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{'Nk2': 32500, 'analytic_conductor': 167.38664675325876, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [13, -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': [325, 1, [27, 301], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 4436127580993, 'field_disc_factorization': [[659, 1], [6731604827, 1]], 'field_poly': [342272, 1544, -1602, -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, [232000, 24936, -1194, -33, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772485, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '325.10.a.a', 'level': 325, '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': [5, 13], 'level_radical': 65, 'minimal_twist': '13.10.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(8+\\beta _{1})q^{2}+(41-2\\beta _{1}+\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '325.10.a', 'trace_display': [33, 163, 0, 11241], 'trace_hash': 1615511160855565707, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.072', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.818', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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-
mf_hecke_nf • Show schema
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'hecke_ring_denominators': [1, 1, 332, 664], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [800, -1, 1, 6], [-248, 1201, 105, -34]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-12856, -3586, 17, 3], [-84248, 1306, 105, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '325.10.a.a', 'level': 325, 'maxp': 2999, 'weight': 10}
-
mf_newspaces • Show schema
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{'ALdims': [39, 42, 46, 44], 'Nk2': 32500, 'analytic_conductor': 167.38664675325876, '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': [325, 1, [27, 301], [1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 171, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772485, 'hecke_orbit_dims': [4, 5, 7, 9, 10, 10, 17, 17, 19, 19, 27, 27], 'label': '325.10.a', 'level': 325, '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': [5, 13], 'level_radical': 65, 'mf_dim': 320, 'mf_new_dim': 171, 'num_forms': 12, 'plus_dim': 83, 'prim_orbit_index': 1, 'relative_dim': 171, 'sturm_bound': 350, 'trace_bound': 2, 'trace_display': [-18, 294, 0, 10746], 'traces': [171, -18, 294, 44630, 0, -7244, 10746, -20964, 1066653, 0, -50586, 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mf_twists_nf • Show schema
Hide schema
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id: 251927
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '325.10.a.a', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.10.a.a', 'target_level': 13, 'twist_class_label': '13.10.a.a', 'twist_class_level': 13, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 251928
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '325.10.a.a', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '117.10.a.c', 'target_level': 117, 'twist_class_label': '13.10.a.a', 'twist_class_level': 13, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 251929
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '325.10.a.a', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.10.a.a', 'target_level': 169, 'twist_class_label': '13.10.a.a', 'twist_class_level': 13, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 251930
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '325.10.a.a', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '208.10.a.g', 'target_level': 208, 'twist_class_label': '13.10.a.a', 'twist_class_level': 13, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 251931
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '325.10.a.a', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '325.10.a.a', 'target_level': 325, 'twist_class_label': '13.10.a.a', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 716150
{'charpoly_factorization': [[[232000, 24936, -1194, -33, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 2}
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id: 716151
{'charpoly_factorization': [[[22248576, 422211, -11105, -163, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 3}
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id: 716152
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 167772485, 'p': 5}
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id: 716153
{'charpoly_factorization': [[[374218195104754, 403152516081, -29174635, -11241, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 7}
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id: 716154
{'charpoly_factorization': [[[2749396984810271536, -23004338430384, -4224578576, 40140, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 11}
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id: 716155
{'charpoly_factorization': [[[-28561, 1], 4]], 'hecke_orbit_code': 167772485, 'p': 13}
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id: 716156
{'charpoly_factorization': [[[2504426796182216860318, -62214393768769401, -294807964635, 78717, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 17}
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id: 716157
{'charpoly_factorization': [[[5073678564735258302608, 24264600616548864, -178179435304, -209664, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 19}
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id: 716158
{'charpoly_factorization': [[[-17784259512566602681473536, 17717829119888996928, 161598714256, -4257444, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 23}
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id: 716159
{'charpoly_factorization': [[[3739481850386914675694032, -8121272877746119872, -20712677162648, 1647936, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 29}
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id: 716160
{'charpoly_factorization': [[[-589618052170670963566636160, -212895602023189419808, 12872013899960, 11366002, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 31}
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id: 716161
{'charpoly_factorization': [[[6199889947975601494558684462, -316034969567887558927, -158790079378363, 4636891, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 37}
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id: 716162
{'charpoly_factorization': [[[155902205778495349633073152, 178917635030929229568, -62623227337488, -13859538, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 41}
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id: 716163
{'charpoly_factorization': [[[26969419396454994718583570740, 7473740462562637072337, -525442991584885, -33368081, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 43}
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id: 716164
{'charpoly_factorization': [[[1050080959542420794622111907450, 5134039059856780852509, -2132771223484795, -3943005, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 47}
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id: 716165
{'charpoly_factorization': [[[-2720444652543428067358390648448, 10468519995181074917088, 7199479656345880, -171019326, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 53}
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id: 716166
{'charpoly_factorization': [[[-26145147623162258204550973298768, -1405131574378166235386928, -16047276967049328, 63389388, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 59}
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id: 716167
{'charpoly_factorization': [[[6027643178913039104039569334272, 44956512918029433747584, -7375110288253984, -77050190, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 61}
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id: 716168
{'charpoly_factorization': [[[192219519421665558045114975699664, 1455782941945705450771424, -41623653127096888, -41174072, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 67}
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id: 716169
{'charpoly_factorization': [[[45423640440130712431959947477554, 2885665392060765217839549, -38990637051529715, -252460989, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 71}
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id