6Vt71qwJtv0HiizvJqnTgJiKKAUewzin2S1MMgWV0+Ndea3vH+62/+x2o46H243mh94wD87EIHpP9P//Qv7nrvV+59euMoNiCErcjz7HJZBHZBKuiJGp3Y40++VuPOJ3tcd1mX97x+wDe/rMP8VMBgVGMYBYS+T5z6xIlXBkppqkgySZpKkkyQppIsE2RaVFpbC0pVYnJnRoBS1nXwlSbwNWGQUQ9TWvWI+ek+w2TIV54yfPxrUzz49DQzgc9V2wxbZiWb5gK2bpBs3xRz4bYVnjw65LZ7NjClPDZMCdpNQbuR0BlkfP7+Gq3A2p7awDDyeOstEZ97wNbEdPqa8yse2ze2ePvL+zz4XI+9BwKaYYqSwoJcNxjFVut/z2s7XLLlPH9yZ5f7np3m+EqdzW3BVM3QCDQ1TxP44CmBkvZGlrkjVZQf6VyqaV2tcGkOdEsQkGSCJMuBnQlGac7aGUSxJo1jmvU+b3/DCu95fZfrLsnYNOsxHDbp9gPiJCSKPeLEz58VWSYQCMIgY9R5YuPi6an3btn1Gp3Gy7/nBX/3yaC/U4AvLa1ydqmPFHzvx2+7+7//0Se/PJcMV2jWrOXnl+0VVh8qYQO7QAr60mfgK052A04/0OCBp/p88qoe73zdgDfessrsdEAchUSpT5xYJkhyoKeZIs3yhE1WAVybnLl1VVMmhMmDSp07M5rAzwiDhHoY06oPyRjy5Uclf/TVaZ4+MoVIQnbNGLZMG+anFRtmAzbPS7ZuSNixucuJhR6//ZdN0qjO9u2C6ZZHuwntRoLwY7rDJtMtgxA2gZWkktlQkeqUXhLQG2SsdBWnFupccWGLH/lHq7z/j0OOLTTxVJLfGB5pWmMUSzbPhbz0oi5XX9jnmWOn+PjX6tz+yDSnO3WaoaIVQNM3BJ7BV+BJm84XYry6TgNG25su04LMQJoJ659ngjizSaJhJhhmMEwNaZqik4i52pA3vW6Vd7+uyyuvSpmqe8Rpk5VOSBQHJKkFdpwoksQjThVxahNrxtjVRSdLnD36xY2+p//79OZXpdHg2P/UTFNvTP/9BHh/MGTLfPNtt3/tod/4zJ/f3k4GHRo1m4EkT9yU3rbI0+GZwZeCUAnqmWCgQgapz/moxl882OSuZwbceEeff/FtPS7f0WXjtKLd8IiTgDj1SdMK5FkBcC3RRtpsqBFl+t3+3iLNr/G8lDBI8VVMd5iw0E341U/XOHJ+hkf3TmN0wFxdsHHeMD8lmGsr5qZ9Ns1JNs+lbNswYG56hS8+pnnk2Wmu3i6YaUlaDUm7oWnWY4QfEYYenrK/3xjIMskw8hiOElIt6A01vb5huetzdqnNzZf2uemKVf7kjhr1ZYUnEwtI45FmAXFiezznp2tcv6fP9Rf1eejVpzm2IPno7dOcX21wcikkUJKmLwgKGSYtsZREXkgVLJOnRpBqSLQgymCUQqwNZCmkCVJFbJ0ZcvVOez1uuDyjXfdI0yadXkiUBKSpl6+wXrnSWulojyzPGiMgyXyWlocMn/7q3Pao8Rsbtt24kiWD2/4uMfl3BvBnnt3HBds3q9/+nT+66PGn9rVNssrclFeyhkGgDGSC3Oc2eCl4UuBJQ5BBLTM0lGCoBAMvZJj5LMV1bn9kiq8/O6QZRvyTN3fYPpeya+uQm6/s4QnbIiaElSs2K2lrpY1xmBuDkAYlrJdrSEGmPHNE8vBzHp99sMUzx1vEaYOWp9hQN8w2DTMNY33wtsfslMfctGDzbMrWDUO2bFjhrqcjPvTZjWyZ9tjQhnZT0W4KWo2Uehjx9f2KUezhNy2ojBHEqaTmKa69ZMgDT03bwqdhxmrXZ3E15NziDD/ylnOcXFzigcc34EtAJGjIAeQTxZL+0GOmVWO63eSmSwa8+uoB77l1gedOaD73YI0Hn6uz/3CTVHhEkWKQKJSQCCEmAs88J2A0qTYYrfFFxlQQUyPhpuv67N4yYvt8wne/MaIeSJp1nzhu0On5JPmKagmnAHQF7jSPkewqK/JrA7GQDIXH0mrEUu/e9vzphYtuefW71ZmTB7Mt2y/6+wPwZ599lm1bNwT3P/DQ90uR/tKwt8TslF8GMyY/tDFkEpQWeBJSaVCZwcs1X5BBmBlqStDIBCMNo8xnlPkMshq9XsZ//5MZTJqwacOIK3aMmJtKeedrh+zYGJMkItfbtkirNEzKjKhGSMGn7qzz5KEmwvM4drrBqXMNanXFVCiYbhraNU27Bq26YKqhaLcUMy2PuWmYn07ZNDdi28YumVnlU/e0GfabXLzd0G4oWg1Jq65p1VJ8P+aLD9SIBhJ/o+0WLSRKs654041D7n5M048k/WFGd+Cx2vM4u9Tg8t0t3vnKLo8+0+DYcgslNZDketknyaybNIol/ZFHpx/Qqjdo1iMu3z7iZZeOOHG+w9Ezq3h+xhOHPT75tQZCKQvuyfmDRgMajCGJM3ZuSnn3a4fMtzMu3WnYNAdZ6hPFLdLUdk2liUeSeXkcZBNIbkxk46JxgGd5TKSL1VVDqhUrvVVqreyXnn36kcHMxt2/v3//c/Ell1z29wPg586epNtZvOT4sRMfeOLxR2Szrspin9Kiy+2pTIGnbRtYmgm8Mqgx+Nr+LMgMNW1oZIJEG+JMEGWSSEti7ZNoWOi3+dqTGkPGnz9oRzZgdH4UWbzcIhO2IlEIiVSKNPGQ2iaaWiHs3mBo+ppGqGmE0AgFzbqkVbdyaKolmWnD3FTKhpmIrRt6ZKzwq39W496nNrJnDmYaOXs3JK16SqMe02wMqdcbhEqiZK7BsXIgSXxGQ8EwyuhFiv5I0xtq2zLXDDh5bopXXBHxE+86xy9/0uP4aogQGmMSdGZIUp84kYwiW8baGno0awGNeo1G2KAWJrTqMS+9OCbwE264OOW7XzfAU2meBNIIYcZFeQ46rSVCSEJfAQGjyGNpxbN1O1kR8+SysABxpnIgy5Kp06yQJcJq+zw2sriwml9nuSxK4cGHHpaXDeQHNiwP7kni6Om/C2z+/wzwe+78DO22qh8/duAdJ48eErPTPnEiSBJNkmkL8MxWt2XaWlGZFmTS4CnL3JkTvRc3RqptO1YZ2Wt7IuwhiLUkNZJMeyQ6tCfL8bjByVIK8IRdNXwFtbqh5hlqKiP0IfSgFhjqoaAeSBp1SaPmWYA3BdMtzWw7ZW46YuNsn60bl/jQZzUfu30TF0wr5luadlPRaiiaDWjUM1r1hDNLmkNnQmqBjTegqPQTjGKP3Zs1m+dHdEeB7VgaZnQHktWeR6teo9WY5rtfd57DZ87yO7dtw5MeBk2mM1JtSFKPKFYMY1sUNahJGiOPeuhTDzM6PRtjBH6G72X4foYns7wcwqbzRX6QV2+CyEEu6Oi8ylLbuCbLJFpLUl3FOxa40mZI00qG2J/ZjGkJ8BzcRaIpywmtqHocDuHr9z8mdl/YfceuXbsOfeyPPzn8rve888UF+FRDBoPeuZ8a9M7+lBJD2W4oRhFESuClkqxIJBTgVsVrQZZZkBd+dVpm2fK/U7zXOO+rSjnr5YoyUHI1N5Bn8mxg5UmNJ8lryMFXwpba+jZ7WQsltUBSDxX1mqJVl7QahqlmxnQrZbYdMT8zYMemJR7cH/End25lphayqaVpN4QFd13SrGmatZRWI+LBffDEcw0u2mBy3VulzYeR4oZLDRfvGPLQ09MM8vrq/tDLQe7TqNWp16b59lct88T+8zywdzMYhdaZvflTQ5qYsp5kGHk0RoZ6TVELNGHgEwYZoVdkhG2JsVK2HEJKWxqMMAgqPVcF51Yv68KR0oX96lixedBYgDgt/izLs6U6/3kO6GLlrl6Tl1jYwq3+cCDl8TP/WXmNoNFs/QIQv2gAT+KBTJLhzz18z0f/1ah3OqiHASbPokhpM4RpmssQXdSC5MkFhcPoOauXbC9KaVMCOQd5IXUqfW9wMu9jK26Rqi4SOkrmGUsFflm0ZbN/YaCohYp6KGjUBa26od3ImGqmTLci5qaGbN2wwgP7hvzcH2zi+MlpLpzXTDegXVc064pmDZq1jHotIfBHdEYGJRW+MkhZfTLLZJIkDWjXEwapZpDXWQ9GGb2BpFNXNHohtbDFrs0JP//9HX72I5L7927CoNBG5+SREqeaOLFNwMNQUo8UtUASBoYwUISexvet3+8pW+ejVF7klssUIcx4g26e2jc5iRhdAN3NMYg8SSTLnENaAr/4nu5rxoBdrNpJqoljTZSXCew/dDIwsvnv//W/eLPf7Q7+U7vd+Fun8//WAE/jVYyJfmH59Jf+ZTo8WGvWJQidd+FUNR6JtF9YZTlra4MuQV1k0iqQV2n1HNQ5uI02FVs7gaubnCwAPmZHup1AytplXt6K5nuSMLADgGqhHclQDw3NmqbVyGg3EqZaMbPtIVs3rPLAcwN+9vfn2Xd8lp2z1mFp1SXNhrTsXTc0ahmNWkKSxfzhHS2kUvjSoERlE2pTLOU+3/OGFb70SEwvDhnkAO8PFb2+ohN61IKQ0G9z6QUp/+0HlviZ3xfc9/QmtJFk2qbVk9QWmkWxJqrZctcwFNR8QRjYzGbgmTJj6ymNVNYbl8LYRokC4FXKE8jPNTaXUHz2TNvgsAB5oaUt8Cv5Uay4mQPsCuCGVGvS1FiAO8VcSSZ55OmjtY988s7/+/u//fViYan70xvm/nbTs/7WAE8GT2OMuam/eG9diRG+X8dPDZnWGCPzZIoFVZqBSgWZEuOgzgxamVKCaIeh7ev8WecsYkwJbooTP/G5CoAXNRhFJq9gb88r6k4kvi9t/UYgqIV25kkjzGjWLbjbzZjp9pAN0x0efG7Az/3eLM8cm2f7jGCu6UiTmkezZutX6rWUehjj+xGnlmbwlW2xs7ZcFWRmmSRNFVtmDGma0E1qDCPDKNIMRxm9kaQ+UNQCn8Cv4XtTXLY95b/90wX+w+/CA89uJNPSAjwzJGmWM7kmCjW1WDIKVCnBfB98z0o0W6di8CS5TAGRP6+DcStXyJNCiDI5VII7d0YqYhLj8jJzpae9pmlmwW1rYHRe76LzVjvo9mM+c/sj9Usv3XWTlH/7HSf+VgA/+MznOH663WimHwxGgx6GECXsEqg9WdZ8VM0KuS1Y3N3KkSDZesA2Dmsbh7FNxdzP89mkqIqopMRKpRzcSlb15FaeQM2HMNDUa4Z6aPVzo57QbsRMN4fMz3R45MCIn/nwDE8d28DWacWGpmaqLmjVJI2aolEX1Gv25rCp/pgH9gr6o4CaIr/JrAYvmhAyLUhSj2ZNcfOVPR58ps0gqdrBBkNFL1SEgSLwg1w/T3P5BZpf/KHz/OQH4b69G0m0JNE6b5auejCjQBIG2rJ3Xpvi5ze3PchlSiXjZJ7lXQ/kRVLIOACvalrEWAGXLrOj5Ks11So9sXoXVZ9FaXOa2f/WU4KVpVXe91t/EfzKv3lz4yN//NnB973nW/7XA3zx/FGmprdPP/v4p397can+qiSKSVKFIU/gKIOvTQk2CzBDmvvfWlmg63wZ056oWNplbQfQugR21RRMrr3LiyGK/s0c3HmRkSoBDiqvGPQ9CHxsJ1CQF1iFGfVcXrTqEVOtITOtLo8fjPiZD8/wxNGNbJ722NDQTNWhWRM064pGXdEo2TujFqa0GiPueiJgtVNjZqZKkxeA0XlQlmSKjXOK172kz10Pa9tFE2sH5JKaL6n5Hr4X4Hl1pNRcfoHhvT90np/8oOG+fRtJtEeSVwDaslfL5GEiy+rCwJN4Xl6EJQXKK84N5ecrbsJCqoiiKo0qITR5jAHdiZf0xIpcALuSo6aSKvlRxFsAgQftMGVjOHrVI08f/d0f+8F3/egrbjq2evGenf9rAb5w7hzLS8s/efz4ie8YdgY0G2EZgUtpWcEYnbsGEikNaR5wWv0NnhZkyj0hOdjz5IwNIs14IDnJ3OUqIUqQF/kL6dR4K1VVDHoKW5/hGXzfNhbXAk0tyKjXUhq1hGYtotUYMTvV4dH9ET/1wXkeP7yJjdM+GxsZUw2Tgztn75qkHlr2r4UpjTAm1RG9OEQoiV8weKnBRc5ueSIk8WkGI1suENeYKUA+yhgElsHDQOY18cUGtIardhne/6Pn+He/pbnvuU0k2iPKBHGmcxYX1BJN6BsC3/auennc4Sl7PZSU+fnJu/KLZ6cwq7wx3VhnAtwlCTnEZGvv81VYj7N4YRhkWQ5y57XR9lp6Ctp1QTxY4sSJY9/x0MOPH4ri5D/8L2XwlaWTTM9u3fmFv/jI1efPn6cR+KSZtgxA5fUKiguqyXKWKINIxVgQaYOWYtl2T5hwmKLKShp3zSxYe6LGRea628tvOCVtE4CvLLCDfDRFGGTU/CzXzQn1WsRMe8BUs8cDe1N++kPzPHZ4ExumPDbUM6ZqhlYO7nrN2okFuOthRi1IaTdj9h413Plok0BKfKXzIK7yKIrlO8kUqfZ4zUsTLrqwz6HjdTY0qBp5o4zBKGdhT+F5fj7wyHrXV+6EX/zhRf7DBzX3PLOBUVInyiRxamjkNdyhjwW5V6xeuuxtlSorVzglhQNw4YA8fwhKdqlAbsYB7oC7+Nmk7KyAXsjTHOBFaXO+MhfXMfQUZ8+e5b4HHr76x37kB3cePnry2IW7tv/dA3zh/FlU0N514LmHfkXo5bfVvB6BL0rdJoRBVCtaHp3nkbXM7aUsd0IyQ1botpKxHVDrwtdmDbArWZIz9yS4hUGqwhbMa17ytjffMwSexvc1oa8Jg5RakFILYxq1iNmpASu9AXc/Db/4R5t58uA88zm4p+uGVl3QrInSK7fOi7bsHViA18OIOMsYDWvUlL3JpHCWfopsYZ4MST2r5b3IzmBMhANwTRBkBL6H70s8pVDSLwGOgGt2C37xR1f473+cct9zc5zutBk1JdOZoZUaavnEgdA3ufdfOCmmZO9CqhQALz9v/qFFec6dwDO/KNXKaqrg0wW7K1nG5EtOeqbS7gW7mxxHwtik3rnFHidOLb3t3q/fn938spf836fPnDm6dcuWv1uAd1eOMRrUX7Zw5rl3rC4eoFlXpd1UtUXZnRWUELmNld+tKvdN8+Cy1N3GPhtdJGzGpcha1h5XhcVFsOMeirve5PLEOMOBbFms7+l8zERWgjsMcnDP9llYGfLeP2xw2/0bWOzPsGFKsqGWg7tmdXcjDyzroaQRmpzBrfauhTEQ89XHA1aSgLmQsXpsxPgKlWW2+aEderz2ugEP7IvpJSFTibZd7LEmiGyteuDJsvlaSR8hbYIGA5ddIPnlf9Hlcw8M+YXf28TJxRmG0x7TgaCVahophIkdvRwoO9DILwJNKcoguHh2A3X3xhSi7BWpWLwkIufaOcZAcU0z7XQTGcbYvAxIzVpS09qgpOTxpw6wdcumdzQajT/sD4ZH/04ZPIn7eH7j4tNH7/6/4u7jTLd1Xv5pygtXfKDi4mltbFCpRc7WRaJgvNjG3rHj4NZ5RnJdWZKf6IJZinRz4QKoAuDK2KZlrxgQZOedBH5G4KfUgoQwSGjVh3jegLueyPjdz7f57L0biXWbjW3BfM3KEmsBFj65yg+RM7fL3gmeF/H1Z6cZxB5bGsXnmWTwIu6QJKmi5ituunxIqi3A7fiF3A2J7cg13yssTpUD0WYfi0rN+WnBd9zapxWe5vc+P+TuZ+c4m9QZ1CTt1ND0jAW5l8chyuRxiclBXpxDUdWOS5BULO5KFveSFK1wZgzwDtCLFVk7QDfjSbxyJXevt7YFarYTSnHH3U9z0cWX/F//6M2veKzXGxxotf7qkXB/JcBNup8j+28nrE1t7S0/9+pQnSdshWiTlazqftHxrFcBZjflKyrG1pW+LlLt7h1M7r86tJ1H+JO15UVWjrwrn3LyVcHcvrK1GKGfEAQJNT+m0RgRBAP+6HaP9/3PjRxamMUPa2xuCWbDjHZoaIbQzDvs66HNdtbyhJCtX8nylcDKk8VuRj8OCJQikKYMMJ3TVCassrwgKU596v6IzdNDVgcthonIx63ZWMH3s9zmU7ndqSzAxwJXW/n4tlf2ueGKBX7xoyM+9sUNLKdNBqFP05e0PVuDE3oQKMpmCK9I+uQrnyylSpUAcknFFSvl9WF85dXu6wnToDwmAF4E4C7IK1JQLJzscO+De18dxenW5ZXOgXufOMkrXvLCevyvBHiWZey+/GW7BstPfWh4/iFazbTMYJUJgLxuwZjqZBd/7oLcFM8FuMsbIvdXS3A7pa7OQ2AqNpHVClICPJ+vIseYO8tBnhJ4VpKEQUToDzl6LuV3PtfkM/fMcfjcDO2Gz2wNZsKMVmjy1HsBbpmDW5ZJoVquvcPA3jjtZsSnv+5x4FidWj6Bq2wXo0K5cc5Jltna6ct2wrfc0ON3vzBHv+HRTuxAnTDO4wal8TyZj63DAbnvsJFdFXbMS376uwZcvfskH/zsLIfPTrGc1hn4Hk0laORAD6SxN07uMpWrX3FeC/sQq8+rTKcZ0+Plr8+Raa8rY3LTtRMrrV7d7C74J2WqNjahFGUen7lrHxddeeWHXn3rq968sNz9K6XKCwJ8cTVDBZL7Hrp3+6jzyJ7d7SNMt2YYxbrsnKnA7cgOB+DFe1Mwuqmq1UqHhKpQatyOKmjbjOnAAtgiH6VcDAgqhnLadrSiwCi1nTteShhGBF5EL4v5wCcCfu9zmzm1NI1WdWanFLOBYSrQNHLmbpTpe5nXqeTSJPfOS3AHNnsZJTEHTob045CZMHdxiqRT4UoUWVjj1KQkHu2mx+7tMSoc0YtbDANBPR+yE+Tyys8lile4HsX0rxJgRfCq2DA14EfeNuAdrznL732uy+98ao7FYZOhV6PmKRqeoK4MYWosm0tTJuSK8oYiy7mGyRmXK8Xq7TJ6KVVcFsddufNOIlP9+XjhXNGIYc9TrKGT+GSjc/SWHtij4mz7K6995VFjkvGb/G8C8HR0hrTW3gDNT/yP33/K/8/fb7hk+xDQti643ABKYHTRRfM8IHfYuwL2WtaeKPkpT1tlB5oS2GPyJJ+KpVRmAe5leCoj8BNqQUzgx3RGMV9/UvJHt7f51D1zjLIWQRAwFwimA00zMDRCQyOowF0LJWEoCXNpYhNDuTORAzzwbebzyBnD3Y80iBOfsGnWBJjFo/L+bSlqnCh83+N1N/T4ky/32XeyybBm571EviFIwU80fqxRys5ptDJCVsN9qJb4TNvy1UbosWl6yL/79gGX74j42O0tHt47xcKwyUgF+L5HzRPUJYQyt1ELe1WafDY7DsjHi7ImQV5+DpzruY5smbSDSzZn/H2mITOC2MBQ23HNV+2I2TNzl9+sveoT5xZ6L9FpZ+FvzeCbNjRlb3nvyzZ5X5r6xR9ZYss8aJMR+DGZUni6Glypi2fz/KB2/8wgygL7MoFj3KJNKqknDLJg8jKlrMtyz2IalqcyC3CVlXLE8xI6/YR7nxb8wRfa3P7oFMudFrJeo1VXTPuGdqBp+IZGYKgH5KxtmbseSmqBohYIagF5hZ7Owa0Jfau/lRex/ySc6tRsYiXXt+OJkwoAtg8yr5HWkjj22NQWXHzBkKeOpwwSnyif8R3EWPCVk3WLRI0dTuo+SkmY25BJZuvD3/26IW+8cYWvPNbjI19s8/DeNku9Bh0Z0A88AiUIpCCU2B5OaXepU6K6SZXIy37XA/gkJU3ocldjFwxdShQqLZ5RNUAnxvaJJsZ65ciUfadr/Niv1nn9vfdOfefb/ZfdeO3FX+AFhge9sAZPj4T12uC3ZmqPN716gpBgTAq+QWmN1lk+c8TagmY9kLugfh4GLwlgQtS5J7Bi7cI10SVzW4BndiB+4WbIhIVeyl2PeHz+3ha33T3F+W4TUavht3zaHkz5tpOn7pPLDqgHIj9kXnKa6+5AEBbsXQDcSwmClFoQY0zCVx8NOXamzvyswJe6LFWQgvF1yVAG4lkuKYaRz85NgtddN+Az98f0E59hIqj5hiC1LB4lxlmlVOlXI+SYTLGHrBoVtPXb62HEu28d8k03LPHn9/T43L0N7nqyxflOg6EIGAYenq/whMCXAl9KfGFyqWVQCEcaOt9p4vu519KVG2X5LZX8KPR1ZiA1kCHK14Wnjs7AZGBSklRwaknx5YeONt/6xuS3ntp38nJg+DcG+EpHszIafGfa+fD03MwRTOqT5dNR00yhpcpPYg7u/ISuBbV0QC2doNSembWFU6Iqvi/tKeMc+Q4PUiPygZ2elxF4CbVawijK2HcKjp5WfPyOKb7wcJvzK03wa3htn4aStHxDy9PUfUPdh5pvwV3z7UxCW2YqnUPkf25ykOsS5IFv29MOndY8dSQE38+XeeOk6MfTgu6SnWVFs4Ad53zV7ogrtvd57lSDYU3QSAVhYogUubWnc/Yu3JTCgqy0ilvWmmmJ1iqfPmCH79TrEd/3poi33rzKlx7p86dfbnD0dI3nTjWIV0PS0GPkeUglbTqf/PcJu7FqGYQW1wezls1NtVqZnKULkGeOJMlKoBcSpdCsefuh1kBqQa7zXH4qWDq8ypNPPcT8fPMFOfp5Ab6wsiziOP6JD/7P/dN7ttS56ZKE6y9N8H1B6Al0rEgSSaZVBXAj87phOSZF3BEORUuUG0S6jslYpC7I5YlNalhJou3oB5kRhnaSapplnF2CO77mcehknTsfrHNqpc6h000IQ1TDo+Ypmp6h6WnrIvh2cH7Nt+PaLIiLQ+aHygFOrrlzcPsZoW/Z295YMUcWYO/RBr4ctwdLiUJVD165CUUDQdHT6HPFziEXbxzw9OGUQerTSgSRB0FqZwIqB+BSCoSUY0wOEzZcIYOKvslMkWQ+kR/Qrsd8zxsiXnl1l1MrXb76UMDhEyFferTB6aUa2dBHS48kUCBVWV8khMj96aJUQkxcO8auqxtwVoxuSv+8aHYuga01ULC2htj2KgovRaqMG6+IuOniEa+78qvzt37TT/5f//qf7H+/8C5Zx3d7AYC//3f/kiTJ+ORtXTAb2b0l5qrdEa++fsQVu1O2zmZctCsmNJIslmgsU+gc4HoC5MY4mruwzCYylGWIWUbsFWuXUkRl+GFGkhkOnxA8dVhxx4MNnj4S8OyROt0oJIpD8ANU2ydUgoaChqepOz5w6BV1GkXZrK0LD3NZEgSKIJD5DWAq7e1nNrPoW51fCxKMjjm3LIlMiOdJAmnwHJttsq6jcgjG+x3j1EfgsWE2RqoR/cRn4AnrdCRVwZin9FgGUgonii2GHVEF/kVrWTEYyc9UOX5iEAVsnonZsSnhpRdGDOMh/+RIh6ePBtzxQI2njtQ4fDy0I9dChZEKhCSTTjbITeZPahU3u1U+uyxdwr5ibJPlndkaT2Ts2ZWwbTblst0xr7k+4qrdCbs2GzyRNpOVL39HKvz3/40Y/AtfvJ1jZ3vqQ595WkSmSRTBE4cCnjpY40sPNpnyU3ZsT7nqspg33BDx2mtjMNZrrjcNRudfWgvSxLJ70dRa2oGMB0e2dsp+eSFt3QhCI6QhiQ2DkWX0oyclf3x7yCBRPP5sjYMnQhb7AVEWgBeA8lFtRSAFdQUNZagp7DgzlRceKcvagS9s0sMFty8JclkSBhAG5K6JTZn7nibw0zwjmlCvxZxfybjjvhadXsjMlMDL44Oi6Gu9YKysuSm1uCSKFPNzijfePOJLDw853mky9KWVKR74qcFPCs8699hlZu1C3Fknsvwd2njO77BADzJF5ilSX5FkHkniWyvVT2gGCa+8KuWmyyPe/uoR+09IntjrM4wVH7ujwZGzPgjJYOiRxaos+jceVTbIRfkYwAs9WqQsNSIziHxeJdpQb9qEnDCa114X8YYbRlx5acLO7SlTPsy3DWhFnAYMhzWixaPi/OhV6qH7b09vvPkNfz2Ae8pw4bbmBwK61yRG26HZnkQbn4VBxkKWcWTZcN/TGZ+4I2XDbIrRhusuiXn360d5w6lhw5Tm2qtimjV7MTGiMkbW/FZRDufpDARPPOmz1JXUa/DgXp+/vKfGKFGMEsWZswFaeCTGRwsfPA8RenhSEihBTRpqObBDZQiVsTXgXu75ehVzB0VfZglulfdoipK9A18TBEWBVlaydxAkKBXztccUn7m/hQo8a7eN6e/nZ/DCC8+ywvFQjEY+b71lyG1f7/Kxr07RT2s0cx3uFzo8KZIypuwWEkKWALO/Sjpa3wG4zsc6eJbJfU+Reh5emlmgqwyl7CD9mVrKLZem3HxpghER77x1wCix49z+4p6Qh/YG1EPBYlfxxNMB3YHMVZJY9wpXSQArTZo1zbXXxsxPZ7aSMNO8+/Ujrr04wWjYMKOZnTZ4SBASnSmiUS6LtUQbw7ml0TVDb/YDBn7kr8XgxiwA8+3FYx+79F23HlWPH/Toxg2Qyn44qcHXaK2JjOZcV3Nu1Q6N2X9c85dfs8GByQxTM5qXXRPTqtsSynXTk+6tnrsOq33Fw08FdDsK6dl5KJGxU0kRHnYusAfSQ0qJL4UFszSEUhNIC4RAQaCqGX0W5NWYZLvHjywbj11wW4bPy2r9gsEz50gJvQRjYk4tBsRRjXBKEuRpb5VX5Y1lMUV5fZ1gHKrudEWc+My0FBfMxwRixDANGaaCumeHYBY1JEVCS0m3vFWWv8v+jsLC1VX2VOu8Z7KSRmma5XkDle9/lJKkGSqxuQRPZUiZsn1e5yuG5vIdI2IzRHqaTkfw8FMeqwOJKhXLeFA9dqXzWpRmTXPTNQlTMxqTCjB21VW2fA6tfXQqiLTMAZ2rgXyxSNKIj93RU1Mbe5f+h3/+9vbxM53uji1TLwzwI8eXkbL3/vsffPLWT901YphuABU4Rq6ugG6cA01qDJ3iz5Wmu2o487Wm8xXXA7ibGssvjhDoYssF8ppTYbWfEBIhZW5lFaDO086SfOPWwjd2nr28k16Rb71HCW7b1qUIcnAHHmWJqWXwnMU9TZBnR30/IQwTTixqPvqlJngBvhRVgFnKk3Vqq53kRzEk1ILNDtaJE5/vfuOQP79ryLPnWvQzn0ZqN6W1VYCm6sRRRU6AyqMWVYxjpZB0CryKQ5e1MJ6n8DM7L8XPga5klTSzdeP5a6FzizbDEwZhMuYbmm9+hQaR5TITEMX+Getc8yJDbQRohU4seRkjSBNBUo7eK+I4OebMgUAKW6b8mmtO8dz5B29dWLj2/R7pP/srGfy//uZdSCWDr9wtOLqwDeF7BM4cO11afcUw+YmAwX2tDJnvgHuycsq9GK5+K5dbC+aiBU0J8IVNK4fCSgFP4jwXTbVOIZGHMwelYO2qq74CuCxlSxiYsqUtCLQzOCfFz9k78BKkjDl2VrDQrSE8j1AyJk+k+7Wcy+1KhzHg5U5HnPrMtSN2bh7y3NmIYeYxyiDMBH5m8NNch6eUzlKVQlfO3VQVq9lJu0VnjXCkkcbLNJmSKK/YvlzlxWoZUulq/6TCmhXVZCz7rBGRQeQ/KwyC0gkrc5uFSigLnidiMzdHYh05653nQNfjuRMpfW66LOOmK4+jV/88kGZtvmcNwM+dOIYQ0FAjtrQkGZSNv9oIMvLmYfIyWNx0bO6FGBfULyRLyLtynMJ6IZBUKWI7lQp8YfBFDlpZjF62r8ufqXGQFyMiPGU3l/K8ah6KBbe0z0EB9CL4zMFddP94upQovmf1aRAkpCR87ut1zi3U8acUgVvD4TooTChSR4OXVZZO0mcU2Qm2b3l5n68/OaKb1hh4HvVUE+fpdCWrgqii4EwITdU5VASaRRa5sA7zmSqGsk7f04JUCbxM5rvY2VqeNAd6lUwrgmdd7jgthAW2JAf4GLjdURRVin+sHMO4QJd5T+Z4YnAsr6LHnbk0E0RpgJFn110txgD+2x+9g2az/oq/+NydNwRikenQkBpdpk6L+t1MmjLjVIDeTbuWBVQvhOviKOu6q9pfhbXZijSxEtV7lZfFFh07XvksylEILrDLOSgK24+4HsCLgLPQ3V4hS0yut8dryQM/IfBjznY0jx6sgxfg5fLEcwqUykTIBMLtxTEVk5ete7L0xJPE57qLIuamh3RWGgxSRUOBn9rvojI7uFQlLsBtm2D5q4r8g8uM2pRTqrSy19bXgkxJMqXJlCDNQe4Wr42D24wBvFxFcpOgAnY1MauSaA4q1mXy4n0ObKiYW1eJRVurovJxcYJ6O7xhx55XvmLxxCvunb/gbesDXBGjE/3NnsyuRcc0At9uJJq3mKVF90U+o6SYB1heKCczWbiba4CdKxSRc4wFuBkDuDtyTRZgdko4XYArUZV62ubiolPFyhJVdq9UwC6aby1755rbo9TbhSVoGbsCt19WJyYIEj57T8jXn24hQ49ACjt/u6wgrNroqoq/yWzmRK28toFmphXDkc/NVw75llf2+J3PtoizkH4mqWV2N2FPVtWKJcCkzFnc/VXPx+SgPZm3iYkS3JmSKKUto0uZj5bQTimyLqs3i0K3yTIKkQO7kCeVYnqeUroS6FT1SGvYu1jtihKEynlKkgwVimu7vfSbtebedRn85MlTtNutN9722Tu+K+4vMtWwW1CrTJAK2y+npChB7ZY8VgVTZkxmu2l494u5mb0yoUMFhgroxW4M1WiDgsXtFiQV2L2ig17lM8ddFs+7YXw1Dm47TmGCufOezSBvb/O9ouEgdY6EmIQ//WqbzISoMnvpBphVX2PhbIxpcPIuJu1cuNwutMGmh8Dn3a8d8Iefi1jVCcOsxjAT+Ckli0tpkKkoi86sXThJLZLKmnSq97Qg80zVVqg0mWc7sbxMkimDymwFo80eywrcpUU5DvCytFZMAvz5mHyy9l+sXXUcoBc5gyJxlaRW0i33emR+8l2XX/PaOxfOn/nSho1bxgGeJAlRFF00Gg72RKM+9dAjSuxdJ4Vt/hTaoIpidVkxAg6L/xWKu9KjLsiFdW1dz1g5DCjFWs1ZgN6d7aGUKLV4MRphbNhNDmxPicpJKe1A23FvG5NNztxVgOk57B36MY8elBw4XcMoHyUlgdS5jHIlSiXA15SW5kc1NEc4frUFeZL67NmacMWFfe7fXydRAcNUUJPgZwYvFbYIKm/wlmmuw5HY8Mz9lZNVneMdNZW7YutdLLjzdjZlHHDntUDKIIV0avIpVw8X4IWrsm69ynpsPsHi2gW5kxRLi+xvYhtGVjsjZgbDPWkSXZSlyZfWMPips8vU60OWVoZoU4w6K0ZpFneiQIsizWzGAF29dlM5kykdM6a9SzYXjlxxlnVXphS2W6XLhe2eFxW4C/YuusW9EtxyDODu8B/bbU8J7DJbWTJ3RuDZxI7tCkowJHzyqw2WluqI0LO+u3sTTtaguHe3YxFqPc6qY960tnvbzM9K3vW6Ho8ebBNlNQYqoJ5ZLV6UsypJDu5irdC5J+4KRTmuc43b+O12ttvPoXSxIpnytQW4nXUutc6vTzXb0ALerdmnkiVjDRNmHZw4CDEO0PPPXLQ3ZrkOr+aQW7niKYMSA5JokTQZlf9eCfA//OPbkFKy2unge54dnyULhs6vjzbofCMlaXDcExfCjh0oqiqTMQYX68kUyrtejoHccQqcplh35mAJ8JLFi0GbEuWNAzzw8gFAfrF1YJ7h9Ax+mYrX+ets7PCU7dx59hh84vYWkQxQUuXZy/EbcTKDOUleLjGM6/Bci2eKNPMIM493vWHEH3xhwJOH6yTKZyAlQZbvBC0FMjPlmDwpjG0vE26Yr/PfNb5vkcvkmQavtBDt3kkqLwlQmamGdZZzWUR5Q5eBpqy0t8vgpbPiSNJJTEz+xEyAfFyi5LtFZNX0WiE9zp/dz6B3BncvVA9gceEsc/ObGr/9wQ/tfurpVeKRzZpJKVDaYKQtkxRUYwCKgHJsGMwE2EuGdr5ItVybMXC7ae01AC/nDK4dhywdxi6CzGJqk+cVm7zm2ltNgLtI3/tFY7K2M0PKFrGipzPNjwTlxxw45dGLA1BeLk/MRHns5I07jvDxgUYTXnix/OpKizd9waXbRjx5ICbTIUMdUMtszbaXa3Al7Gw/m1gqgjkNZc2PLq9CmeHM62G8crCp/ZnSkEkLeKUKxq4mBBTTtbKiu780AIxDUmZdcJdMvt5dP0kApWU4njNwSw+KqQ1RIugMBPNy4+53fscPNE6d/CeDbdu3WYDHw5N0FhffcMXFcz+5d2+CpyRJpkswFkBDWhfEGKuZjfNp1qRjnQVojMXWZe715EnVx1jNzsuliTPHw4KcqkZaOaAuX+dJHkXuhVtwWwBXQ4F8V5647K3yvs4gZrmn+f/8WYulYQ0R+laeSDO2qlSDc17wGlYrYD6O2LhuSp66T1OPdsPjx7+1x1cebbMUBcTSYyglQd5DWY18yIFV1NTntmFRRmvQObh1mTl0O2s8Xcwhybf5y8GupMgZ3EqiTFbSREpTTqaVY0HmOs+A2/JWFR+ujdwqbAknvqsmMrgrke2JkCwsRzTnp3/y/of33htFwz8vGfypZ56iFvrsO3iC1W5Emnll3xzkcylynTzpjqz3qcw62tMF9WSAOc7iwllu1we2DTKr+YNSVePHlANqT0q8XJJ4JcALza3LoNL3dAlu3yvqL8bZ21cJQRDz8a/6PHOoDtJHSklYlMZOxgxOsPG81YQOm5e9iI5MSbXMN3nyuWrPgLe9sssffKGG9kKGMiCUokz6KClICt3LWiYXLpNPTEMo2VGBMnZV0EZYcBdTwjT5GL6cxYv2wQLsAgt0qEYxO50/kxLFSbaukbHr4ar4vFDZq1AQoCEIDI0wobN6lCNHNFlqN4bwAI6erlOvhRw+6XF6ISUICn+0ArKUVcXjC9LShOac7MK2ZZ3FnTzOdJV2LWwvUbJ5wY6i6Cx5XoDLCuDKqaH28roUn1KK+KpyS3xnOFCluS17+56dWrXS0fzF11osdkKo5e6JcIKx55EoOH2MY0Swnm3neL06K9wUj5m24h/dOuC2r49Y6ofEymOYydyeFLl7U43Sk3KSHXVZqIQBXbJ51S/pFc6Kyl/L/L20m4dZ9rYgz6TIdbeonJRi1Z0AOJiqKaO8+QpcGAoLdf3SFfcH440yQtg4oRj4FGxM2bDVZ25Dgyy1uw57S+f3MrthdtcXv3z/T+z9wglWBh5NXTXLFuAU5CtdEXCuAfb6zajrsjZQzL2r3AYxLlHyQv5SohTDaKQowS1d1s71uB3uzji4i50NCuZWDnOvYfBi3EQ1csJTNnN55Khg/7EamhAhvbI5t6oedOMH4bga1Ulxa1EqJp+0wSpHRWsbbGI8LtsZs2fLiKXn6pgssCyeWZniOS7OegRSNhQUZbSQF8oJJ/i09m9hHbqxjcqBLiW59nako6hWVjfILYhqjNSK7h9RWIcVI07Gai7AhfOu+HMpbbeX8HIW9xLiaD+9ePdPzG5+/eOPPX3gqJemGXo02pxk2RufOLIEcQshrC9czMgYkxeyvN/GPoiY/JATwF4jS9YBtb2JRBlIFvNEKmkyDuzyWZGPAnZ9cPfIt7RWLrgdkOf71ft5aWjB3ip/73kJSiV87v4WBxbrEFTyxHesy/HvtnZcxBpuKtnTDThFmalztXgce1w4H/OWmwc89GwDtE+aWS3uZ/mQz4x1tHDR41rQYw5yYxyJ4sgVmb+WRb6jOOzIa5lr9BLoBbh1FQeILL920rEuc2YflyjVn1VsPoklMR6kwligKqX17YNAMz81YqFzGkPyxiwbbTYmO+o1ayNkzWeqOSQIYpb7kuksqyrijAtOUV608Q+2FszFU/VnYu2qkIN8zEFxgrQC0GIdYJc6XAmnCdcBdz6fsNq2g7XA9qoBQeWIN0/nIE+tPFEJ9UbM/fsUf/61JsNRAA0PTwp8MS5NJgPMyfO03uK7ZjaImUj45CBPUo+plsfbXzPiC18f8OC+ANP0GWYhgaC80ZRw2bKSAEyA3E2a2+Azv8GUZfNMWj2uJeXI6yLg1KX2FqU1KV1iyld7qYXzOQrgVwkwN/lTAt4p0Kok3riVLIvvkZOjUsa2D4YpSRozGsZ4o4Q0ifHufloxPyO487GQY6fqbJwaT+BMLkGTLLU+yAVrGHvy7wqXvStQTI7vLfsOHYlSHEqJfA54Be4K5EXZrMHzqhHKXr4Jk6fGge6XbG0PpWyAGQQxSZzxhfsaPHu8Ab6PkCoHVT43xO0yf54qwjFHxWVt8vPt2F/FGI6y7iK3C+PY4/IdKW96eZ8njtaJ0oBM+gy1IsiY+CwCN4s4CXIz8VlQxc2m0UqgCociz1hLWWU9y9hHgjS5FMl/LnX+XfXkwKDx80Jx3d0Mdn6iJoE/6bIhLcgNzvcTMIoVF22D6e1DwqkuOu3h/c5HP0/oK46f61MP69S9dTrCXamw5sOKtR9mDfBzwDtaXroB5gTgy5uplCXV+0qaOFZhydgFwKvJqaVEyZnbMrYpmdorn6vXfh5ceiohDGKePib40tcbDIYBNH2kKCoHcezBdbKY5UUs19aKucu0Zl5ZuE75bDXXRJXdPq1WzJtuibjtrhFPHA7BCxhpSZBrcaVBZVDVhVjmpNC/2UT2UFVOjqeopIu0bF6sKoXm1tKu6pkudq4QlZuiJ4iQ8cm6opzTyDge1gMzE8/5YQqzQxmEFmhZzJwXxIkiUFOcO/44KccRJHgXbjpMvWZIY8Vh5RE6w9HL9PjENhxjPu+6TC3GPjCMMzWsZe1ChlRAL5i6+DNRpufdbGbxOYuKQq8suLJsrcr54BPgzg+/mEKbF/h7KrWHl+D7CanJ+Oy9de5+ug41D6RtaPaLNLkLaiYO983zaPDx8WaibJAqHJVMyzGgRyOfV1814C2vGPDMsRpp6mOEYig8/IzyM4msYnExdmutZXK3nl+pgrktm9v3AqkFWlZAl7Jic2msHKmyms711s5sQz2Jm0lHZfxnk8wtBeVnK26QslEkVSSJJgsCHj/Y4di5EbVA4z15qIXyoNvNmK4nttG27IIZL2aSLstOsBTPB/Q1d2EVWBR3vwtq9+fWdsqBripNXqXpnUNV4C52dSgPr9oEtQC074C6cE6sY2KflUoI/ITHj0o+8dUWEID0EULhl8kdUxZXjQXL5UUrw6QJgFF5u64O144Gz1lJq3z0Q7lPvIcxHu9+7ZA77hvx8CE7SSDRikEmqjp6QZ7CF+V6wdi9Zj+LMcayuAP04k9lDnot8/18HDuzTGoZSnlSElMhU8ZcnXFmHztPDkbWMHxuP+pCfkkxJq+gmuplV6mACzYoNs3aRmxPxB4mlQQmZroeE3iiTIqMgbvQXOvo5km5Mv6h3X10xDjQ1/xbhTU4ntQpfnc5J88Fec7W1WZTlrWrAfgVuMdY23kuGmsLqaJUiu+nJFnKnQ/Weepg3U4WkDa4DIRxJsc652QyThkD1Di0jPOibIAYq3t2gs1MolXuqGQeUexz5Z4Rr36ZZfFhZlk8EgEjDV5W+OF5nQqVHh/bZ4Zq17pJ67IgDWMEymCzn0YgjM1DGCPGwV2wuXuza/camzI+WSNPy6wr5TAhJsBdnueyDkpgjM5v0ooYklTgB3UCzwdj8OqhvdMUQGZbusqATVAGcmsDzQmJUdo5YhzU9iYbm4JU2lcum0uR+6cuc08UWrnAFtUGUwVruwCvGNwBtzMUv3RPVIbyHIDnEiXwEg6cEXzkCy2ixIeGn8sTytY05e4S7N7Y5RV6AYlixoHuypRitHTlqExqcY9mKPneNw347N1N9p2yN1+mFYNM2SrDLE/+ICyzZXnwlo2vJKYAusPgFtAW3DLX6FIbTH6NjBTIXLZIKRAmv0baAbgTbLtyZXylMyUxFo6IZvw8jtcoCaSxWt9I0FLmO4lIdL5duBICjUJ5ykquD/7mL2+qBd7/e+jwscusRyzy9LaoCpecTKFUVZBX/kzIytlwLLzSxnP+fMwFcTKPtgxTlOOBS+CqSXfEDSLHA0nPqxyTYgKUC25fGTy/yFpmYw6K7yVlM4PvxWQy5g/+ssEffmkawhBUDaU8GspQVyYfR0HZ4Ow7rXFVJtVNRMnqXBZB8ZjEqir13JtWSPLG36oXUkmDMJoLNsecWpQ88lRAKiQIhRZ2xJonHC07Gey7q4qTuCtKVYVxRE0O9ue7GcY1fF6ENxlfOAelHUrVX+kOZR37b51GY10RgGFtqUE1i9FudrZx242bt+58zZe9U6dOTeuk/+aalyClV4r9MV9TjL9270pK9q4SG6VUcYLJwhaalCRjd6fII21HCo3XgZsx7S1LMFSSxGVvVe70YEqg+2pSkhSVggV7J/hewv7Tkj/5SgM7f8Wyt9XeFTilYGy8cNWCNx5oCveNGWfvquDKvWDVXEGTz17P8rkgOlNkKtfimce3v27AZ+5ssPekDzLGCMko8/EQZfrcOik5kjNnuClmzA9Xpgo+pQM06TyXRykX7O8wOvfHC3ZdYyKsfe2ytXRxM8nwOsdO+XttwCpFkVV1SjsQrHYzgvbgzYP45LQXxxGZTu2WgLnnORboTSQv5DrgHNfZeVi1RpevD+ry9YR+m5Qmtt6gkCnO6wLIRbVbocHHwF3JEpW/VkqjHL9bKXt4KiVTKX95b5O9ByrtLYS0IyvKDpr1L5pg8r0oGXIsNipfjzcgj3niTlmol9uGlT9upcrlF0W89RV9Dv1JSJwpEB6Z8BgKgZflgVkZ6DqSwAF5GQIbcl9eWLAba1sUn1G5bCxMleIXoKVBmjwYzAsYi3NTgN2+Xt8O1M9jUogyk27Kf1c62t6Vz0LYzz6KDKMoxY9ivDBQBF61awCC59Xbz8e+44mdtX/OxJ1Z6PFJkEi5HsAr1i7el6yds7jnANsF+lpw55q72OJEajxZDLWxYPf9hMNnFL/56TYjacGN8Jyu+ckm6PFWu8rz4gUf1c4WBXMbiha2yQ0E3CbbVEmUVmTaI818wizln72jz5/d2eDQaQ9UAtojET5DIVBZFeRJN9icAHnhzRd2YbHCaAQKe64NFYOr3EaUJsdJwa7Cui7CuO5HAeIXsJfX+RnYm4UiMC2CWTHhzshx/GgDaWYDTu/0smZx1TCIDO1m5Zys9aUd0I4lbiofsxrjO7ncuPUIa5NFz8fcwmHtIpFSgNuCXpfvvbIRtgC3E1TK/Bjzu51DWnniezHdWPM7t7U5dT4EZeWJkLKyBovPKRw77vkulCPVXhDoOJqzmEFTgrvQrBV7l80QUpGlHts2RPzQ23r84kcCOokNCIyRRFpZ2zArPoeBrFTbYyA3xYdxP22egCL/bMqYPLOZB6Aib37J5YoRVp4UYDclsNdb7cbjg3VrlRwZo6EMUscwKW0AbFP2tnWtGWZsmh0yPTPAi6KUKE7LrnnfqxIsa+QIzwPgXLiPa07X714HAM5yXjK3U7TvSpOy0VhVRfZKuJKksAq1o8UrQFs54kiUcquTtHz2VIIXJnzqsyEf+mSbSPtWngiFFJJAUDUVTzDGmO4uz42LbPG84C4DOZyMJlVAZUFt0FqX2c1qdILdCrzmpfzIO/vsPxbwe39ptTgoMiEZaRtwyoySwasCrAJdFWMXEqVYYZSpJIu1Bk1uE1IWZElp/0wLK1MKe68qtqrq09ewuLPyP295R04iz3cTFI6bp63cCn3yjXol3lxLYiJJu2GHvXtKPg+4q0BROL/MlSas8+Geb/lx7aTqtdOTKceBPrbFnax0tnJZu/y5A+x1WFvldmD1bGcNLq/An32lwUpUgNsC3JdWe3tiXJ6MfdbC4nTwvB6+Xa3tMnjhLozLk8ppGAN3ZudzK63Q2iPNPKaCjHe8fsBn7m2w1FMgE9CKBKvHC5lCAbixW82VK8WnrIY3KScpVNSnSGPBbMGdM3cOfCEq8K8Xowj3s+SEIMcaIsbBXnxC1z4ssOdeh1TaUuM0Uyx2AjIR4rVbHknkM9P2qIWeU+nlArrykoqlTUwA/IXuPvf9ZNbPLjNmAvATW3MX7F0UuMu14FblcJpimw8zIUmcXdhcPV44J42Uz36txoNP1dGF9pZ5z6Uo5Ml4vUk5TWq9C+Auu89L4jl7lj54JVEmmyHcnesyI1Gm8sXTzMfTKTddFfMtNw746OcCUDEIiRGCSHu2zCGHrXSYu/poDshza1CVmxbY9zKvMDRjUgU7LNWYSpbI6n0hUaSoWLySrNUNp4UL7PG68fIzTpIra7EWCcAIVroS4Qm86ZbEJJK5KYWUxWw4Z/kU46fAZafxXz7xs+dhbuEAYzIpIN3AzbUGRQXqMsjMgW2DTF0xeu4ZW11dsXix+5rV4rlEkSlK2sHvh45LPvLZFmd7gd3vWtpB70pQ7diwzg06/t3EGOBfQJ1UbF5KlAn/1+k7HNtI16kTV7J4ttufbGpmfN+39Ln3qZBD5ySIBFBoJCMhy02kysxi4X47d2FZ3VjKFcrKQmXASLsZlU3hgzR5+1ohWQRlhaEpfo8QYyAvdqoug15RxHVOFaET24kSeBN14ZOLj7GFwHGUsdJJkb7Gm25qSAxzU4ZEQ5qu3W12vWs1CfYXZvJxp2Fy2Rrr6VsjT4zjgVesXdqFOaALxi4HRXqV3i4CzVJ3ywxPWmkSBAlRpvntj7e5+9G67W2TntXeUtquHVHNX1nzWSdv5Akmd8+Xe/7WZjCrKsNq22u3fNYto7XtZoVdmGWaVHqo1OPVL4354Xd3+bnfDohSaTNQWpLmrorUrrtl8tU4r23MbyjbBEBZkGKwoC5vSmNs3XkO+OI/Mbn+LuVKedPn/35xnvLOOT2BEcZAXTFs9VmfhyjyE6iNIc2g109Y7Wf4tQxvw3SEbyLOtzN6Q0Ms85nVTtPx2D/kglyMvxYTP58EthwDvxlj7kl5IoTbLa7HZnIUYPekKbu9q2GRzrjfNeyd5T9PSwb3g5SvPuzzmbsbRLEPda/U3iV7FzHAmDyZYG4H2C6gXSaapG+3sKnaN9QFNxhVZfTcWvFMS6S2UqUAepp61Bsp73j1kNvvHnLHw8rahvkOCYnwGOIUNFEFgGCcQZUVLVoNTu6o5HUp0vrgNhkk8vfksqTIpZgxi7CyCc1EE41LCjnIx7C1lrXHcJifx2KcYJJoOv2MpY5GBBqv00/oDVPSLC8tNbap1G2nchln3YcL7gkWdwMBt7jdLcBxnRMhXA3usHgZaI4zecngLqAdn7sCewVuLwd34Ces9g2fvbfBvjM1K02ELYkVhfYWOBOk1rL2C9XHv6A+GWMfUVpyY40QVCOD1w4HqmpUpFRInSG1RxJ5XLI54Vte2efBvQGdOE+/aqvHYxTFPhCS3Bt3y2hN9dmL5E7xVcYkiyicFFNOQrOsbZzgUmCkWzJgHNvQKeUtCdGRTH+d80ZFCIZqgJGUgkZD0Wp6eMfONhn0Yjp9j3rN1nRo8tQx1XCfsQq453ust0xPdGyUwCgdk7VMrhzdXY4lUJVUKYBdbuFdWoQOuMsNU7Ox5wLcvpeiyfifn6vzoU+3MKKQJi57U2nvCX9+vW4VyovlgPwF2Husko9xL7ysCy9rN8an0BZSRWcSLa0vrqQmyXyk0vzI2wccPO3zoc94JGkFco0gEhKli0ESBZ1WzxXGHYGbJ3pMDnQlqpoTO3EhTwY5HrXJM4vlal2AuIwBxs+XO/HqeU7b2PmbBHhxPtsNybY5ydaNEm+6KRGZYMkBngKMGu80Ke6aCuRiXX1etkm5wWYJ7PGu7zUSxWHscRZ3A0wzAXJdShQ5Zg86TcNj1mCKkgl+kHDwrOQzdzbp932o270g7X6QjnOyTlvaWIPDxE1dqZS/OslTMfg4iVRa3Jlboot6Dwfo0knd5wGnlHamYauZ8vbXDPjCPXUOnsnTr3ZuL5kQDN1PWoDbGFB2hjjkUqQIPPP/Woni8lsiVKJqaTNU56kAusmvrTZF9tqpvKRi9skY7nkZe4IgXIDbf99+nt5As9zJ8DQBBt/ujuBZYJV3BsJZNouls/qNaxh98kMWdRDFF3LAPK69q8lIxV70Sjp/VgC7mGrqzqtWppQi1XYbGdKRJ9JlcWlrT6JEc/sDTb7yWN12eMjK95alNHGdHDEG8vLmnUhcFLj56yyzLjONAd098ulrBYObfCsSq7t1JVO0JBMKlWm0UCSRx+uvjXn9TUNOfN4n0laHF1ZHikckrNyQmkqm5NbdWnshz2rKkt+slpY2eaPs5c7rUtYCvQpkBcgiXzAuUUob0GXMMVfPjJ0rtxOpHFKVDx+q1wParRre1u0XrIb+6AtJV/5jQ5b/Y6K8O8qpR7no0g7buHfWGGs7IK8uvv2LYxbhOsAumL0AtCj85zUuiqO93eCySO4UoC5S8TJFKtupI4OUux4OeN/vT5FpD4Ji17acvSfS8kpMrDKObFmPvcfA/UJAn1gZ18iUMfekmh1otECLylEpE0DSeuNCe6SpJggyfur7u+w76XHXQxIdCMopk0KQaMWQIqwrPlCBXFEBCsvkqiQ/e5+oom2tXLVza3AC6IUet06K/bJmjMELvJi158yVcaWCGI8R3UMbg+8pPL/xhe3bt62q97x1pi/T04fCIPtho5OyQ31MJrj2WHlxqxFrYyWubgOudLS2dF2RgonXqYV2p5hOVgiqKh0//uyCuyqmUk4GUzm9lieXBe/7yBT3PtaEmm/ZOz88KahLyg2lig2uyh0V1hz5+So7oMaHEam83UuqiYZpR9dX70V5o5cbyZbnca1FuVbmFXMC89cG5udSQs/w4JMBq0M5sdTIcoq4zJElXKYq3hcKZsLsLJh0ku+LPKlZhwzLP2OChcGRw8WgTacZW1fzzO1gJLuhVpble0bZ3b6JE00mQg4cXfi+O+99ep+XZvYDamM3XgK34TWfIV0yhk3PFuw+yeDF3beWwbXz2h0ttlaiVIGlvZBjzonIA0tHe4+zdwHuSc2d5kFmShZkfOS2Kf78a01MTYFQZcWgEFVRlSfNeH+jq73LY6Ki8vkEpFhLSpOJcRcQ1SpqJtipqi7URf1HqcudGhWhkFqTCQ85zHjHrUOePezz/g97xGE6ZtQb7RMVmkpXyR+rw/IUvbQAMY6UMOTvpZVRkjwAza8jwt6sBhBZkeEEYcanCpP76WOrv3N2xjV3xdzaDcDzMYPaWMD7gSVTA3hai3KpqAUZYOz85WKbuaIdSLoD24u54euPTSz0t+um2F24JoNNV6JUPytBPRFgFvvDFM6Jq7NV6XFXelvmmls6tSd3PBTy+59vMsryKfiiOOwmpmXNyZgcmZya+sIFZGuymWvW3Ymfm6LxYKIuPLcL1+wyNhZoOs6KtAA30vriWmoy7RH6mu9/S5/7ngi44zFrFxbeOFKgjUekbTtaVeDtWIfYa63yBJCV0Vay2MCSshCx9MRzv7uoaSqki3vuMJU2f97gMv+/IsPugruYn5k5DK411CnKecHbPNfN796ENImIU58kVchUkgqByOyWgSLfs7C4a6Spout1A03GP7wbXI4D3Fl2HVk0DnRdSRZRsbec1N5lgOnUeMs8Je8lDCL4hd+d4vCpEONVuyUXvrefB5dKmHWZWzrAHdPcuIAWY+fihQT5ZKZ4PKPpFl+Nj1kbq00ZqziUaKHIdC5RMo0QHjLOuHBbyn/6gQ73/fuQ3qhg7EqKaDwik/v4BYM7IDeiclRKJ0XaVjKEqdibKmNpHBfF7aovpw9PLHovlBArvW5T+N0mL6yy4E4yQZLBIIaRgdrQ/j1vdoNGSslwGDHo9PD9JsORHY9gD7sdRpaP3RIaRHHSi6siKpvGBbk7JncS2JUtWAWW7rZ0ymHwCtDOa+EmbyaSOcXuvPkW1J6XkGbwG59q8dhzNcfzVuWz3WTWOO1oZiy4dJm7zASucU+KWguXjtwzM3aW1l7A0h1wNvUqwWxYU20ockYXuYQsGD2TaJEfmbJSRRuuuyzhx7+tw698fJo4k0BafQkjyFCMMvvFXJAbbMLGztDPqbj4+LlTooQp5YoRVT24ceSozXA6ss44p8r9Z92Fo2BwKHV5IUXSHOBJZjds6MeSoUmYnRLMtn3STOMtmR/BV20W+w+TrHycHZtSsswNJBRmUmg7uhAhxi7bmrFbjDN3GRDJCRaX7usK5EK4W9i5IM+cn7vbTY8zt6dSvFrGlx8I+b1PtegMfZvBcUAuhCjZ23PZu1rFHeeHNYxUJbgqDhfl/z/P6OR1fuayOGPsXQHb1d3G0ePVFnsGLSybZ1IhjUZrjyzVtGuaH3zngEeeCbn9fgUNUeiJYpklQxLp4vNPMLnME1C5Bq/S9mCknScuXTYvQI5z/oyLB+HmlyoGd8+HI02MGZckBXPHKUQZ9GPBdDvm3/2T1/Lam69hebWPt2OTj/IDZpSiK4raaGlLMrV1AKo6YMq2Jcscay5Vqb9d1hZMpubNGplSFVrpMf09FlyWIHeZWpdWoMz1dlElKGWK9FKeO+rxm59oc3DJz/e9z9m70N5r2Hu94HJ8Ay03KFrT/OGsYmseBTtNJHYq0hiXfmWixYl9pPN3x7Kc+e4NxaayopAsQiOkQiaaPbMZ/+xdPY6e9ThwSmC8CZElfVItGTEOcqMdJMr8+kvsFjfFF5VVi1vxvQSW1QtFVKx+1onMwW5EpcknTlfF4E6AaSg3Js40JBpGqSQGTix4HD/XZKHTZnFV4C31NNKDQW+EL5eYbs3YzX1SSZpvHSd01awqRb50ynUcFJwL79ZKj80PGd/DpeprdDW4HndUpKO9Cwel1OIZ7lbThf8tZUoQppztCH7hw20+89UGxvdsG5rw12VvVR6TweXao/yuzvsS2M6y69wF6xH2GNjXWyGNZqxNbHKLa2EKArLsnelqaz/rqEiE8NCZIcXgS807bh3SiSQ/+cuKc6sCwkkm90qQU9xgVVRo2VtS9pOZnNlVYb44dSnSOUdVheF40Clyb7xyoyZA7jZlA2Oukrb9l4NUsDwwNPwOMzMD5mdTDAmyFkjmpsKzvZH80oFzG+kOB4RBWvrX7pVzGXndEtgi2zjhd9tmhQq0qnRDnFkfaiKBU3bs5CBWDrgnPO+qaTi1LJ7XmsRo/vLrdb78UMPqblVo7oLFC/Yudg0enzfoRvxjfZfukuve2Ouw9nrL7npIH9PgFMztzhhxs8pVAZa785hlcFk6LPa1cra/thWHwkjecOOIt758QCDSvEY6BeMemtTASEOkBYmGRAsSY/dMtQekpthjM2fUnFmrvTcrptXOUfxd19+2z6Y8THE452cdtUxmBIMUmkGHb77JZ7ZpvhRnrbOZ9lD/4398gHDTTavPHW2tLq5k37mhdYS5qRqDYUiceKRp4a+K/G6uwM4YCKrtLIR0a6fdwimn5WwymTMB/urPCnfE3TN93BYsUvGeLILKlExqbru7zn/94BRHzoZ5E0PgJHU8hBSEEmrSODNPTDlbvErmVMNIy+1TRJG8sgkam9KXVPsJObPMZTGpS44nbtwkmXtMBLSTdTBuLqHYQcEtXhsPiu3qOFbhqQ2z7YzLL0o5cV5x4LhnEz5uhVhuJZo8xqrS6MJZmIRzn4qc5dfe4ZPJnXJVc2SaMI5Um7j/J5/Lhc+IXKIIVkeCTTMr/Jvv3MObbtz8r6PuMw/svviNtgT49S+JEFIyGqRM1e2kzjhVpGkxMqzqMKkEl+uCFXKk2jqOseXd3e65YvpKloAQk3ug6zFpUgWXutLgDrit5s4rBf2MI4uS3/t0k32HQmjlCZ18+lPB4pPsvW63P+uw9phUGW+jct2V9c4TY6CYVCoCO4y++guT3fbl3yuSHvkAHHeuoXQrD4XM3TBjp17lQWcSGS7bk/D97+jx0FMBRxecpaqwDyUYrUilLKVSqB1Nnmtx10FBCFsyK21RQKG/TR6UF3XkZYc8Vo9nrmQZdy3GzmPxXgkw0uArQagMoTKs9H3uebLOSPsMhrbsxAO44aV7aLYa3HHnMl9+aB83XVEnSQKiVJFlxXInSjO/ujkdk95J7FT6e9wdWeOcOKll1xIcB3m+dXQpZbLcF3f8bpEfOXsv9wS/9odt7nysZqsEx2xBC3Qpyeu9Xc+7KA6risTcsRClTGG9asLniyqf/zGWwaxQPp66Lp/zfYu1ZWuNyF/nFmLxugS1dVOyPDITQqGFfc6w7lQ20Nx6bcS/+O4u/+13p1kZFsDOrQ8tShCnUuS7n4iyAMzkAabJAa9E/nNEPs/ElG4KpbMiymxncX715KkTlM3LhTbHOdeQ85Xz7+z0DNdfobj+mu205i6nng4qgDenNoN30e37Dt73vpXunp88fHLIVKvYZW2CsXGCx3UAPW4JGoetXaDjAFw7ur1getc10SXYXXBXwWXO3nm9yUgYfvvTLT78qRa9zLfDA0WRkvfHAsugaKRwAsy15bBuBjZnbMd0cF/blcwd5/vXALmprmix7LoZzbHacdcu1Dbwcy1EnQeYFfAFQss84DQOm2syrSA1tPyEH35nj3NLil//w/ZYGS0lqAHtVSDPz4NfAFoX0SUl0At/3MjKUZFjzyLfDmvMw5lImlFKmbH0vsxr2XNXL/QNW2uwa24Tfha973W3XnH7vn0nikUIhH8xf/yR/z6YbQyOXLzDx/MEg5HHMPKIYkmSyIrJtbPNssNDbl3JmmSNqIqpCtmhpCmHSo5nLPWY1pZOuWsFbmsPlqn4HOTG0zx7KOCPb2/QTfLJmMJJx+fsLajKYT1R3Wzl55zQwOM3M2M3uMssk2Wf49Twwlzu9sCOveZ5hlMWWeWJrU/c7nujJSaPn6x1qMr2Nm2UlR+JouUZ3vOGPpdfHCEzJ9AsAk+dgclAG1IDkYFIQ2Js8JmZPODMA8u0sPHcANQJPse2TXTaI9cNJE11rouCNJW3moYBNEKoB4I4MRw/5/HEMytHfuFnf3Fw3WU7KoADvPnNr+Nt/+gtXHzJRpa7XZY6iv5QWYBnRZTu+LZUDOa6KON2n+OUTCRxCqtvHMhm4r1rDWYOuKtkTuGaKD/jmcM+P/6LMzx1IMT4hd52GFxIxxasak5K9p5M6vwVenxse5Ixi6sydP86qsWYdf6W45wUTD+2x3yxM/LYzyyLVwODXH9cjk3H0vnIicx46FhxzUUJH/jJVa7cE0GS5aB2XZUkB7sh1Rbko8JZyZ9Ts9ZVKYf668q/Lp2U0td2N+F6fseEPAtaAtwTNGqS2SlFsxGxc88FvPlb3s7r3/iW8j8pAR6bGYQ/yyMH6nz2XsHxs5L+SBK77J2Pri3C3UqSVMHlWFWgK1Mca1BJN3CcdEcKdnbZ3LK3C+4S2DLF8zU9I/mtTzd5fG9Iplzmrjp1wAksxxyKPDZgPQfCBbrbke6wt5hkc4e/XwDh7gUck+GmkoaTFlnF5OPyBOfvTQ7QL6oMjfPatr2pvCtfITLJdZdH/Njb+7RkZnPgJXs7LG4yMLYOJM7ZPC7AnVuHmYHU2IrUtEzIiBLQmQNml81dAp08XMeu2Lrd9wX1ULJ9o89bXg6ve1nArh1zXLxrpjyvZSN1b9hAqOZBX248tHXD/B6tNUkqyYJijG81p44xNnP6E9dhcDf9PvZnjv4ubwChnddVxtK+z3JJkyFFhhIpSmR4fsZAw+99psknvtwkyounKub2SvYuOnWqLffMGs97vV7LSWkyVoPioNh12SrH5IU5fNL6Kis0J0plDbkcHkvhO40ROt8ZYywRJJHGlK1uwkibKjfKPufBpzCGLDMEwvCu1w/Ye8zj9z7dop9gT1ipwwtKNIAi05K46NXUhd4WMBFwljGFtg6LKeIXOX4uJHlsIatfVYB7jMipss2esqtDkm1lqrn50Ja58OBolK5l8Iv3bOOJx+//0oU7pj526YWbCbx8VAN5psn519dsHLSuLFnv9YT0cGq7J4HuZiirqkEL7lKueCm9GD78503+nw+3Ob/k58B2NXdxCIe9zZps5WRw6TomYzLk+TS5Q9iFqyLEC4O7QLWZfO1KwZKtbeQ2JlOo0vWTuyVXLO7KEpfR1VgNuR0Bp9g8p/mPP9Dhn769RytMbVWTcSSLzqWKycDoMSYvEkGJEaS5LrdlrG7CJ48HzETSRztyRY9LFNc/L0WgsTeB1obBKCVhnl40/bF7vv7gl5pT29YCHCAIAmr1xudaDfX47JRvd6nyJpbpwuuerCVx9PUkU6+1/8wE0J1nsU6AWUgSUQWUSmXImuHP76rz3t9pc3bZt8JMrtXdruft2oLjrompwF2sRkzocQfYL1hrsg7r/JUgdzRKeUFzth7zxAuWd+VKsbw7QJ/c/aAEe9mRL8alirEgT2LFlhnNf/zBLv/4NQNbxaRzDa5zYJdZTwtyrSHWtkw1zmVKUgC7DDitZCk7coxYI1XGQF6sWpPBdwFuY0gzwzDSRIlkFJvHa7Xa56T0J1YF53Hrra/l3NE77t04039487yhVc/w8634ClBXdpijveU6gBYuoztpeuWCvZAlEyCXE0FlCW5ddeeEmoMnPT762SZnFoK8r9IFthtYWs1d1ps8T6f8mMXpMLhdqapdnqEKKMesrfG2lL/xY5y1x31yd6KBzv9CVZzlpO71uAavtglxgk8zCXbby2mKAUKxZMt8xnd/84A9F8QQO/q7dFTGQW6MBXXkpvZzVnfT9QWws/xzrqvHDeXYjDUyzXlOUkN/mLHaNxw71Xv49z/2+Xtf9epbx86pN3mSr7hsDoGks3SOM2dT+qMgv8CuHKlck7VMPZ6JnCyeKnxukduFYj3NLTTCyVpWzJ0fgebQaY///IFpvvpIzTZQiknNXQG8yljmvjfrt6H9ldqbtT8fr7x6HkJ3WN1N4hSgnkR4BfSqsrAMIMFpG2SsZrwqwJp8nx+lTy6R2ESQzSgaq8ONgrzDXo8Mr7t+xM//eIef+cAUh88E9iSCo8nFGEUaJKn75U9MKwAALhhJREFUzculSOSqPS/KKtOV1isvKhQFFvj2tR2ij3GrJ0357xbfvzMw6CRk1yUXoPXY2Vwf4M1Nb0BJL35iX4d+5wSeknmrknECygrIYxOnXDA7CZsxR0WsL1WE0C8A7oLRU5SvOXre42d/c4pP3N4gFmoimeOC3LKul+tuD9bV3u68lvVH/U4GleNKZE3pLO4NwJrVwJUc48VVE1tsO8Au/uv1gb12Qm1ZkCXsPEI7AbYCuzYSoe1v1E5yykpQRaoNNS/l3d80INPwM78xxbHzAgoFUILcTIBckJZZV6q+zfIMmerMaVNqQpNH0JIS+/lnzSdluUDPz6eSgtm24KabNvKd735DnKYp7/uZvwLgRm5kan7634eNK684fbJ3a83v06xXJDVmAeYAdSWKcoArHIlSZTG1nUbqZCgtkI0D7qxyTqSu7EAv49iCz0/9+hSfuqNBLPMt2MSELeh43p6gHF4/trnVeoyNA3YHlOMypAKue1TYr1jmb/Io1R8VUCthPu5irWcdlm2EDuh1CWbbcgh2Rzw7Xs26KkWRdWFKCqHyzh1bZOirjPe8cYin4Kd/fZpj54N8CWTcXSki83yaeGrsRFnbM2pjH1uRm/dyCpvit/UqxlkR7KqCtGxebE8pHI8cbMIn8GDLpimuv/LSr23fsuPfQ2fNeZWTP7hgywyPP/DV7vxsY5/ne1mWVXUBLhuX5a1OXUkxTm3cw67ALXNwjyVyijJap757XHPnQaanOb2s+I+/McWnbp8Et6pK88rA0rK3L3P2LmxB1jYyuIAuTsi6NeBigqWdw76oZl//TR/jbL0OkJl4LrS348KMaXAnAJ3sBsocR8XoKgFUTKwttLjWijSTeBm865uG/Ncf77BlLhn3xMvXrsOST2fIdXlcZD2LRJCpgs/ifeGfl3752IiI8bJak5OBUuB5fqZNY98dd3y5K8T0Xw3w4uKOhv0fr9UaT8q86cEr55CsLWMttw+ZyEpWMsb5ucpwrcCSwd0EjqgkiZSJHffgwe/c1uITX2wQK5k3LrhyxFsLblFlLKsey4lGhvwkTHbNj4NXjEsN1zsciysnvMK/EbrXeuJjswtLcIu1QHdT+Uas0eQV4IvAc53MppPxzApXxdiUvs4kXmp495sG/ODb+nhZltuH6QTI8+BTF4khKy8SY4PP2BQ2Ym4ljrWfVcFoqp0EkQN6OwfF5P+drftpNhpPdnu9H1+v+eZ5AX7LK14HJNnOnbtMvWbHSYR+RuBVe7yPD94Z76pxj4rNs/9ve18eZkdVb7v23jWcuYd0ujN00kknZCATYQjGSJBRBRR8Iuin8pyvoD4UhSvXexXxXgUUBxxQnjjh/Xxc4AoEUMAnGCJTIBCGhMzphMzpeThT1d7vj7131a461d1JCCbg2993+pwazjnVdVb9au31m5AsDSpLTXwQGgumUs4dWAQPP57G7Q9nUE6UAY1lhNREqyamJEgiykk0RDYiB8apC2o5eEQnjwD6wK24qZYE64yVETe+kgwDpUUkU5Ua0HMD3CL6OigHZ3g4QwtOIVTcCucULhe4+KwhnLG4COKb7vwYyIWxXnBwobRyBfKKilvRerm27IEnlENmlan9PJW1U/WloFOpCpQrAlWfoG3KFFEqVfyzzjoj8fxaGGYsOO5keF7pdlpdO4P6A1mZXQ+YrnUp+flGBnwo/5HYpFPHexNicG/FuSnx1bOpe3tgFgexgPtWpHHVj+qwdourEoZNYMdVk2RqQhOAnjSJTFwX5+IxqTAIrgpIdPRCGAncJnYT15uWOsjVJLXURU80Axe+ycFhTC6J8mJScMhkCQ4CAirDVpVUI9UWJv8BFfpKfGBuexXf+0IfrmTAAyvSko8zdaSBpzNpUPiQdMUnBByAo8JtmQqhFUS1RuHqdWziHSQ4eAJDZYLmlsbBRSeddHsmk8Lw3zrMaGyaIHo7n71p3MRJnZbdjUK2BMf2asqkhc1V/ZCmGEXoIzo3MTi1QUsiaWcqWZgxCe57H0vjKz8uYO1WBW6aNKEMqQmhShJEGG8SBFPpiMf4A0o9QC2oNYxJDN3RMFkD0BGtfJQRQ7LJp01NPNglpglH1kFz8uRYlSgXp0YhzzDNLYhV0Rn6ynL7goH7KhKxQjC7rYrrP9eH804pqmo7Jg+Ppb5p55DwIVSgViXwfhJUgmAtOTGtcmnhgyAun8DzCTxVJqLqA91FigG/gmPnTu98bOWLN02eNHHYKf2wFhwAinQ2ekq9uP/xFXjvkqq8zqnZis/ooW4oI4HWbSQ1EFMe1Fk6aiIZUBOiK1FxwALuXZHGv/ykgJc3m+Ae7iEdOnagmojEGO9E602TFZV4zEkc00nLAciBgxVSYshW4CSxEtYIpUAtn9UWoCQyzoSFGflRiRBAZJkAgkp5TpVPIALKkjM5caUMRGfWV3zMnVrFtz7bByGA+1dklCVXB68PTD+4UEIAAEEhoMJslbplg8BS3kkZ1SkVGEtA1mNRMqnum2rZAp+8wMd7zp2IdLoenxrhdI4IcG5NKHf3lz4zdsyCO7btWp8d31RFJuUH3YN1bZJQEuQxV74I18cpigY3MSaViqrAInjg8RSu/lEBa7a4w3gpY9xbgdmOgzui3SdIhEAE7DCX46AlsWc9SIK1Hk1NEcaH11wJBGYtmmjpCEMyjEUcwqQqQtaV1HFDgUtfLRAjQIvoZIng2xQroTJ5AlTJiYKF6WxlYN7UKq7/fB+4AP74eNqQCocDlAjmSQLKdU/lRNIispSzRQAqJLX0qd5HXigWBRwmML4OmNwyb7A+a32mrrGxPNJpHhHgE+vKvH3RjJUL2lN9zz2+NUtIBZbFYVsebNuLZNzIWoTCsI4muDWweXARhKBXvJv4IIxDMII/PZnClT8sYO0WR3opEy136MyBig50aBhrol3xLA5mw3qbFl2DNLoviYA52nc+uk2b/Nji6EMgaAeCBGdPiGANPRGCPl6c0ziCaENXodzbEszgVOZ+Ug1sefFrbZwLASivZxDGqL7dNyX+ssCcKVV853/1QQiCh59IyQLcw4Kcq+PXQrqkRR6RKgkh8iZAIAPjLC4NlhsU1wdSQsCxLExqP6OP2lNW7tg5wA8Z4E1jxwCw9w/2li6cNXvmo+Xev9ppV8CxZO4jY74RaRj6qsL6Jwr0Bqgp8WNWXYGbSnD/5RkXV3yvgHXbHMANS6sNR0vMWBPNu6O1TcJcy9FqDEacNiS2PbbNxG+A41ozfiD4TlwRcelrUIm4tY5eAzDXB9GGCujqIuKcgDChyu/pyEQKInigkwMUoFwW+NaA1d5ESD06+NaKj2Pbqvj+F3vxOQ949JnhQC6iKwUPrHl4kRPtY1LnWXZ3sylBRqkppQrHmafOr/YNVi7M53P7Ldsd8fyOdEMBIQ5K/ZvQ1DxlR8uE9s2ZHEE2PYB8dgj5zBCy6SGknRIcqyxLpAX1ADWnNpw55oTTrD6lLbdF8PDTLj7/nTqs73BUBaqRaEkIbhu11EQ/RpIFoyG/2qbEOLgJ9hjw4zCPvMfcHMN5kjQY8WLHdhDmKhHdXFPWzQCu3G5q5LX6uAZ9OLEMJ55hZpCWDvU2I/WNU4gqwYzJVfz4y704Y1EJzFcVMQVHbWCWH5l4hhGKUS1d+BWISgVeuYxiqYrussCuIQG3Pot582dunjF96o4X1nYgk3YOHeAAQCjD7ff/seOhZ0uf2t43D4wMQZBBVMQgyv4QBCnCtiqwmS6XZsaO8ICaaOWEKN5NdLSgI8H9f1e6+MKNdVi/3YFInFCaJde01xJBrEkQBotoJk4ioIEoZYnJg3qn4XVu48IYDtQHOcyqspF4FHNloIGTGksdgn0EBxBCb6Z2GnE16eM8qrrowkEiHlZrglzldXJOIcoEMyZV8YMrenHaohKoz6VoHcnr5FHtPP7MlTeUV0D8IjK0H2PsLoyx9iNPe+FVy/jk+yZh6fw9n+rce08HY2zU82qNtkMqNxX9A4Ow3Myu4n7nsSefXHXKH5/sR6maAvUqOOvkPpzz1gqIB4CzwDFBTE6uuTcJaQklHMwV2NbJ8MTzLq75eR7rOxwIx7TU1HgYVEX1DmEERqs/RHIsgyJDMeUkWkgzFgMeoSUkQlsCQEckRAPchwDqKMJrFzXpE0FEnghv59DAFiHYCSK8W4sZWvuO7KNqC8rJJ1W95TXnpiCqHjwIQKmsdyhjRVgk0EpGk6jzV+WY1VbFTVf04uu3cDz1nIttnRagjaycuSK0q/q/DAIk5E7cg+2XcfbiXpy9qARSpegrAo+vn4JxLSc8Nm7Skl2NLUNw3exrBzgA5HNZPPbU8o0NdQ03PbLu9FN+9oeVcO0MSv1VZLIdOHtJdwAQfeCac8NQTQKAK3Cv32njhltzWPa3FPb1WDFwJ00odTkoWTbArOcdKZJJZMiPqXNHS0HUSoEBlmMUJOTqB4BgIn8sE6s11WUTMC2GWR/ZJ+DmEgRRWRCKU2sHid7PtOiyMKeOROQ6kUJF8ZHAo8kluANAEyUpUsW9uQI5Ue8TYUShAGiZY+bkKn50ZS+W/S2FG27NY8OrANyE/06oKxAwwQMAsMHxtrllfOI8hsGeLKrVIt77zpkoO+5NL697dOPcWacdCHQPDOAAwFKzQFN1K+fN5Hd/8Oy+CzZs3IqyIDi2nYB4LnzfguyJyCOWmxiaN1HaOEsJbNxp4dqb87jrzxmUfCKlwCRw604EgeWWspeFaKyJDKISQck4ErHMCS55iIgljsaXJCQXwzTmJFEaTLpADmiYkqFeVvVRApqiObqiEZFi2spiRyeZplU3L4JY9zzoZlcAuCwvpyvUAjTQ2TmXp1+DnNCw4xsU7vXhUI+jpcHHh88ZgusIfOMnBWzaaYBcG+1g3qEmtgTymdqoQuD5jQWsejGHwcE0mponY9rsE+/OjZm2Milq8DUD/K0LmrFl66sdHzzvxMt7drzIGuzOdzfVDeL4qXkMDjKjbYiI0RENbrXNBjbtsHHNzxS4BVXu9yTLHfVSBuBWE8to2YeQbkSkwZhqkhTvHVdVzInJaLw8CvxawB/MMJO6TQUlwDxQy7eR8EiMEZcUhHCpPesvICChwyjYTyVHRKiJzATWkriWEqEwGYBchc+Ksg/X4rjwjCIggGtuLmDzLkjvjXb+UBaVrxCW+qC2i+fWpfCHnI0p4wvw3YnLFoxZenlf965tdY1TDvicjjrJNMfUKa14Ze2qbWeeduJLp548HsdO5SDIYqiUhudZ6qpXP26Qkqbd8gLUBbbutfD1m/O48+EMSmBKLRkJ3IanUoHaQZya6MKecp0GsqQnRoQgjQI0UE40iIdRTSIgjK+LoJsAtYujg9oEbtI+6k8E3OoLIuG1OjEZEqyBohJcELrsR6zkhJHIHFamjedyRhtdmYpLkMBsqCtCMPAqQUoIXHRmEddc1oe25qqR/qbjX9VrfWUTCosyFBwK5ttYvc7DvoExaJ543EtPP/3strrGiQcD2QO34Hq0ThyHbKH1estb1z7Y1XExFf2BzAToW3totaViIlARFKtesHHznVnc8ecMKroELUYBONUWXALWhuqCZkwqQw+lrk4VU1BqwCwioNZglICOkm/zYqjF8oHb6EOdgwogLEap+Ya26iJ81l0XAlqr7wQ1Vly+RydHcP0BXMbxgEO6+IMLQtYdlxybgxAjniUiWiNqydU5Ex6HYwlcfGYR4MBP78ziuVcclLW1J0CQgKneqJWxsifA7QYUGltvXzB/3vUbNr160OfvoCw4ADSMmYTO7ct6G5raPp7LsRUWIxE3PCG+oXn7YJZAEQS/vj+DC77ciNsDcJsqyQGCmyQ4dKhAkvtdy4XRtiOIBlXFwRujHDWgjE88DxG0Bz9IxMIH9EWvMHhMcl1xc9mkMaTGsgNaFgwDr2rap2htXIxsyWX7Gwbfo7B9CfJ7v9uN/3nuILLUD0tS6Ack0AWE9GxSBmKlV8w6ZvLHb7ntwd6ZM9pef4ADwPj294Aye6ix9eIKWCMs5sGxqrCtKiymowE9WI7AoCD49T1ZXH1zHvv6LFTBQnBjJHBHte5QDjTzJ4URLRivbyIiljuJitSEyCLZqtdMRiPQk0rJ4UO8AcYAwLGhgBjl3SZ4Y8AOwD+MPh6rhBVZFyRDGIkScZBHAB+jKzqJwqewuEBT3sO3L+vHJe9RIK8ommJo4J7nY6jKMWFsAVddem7FTaWGPvPRcw7pbB40RdEjWzcDEPzppgknLsbQpnQ6PQBGPGnNmZxQbthj4d6/pvHtW/Po6bcMvk0TAJ6wDVFw2xFPpTAkwARwxy23ab1joEUSaA0+boI9UT45ANAe6kh05RsfZ05MA05CjHVKkQlFGRGx4irMRDIQTVlUmWRKoheL3EaVmhLOOGnQu1Nm6wtBA1GFqqpaFDI3kwiBxpyPb/5TP1K2wLJHM9i410agWfIq4Jdhp+pw+ttPKB4/r/1pRg/JDgN4DQBPpfPgXv9XC+NOFw/86fkv7tq1OnXx6b1oqvMASvD4Sw6+cUsBf12dQtlTk0lqcG6QmEJiAjxUTBii4LZIWNckaPOHKG2IxnnHQG48ULNuOM2aRJ7iqw95GGAlkZXR7RELTRCxyjC4tyCx/YIYFBHydZIAbBV2QtROoTMI0hnECbiOTwECkEtdnYbHxzm4obYEFJ3rc01AiA9UORozPr51aR/OXlLGNT8v4KkXXYBSNNZ7eM+SEmYeM6n04fe/7QeCuv9aV5c+5FM8uq9zhPGNa78tujNLHluztZF1ddmLT5q1gzU0VPH4iyn884/r8cjKFHyoMsbUdLPHLbbpig9jTAJPpTmpjIHbtNzBuoSwWDMORXdSi0iE+gcw36tfUxK5CKh5QRCAqnXymRjbwgeNrEuQMROOJ6lOS2I8O+R3R/4PiJq7Do1dTDUeWyBK1WDsaHxO8DLO28w7pfEBwTEE1Eq+tm2O6ZM9zJzkYd02hld32qivt/FvH5tS+dC7Wq+vz276ZqZwsofXMA7Zguvx3kVepb/Udt3UMXsqlXLdtd/6BaN3PZLHcxscqW8zA9SBmE8MK15rueNueIZoRao4uCPJxDQK7BqgGHe7JB4+3Kjh3sMxFQWwgxnmpDHqxDF2ML/P3Me08sZnCRX3LfT7BMLODKaXE0IyEk6U9RUA5bJADw0pC6VUWmhIfVwX3A8sOYzMIeUs0tN9lfGmIk9V5CLh4FUCxn2cMr+MH1/Zg98/XMb9z7TzR16efe2UydO+t2ZrT+W14vOwTIs6Nv4OzQ2pOQ+s2LH6kn99kg0VqyBEgFMbILZhpU1yqDlCXEkJcypdk5qo5lDWKOAOJpURqVAkWPTwOdyXRCx3uJ0YF456TRFYa6a3q4ZTTN8JguZTJGhWpT+LUeMuoV4zpp51wy5qXLBG4y7dfKr2OdoDKex/ZGyLV/slCPJnzUQVvZ0ZFYK1byNSMFWVCyFBmQ+d/OIHWV06pDrQgggCKdliVVDqgYOiq8fB8s3v9/cMzFrgsoGXP/3B971mbL5mCw4ARTETqcb8hgqddNl3r3Bu5oP30FvvtbBqUwZIuSEFCcyIST5JxIJHPZViRFpSA27EQAxtQ2qtdfzqHpZ9j2ICDtJYH9QwExyCdYYWHsSKK85tvBFaNxeKzoStUSQvD2vtSO8m1MWm367nkL5hyanu2cnVJFKlKfLAxS9jXCgM6dEYXLVFVlMHUOLDcQRWbWL4xT1N+MA5Z/JzT5l32aqOKRtacvsOyzk89OmpMWYdcxKeWmVXVvQtuvXi09iXFsxohW1RgKZBrDSI5QJMte8j1ohfG5ZaS6IlGNlya8sLE9CiFtjxyWZs/dE+Ii57Y70OoKqVD0mwY42MqFLQJKjjlWmpETobxpD7gWRIYt5PGl5pRlQpoCa2gsHzLVQ9B5Wqg3LVhee56B+k6C23Y9kTY7+UaTz11oVTvcqMGScdlnN1WCw4ALzlhGno6dnu1xXet2nr6gn9e0t/zrsZD64t7acs/iJUSGZY/Sg+gWFQAKe1LUaStO4ay41aapIY5mqM4fj30Yn1WmHcPHbp+VRAJ6ENDeLIlRWH5t5KvqPqNsdDFqHUDxLEl0h5kIKAw6fq81RJOBK0fNfd+ESEnugLpepb8H0rcCCVKxbmtDXixiuX9IvUWZte3bXDnzRh+mE7W4cN4PKsZPD4Gm/Z0sVLP/ulPvcHt/3XXxp37e0DYQy+IOipEgxUBFCpyrNnqSte03EkB1DFPZZxtUQDPB5BmATsJJlwWCQfnQiPDiULmhEGanUYQGVcFCSyHL7W7QmhEoGp+hCuQwhNkAsKyrlsHkt1xCE3aAlR51aGSVsWBwhFqcRQLNkoVRxZjsLnIKwFzc3v6GoZv+QLIN3LBofyh/X0HFaA19eNAQB0dfXe9rH/scTKMH79rbcvH9vd3QPHpqBFgZw1gHq7D/sHGPYPpQxZgwTgDVLP6OjgjqgliNKSpA5p5kji4odjCHJ4PvNgPyPO2E1fD4G23sbeQvbbpGpvmWWvODmV8A/VFQlywdV3aKGb8LA8swhbqEhDIxPUu4s+OgcZ0tRHpeSgfzADm3lw0wXUtbxrX37saf9cLldvS2WmHOZf4nBbcDUaG+uwd3/fr85/1xK6dvO+by9/7ImxTXmBaRMFTp5fwomz+rB6i8BNdzRgyx47UONljIkIyh3HrbhWC2ra/EWsd6y+oPka0dcmiOL05UC5uBnSGll5EGQ+QpEibxMH9OYkUEtpkISEJPyDAPYkCnIzt4Zz467AoU23ohxcfj4lMvsH6mKgko8z9Vm2xbFtr8CP7ijg2c0NWHgMwZKZeaSdNJrqi2ieNHdfy+S3XQ1R+pWTaThUuI04XheAA0BzUwE33HzvrWMacv5Jc1tv9Et7Gme3W1g8L4/Z7YM4YVYPnlhdxpYdAFxpvR0qpO4dNGg1+sUbkYKmShICPJrkEI8jSZpM1kDQ5LKjYFQrFyYliMdwjzpI9GUATDLCfsqJQxI2RyIPzWNV1lr/P2FNlXBnqVpLsBNh3PG060LV+qYUCAPK5QbpLKLwfXkBcCInoJYl8Ox6hl8+0IiS14T+XsAbYJjeypCvb++iVuGqzh0P/Lp5ygcOD+gSxmFRUYYbV136HozNlH67cM7kzx8/f0p/Q86D51EMDlngvizKDspAKIVDZf0Lm4mgrqAJbv3aLMUW6MLm5HOYUFngAFSSuH/lAAzo4RoH/lWi5sIwx6gXpVI3ohn2uu2J2VtTqii+T8CDPqlmG0IC36fwefjQWfa+Kr0sJ6QEhBFkMjJpa29XFTQ1sR/2lM9v2mb/9vUEN/A6WnA9Jk9wuS/StzuEei4p/aaQWp0ipITfPujgry9kAceGRSnSVMClUXBb2nJTI0vHiP1OigQ0wWwCIJ6HWfvrJ6/XljyeNUNGeM8Bf/hoY5S3RLrfjfaVShPX4bWECOMCNlUX04JLl7uA9HQKIWSrQAIIUAjKIeUU86AkQWGUoVR2sGTuEC55Zw9+83Aee3otnDR3cilXaP5khefu2renOGLRnsMxXneAn/WO92Ltqt/7PUOtd00a0+fz6vjf/fahztT1t4/Fvv46UNdGmgqkmYDDZNxJMMHUzaIoDN4tanj3cGqJ8fNFXN3D4XvYbTqJYJgdBEQgzb322aWIHL85d0jkJcAB0X1zwqnjxiUtF+FNQZDkc0oUPSHqrkYlmRFCB2AZWfGePBhKBIplB/U5H1d/aAAlvgtbOxeX3LoJH545sf7uZzf1+1d89oOv9WSNOl53gAPA7OM/iP4dP/NzE47/75/8cuiSh17I/rqn2JWBw5BiBHlLIG1J600DQKvJJYVhwUWUfiRQkKQf/WAxF6kYRZSLWYecGq9Nh0vyB43+5WSEdeHdRgTLZthv+H9qcS6MrEy+UglARADyYJ2xv9AxI0IHhongWehnIcAEBajSuCGCViQ+DR1DhAqgKMCQwtc+Nnloa5f70VOXfvi/S9feKX72tdcf3MDfCeAAkJ/4GXzoS7eI33188h2D/WOtlrpNN/9p5c46XnWQc4AUExFQBjmWNCoTxiPrgt+GxKdNsRGjLOaC/sGD90du7QiUCoL45DLuIzc+D1HwD3shxP8HMuJuakEeKUl6LwEwDHUJnT0IrbfeZryFqH9QT1iJ+j0EJEUURNIVFmuB7AOAD1SJgM8pLFZFuQp0Ds7pdbNzLr3yi8ffIQa/A5K96iCQ89rGawqXPdjx4hPL0DDn3fjch7tfOnlOYWd9fevSPbuLGdsfRNalMvBQnX1KFAdnxmTTeETUFFp7S615YBhxIrgLhDuFQDHvEkbILKLhs/HQWTNc1lymCeGySUFfQTln445GKIzJdBhIZQZR1YbYRulO7SCRhzDCWYOEZEA6f3QFLcPtHzh01JLvU1SqFsoVC5UKkMrUow+LOh9d2/aFlZv9/7ziY/vQesylf0/IHTlf3Z69PbBt6+P3P/y36x7441/G9vf3o79E0T2osngYYFsCFjMi74wfLzj4BMts3oLjGemJJ8AAsXb9mxdOEFFovA5iyuORggRgLIwi1FGGTD3MaMKAfkWew9oujBnaf6AY6X10DE4Ien0REGXFTfoWGUa8SnBu4nciTc2Mz9AXTXgMXFUb5rCZD0qB7v4Uunot5HNZzJ6/dN/EqW/9Cve9XzqpxiOCs78bRYmPluZ6DA4M/vJ9555C6jL02089+dexuzt349E1DJZw4FjyR7UNgIcnOrzNBkMvhEKBSucSoX/DGPFJl+Yf0mUd0pHIPsH3hBVbyXAfeoimIz5JNieY8ckfEIIu/mx+RtLQoDYz7QEEXkiBZEMCkADgXBkAm3GkHA8+BrF6I4fFJmPm/FP3tUxefLXni1+mUoXDhJqDH0cM4ACQzWUxMDB066lLT/baJjjf37/rnoaX9nRjzy4XVlbAsQDHkhYyoA0Jptg495FSCtxYGeHDaoEj4SJRINfhoxrEQghVmiEWnqpTxAxQG8w2kaOPRJeS/i9NHBCAWAPYrPkyDMjDI1EOn1pwm21PIieKkMj7zW3SgssjsxiHbfnY2enh2a0t+Mj5p3W3zzjhSkD8JpXKvM4oGnkcUYADQC6XgeDebfMXLOjakloz7e0nOzcsu+8Z22VA2mWwmeS1EqdmtSY54kDR1tqc/ugJJBe1lCWwVJELR4HZ+C4z31FfaLoWoF5RA5DIbSJ5RNUeDWIYc4Bo0FitJRcG/zZAjloLTpRbXh+aBrcOdwVqnVum99OsXAtFVTxOAPjoH2Roazu9Oq297qp5CxZusuzU/SnXxpEeR4yDx8eDf9uIxqZxTsemNR/dsO6Vn76wejUBL1PGaABOzgU8X5YNC+rfGBM/aaWEaoZqNg8VQRNRs1tu5EQYE8oI545k3pAwJoYaXDzg5Cp7hykuHnBuuU4vB/ybhfzbMvi3ycVlJ7uQhzMWZtwwGs3moYp7U8OCm0OGrCIAtG+UitDr9bmR5zZ0pgmhelX6RHo31fknlKMub/NjZs4WkyZNu6zQPP3XKO2vkPTcIw0pAEeBBdfjHUum49nn11TmTh97m0tKj6at8vu7Ovf9++7duwBC4fuyw5YQAtyX7yEGELWl4UI2MJKVYxDh32Gwf4x7I1TXKNFd88K4jNB6R2mKtuKhNUf4RaOZDhKlIPr/SYoECwqFxtqv1ERO6tQzKIAbx6Azeoh2yyJMcuCqL6UEfHSSrVUaQO5TqVBUPKDqAVXPx9jmccg1jP1avr79Dm61bt+3u7vSPP7oADdwFAEcAE447lgAKP7XnX9YP2Hy9Otax9c545rrvrpx0zZWKpdhcYpyxUPVC1UHxpSlVL+bUF1wNSp1zyS9jRu32mADohM3Cp3SFZYZ1pNOk6YkKTTxbJuDDWfRBMIEb5SWiMgjkAqNmJxwuzoOfTpUGQhiyH9CyE7CVQ1w5TzXOaI2Aahq0V71GQaKBBWPgzIHDWOn+oWGpv84YWHbdS++ssc/dfopRxpCNeOoArgeF134XvzpgWX+O8+/6OtdXZ3WI4+u+NKGdS+6Nu3GQyt9FIsEdRkCxwIsRmAxedsHJCWpesrS60gHBUpNUTiP0RQSWu94pVSi0GFaf3NiKRTyg0wWU548gBEYbBJbZ2j3cfXE1P/DYDMRaZ8e599C3ZFkp7UwVFID3PMJqp5stAooqRaAxQQsJlCXq4DRClauqcPkCY048cQF5XkLFt/Y2Djm68vuW4Z3n/fuIw2bxHFUAhwA3nnOu9Hf349i0f/qaW9/O10wp23xno676JpdxcUrnvGsXIrBYgyuRWHbkuMCspc5CJdWXM0eOSSwfaH6lup2HYgCKCger4EuPyqMx4Di+NEA1VoLXpMFHJ0YJ0ko5nHE5JMEyx1mx5MIH48CXFMaeUyKukF1fvDla9k9mKBSJShVZMNVAmm9hSBgVMZ/59J96K44Xlc5/8RHTj+Xz5k99QlKxFcHBvqRyx3eLJzDOY5agANAPh+cuKs3r/sF5i2Ymr/EnXRLqdpzkT+4mzqsinSKwnEYLCb160pVQMBDucKh23hIKwXZLdeXkyVuUFRtFRklECrdnChwcwoQLkBNVSX2MLm45i8Rvm9wlrhFDsEdHlDEckNELboGblBCInww1UqdKcoScHGlfPgqbV4ICp8aPTQ5UKkSDBYJKlWZuGBZ8k7o+wL5bBrp/AxeHJh057yFuU8/+fKa/hNPOO5Iw+OAxlGjohzIeP6lLUinU03bt++8fPXqVXOpGLxg544OuLaFdJoh5cgMxK07q9ixrwrfl6AuewKlClCqElR1AzD1mZFM/Ug4gKzDEiwzEttOlKeRBMsRVSWimoTLFpPvY8z8bCPJIwhP0J5MYYQsiOBZtlCXyxbl6v26ZokJ8tCK+z6F5zOUKgylsoVyhSlaQrB9L8WWHXJ/12GwbQDcx4xjpmDKpPzdc+fOfal+zLgfVivl/dm6w5cU/HqPo9qCx8dxc6cCwP5du3b824nHvb9tW8cGbNo07oLNG1+BTXrRVA+Mbx7Aq50C+3vTqM9Jy+b7BMUqQUnVX/e1IwdKjlPgFjHmTDQ31wqKCKmNqaRAP5n6uojFWw8zInEyhkU332k29IoU+CFCJYOIoK26bLPOg04bmspI3ZvA8yyAANWqBV/VBB9bV8HmPSU8v8VFSx7Ip4HWCY2Yc+xsTG2ffvesWTO+MDgw2OGkD674/NEw3lAA12P8+IkY6OvqmHHMzCsd272tferUy3s71y1F6QUMlvdi5YYmMAK4NoFrM2QzFezfSbCnaAcTTV1v3FHhAHY4YwQgdXVOpAqj+9uYiVp6hB2FRZD3GNAWaO4d0yPVSMwbNXm3Xjb3IVLdidITHlhvy3gEbWUYD7RsISqoVC3s7rJR9Sy4jmxMdcKsfvzh8RLKfAJOWTgLJ58we3kum/1h66S2F7yq19Ha+sYDN/AGBTgA5AqNALBRCLERwEub1pXGNxTafv7cS89Oh7eV1WV85DMWmhtdzJ0+gN1/LuGFHfVgmnRacpKaYUBGCAhmeCO1TCcIqOLxVAhZd48kcGs1tHcwSPU1uHckHNUAsI5tCasAROJWE0AeBlUF1jugLArclg+b+bJeu+XBtjy4tqc8kMDa7Qz3/K2AuZMJmhspbMYwfmwjLjn/WL+leeFGl3n/tHjxW3YBWH+wdRaPtvGGBbge6gdYL/y96zn33zFxkjXxuq+efufy5csLxNudZShjQpOAYwm4Nsf8tl5QUcLzm3Mo8xx8YYOAgCrpTKhcFwKhk8ZrwgMiIy56GxeAbPokOXnEikN7AWNhsqZLvub/jE08A8lQAju03j4s6sOyPDhOFa5TAqMlvLCFwBdpzG5lKFUJXt1P0VLwALuAtqlTB6cveFtfrnXwwnz9tB2MsY43OrD1eMMDXA/CmiEE75g1a9z23fsG57SNr7yFc/G/X922xduy7ZnGarkvf/oMB1+8iKK9tQ/X/nYIv3sI4Ok8itSGo4JWBCcQKvnCMmNRxMhAD3m5CBqvBr0rDS0dCFWbeGHQUdXzSFyKcu4o621bPizmK6eMBLprV5DNDuI/H7bx9V9MwuTmLK66CMhn+3Haydn+aW2Luo6ZOd2ijHxq3Pj2J8e1Znt9H9yy3hzgBt5EAAcAIosIcSE2dwMtD3Z1DszID9xVPvb4f//yeX3PfKTY92qVWplZhHmpQq4Li+Z0o7/sY9POMWAOwVBVBg/lXRkb4nMRFrtEyLfNSK9I6K4GP1dufmVpdVfh8DgR9LTVsShm2YvwThBWnqqZjKonqiaWru0hnSqDc4py1YZjlbBhRwVDFWB/D0Uh14DWxlxp/2DdK4tmTrSvXnrcbYXpP/3uM8sXupzlSivX9/FFx+aO9E942MebCuB6ENIOSF/k0HMvb4ZlWTdYjN3wjlOPYc1N6Z/2DMye0VPd+bZvfmINe2nzEG78Px4aXILUmAq6ShxdvRmkLSCNMKYjnDCGEYiRBAxCQiXFUF0AmV8qRBi+SoghRTLIFot6fksQKB5Q3lh9cegSxvIi0DUAAYtxuG4J+/pK6O7JIWU5sFkZv3+kEdv2NeG6S+v8sa3HrWBoWE/40GWUVPxsJo3K9suFk502dKR/r9dzvCkBbo6Fc9qB0OZ6HTv7Pt1Y7zZcc3nnt0p773OYvco/95SW47Msc8LS+R1YvWUrfnB7MzwrA7gcNiWwGVGOIinV2Sr73Iwq1PjkPAwRYCohkFGACQly3e2BUdn4wraklg0giAUxiw5xEHVxKM2byVZ+nk8hIGD7AgQ+hOjHLfelsG//ZHzi/GZ43b3P7usbWjVn+nzW1HZm5aMLx/wLeLmbsIYj/ZP8Xcebh2wd4rjvT48CAkst6p89e3LPheu27515518IXn55CyxSQdYqw3U4dvYClTLFmDxBLk2QdSkcR2f/hJX/KlWgXOHgArAswLEpUg5BymFIuQyZFEXaBVKuQNoRcB0O25JJFqUKRblKAoBrCpJyObIpH4Wsh3xmED39HLs7c6jPU4wbK5BNCzRPaMUfVzWiu2fcuqXH5e6sL9gPcSGWzzh26ZE+xUd0vOkt+GjjvHe+HQCWV0qdywE8lm+pTMs19vAb9+7jk8Y3Tp13zNiveKVX0ef5uOcv+9DT040UIxA2Q8pxQSnBUNGHbREUsgw7On3s7hVwGZBJScXDYtKyAyE9sRng2hyZlI9s2odje9i+20JXbwqFrLTsA0UVS+N7sKkHK1+Em0mhq6cVRZLFsVNakXN2XOdV9m7JNJ5LzzmjiXI/tQnAg+Nb/rEs9XDjHx7gejipMQDwoF7es2cvHNet37Vr9xN9+xlSuVK1rmHOF5nAWbmUpArbt7wE8G48vZYi49hom2CjvW0PfvWQh32dNpoLAPdV5Bb3wShH2mXKOktHTNqpojE/hJ7iIB5f24i6VAEtTUB9vohNLzM0jxmDhSctQCZNUMh6YJb38FPbS9/P1qXs8a1z0NR89vJKpdxTaGg60qfwqBz/H+DDjJaWZgDoAXAvAGzu2IUz34ZXuO+3WAzc96sY6u0A93vBCQGzbDBKque/a8E1u6veedu20+qYHEE+DWRTMg4lk2JorGPIpGV8SS7to5CroJAtwu/ldv3E8fdVdq27xnFcO5sBihWA2Vm0TZ0N17VhW4JSRvZccgG2ZPNvTM/i33v8w3Pwwzm8vvvAGGm55e7euo5XIerSBLk0kHFlI1TXZWgsUKRcqZpkUz7y2Soy6SL29FGyYv2MXkrEns9+4OhLHHijjv8HFds7E3xam7gAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMjA6MDU6MzIrMDA6MDBdtzy6AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDIwOjA1OjMyKzAwOjAwLOqEBgAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 2} -
mf_hecke_traces • Show schema
-
id: 67504645
{'hecke_orbit_code': 121597189972560149, 'n': 1, 'trace_an': 6} -
id: 67504646
{'hecke_orbit_code': 121597189972560149, 'n': 2, 'trace_an': 1} -
id: 67504647
{'hecke_orbit_code': 121597189972560149, 'n': 3, 'trace_an': 6} -
id: 67504648
{'hecke_orbit_code': 121597189972560149, 'n': 4, 'trace_an': 7} -
id: 67504649
{'hecke_orbit_code': 121597189972560149, 'n': 5, 'trace_an': 0} -
id: 67504650
{'hecke_orbit_code': 121597189972560149, 'n': 6, 'trace_an': 1} -
id: 67504651
{'hecke_orbit_code': 121597189972560149, 'n': 7, 'trace_an': 2} -
id: 67504652
{'hecke_orbit_code': 121597189972560149, 'n': 8, 'trace_an': -3} -
id: 67504653
{'hecke_orbit_code': 121597189972560149, 'n': 9, 'trace_an': 6} -
id: 67504654
{'hecke_orbit_code': 121597189972560149, 'n': 10, 'trace_an': 0} -
id: 67504655
{'hecke_orbit_code': 121597189972560149, 'n': 11, 'trace_an': 7} -
id: 67504656
{'hecke_orbit_code': 121597189972560149, 'n': 12, 'trace_an': 7} -
id: 67504657
{'hecke_orbit_code': 121597189972560149, 'n': 13, 'trace_an': 4} -
id: 67504658
{'hecke_orbit_code': 121597189972560149, 'n': 14, 'trace_an': 10} -
id: 67504659
{'hecke_orbit_code': 121597189972560149, 'n': 15, 'trace_an': 0} -
id: 67504660
{'hecke_orbit_code': 121597189972560149, 'n': 16, 'trace_an': 17} -
id: 67504661
{'hecke_orbit_code': 121597189972560149, 'n': 17, 'trace_an': 0} -
id: 67504662
{'hecke_orbit_code': 121597189972560149, 'n': 18, 'trace_an': 1} -
id: 67504663
{'hecke_orbit_code': 121597189972560149, 'n': 19, 'trace_an': 17} -
id: 67504664
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Embedded newform data - 2325.2.a.bb.1.6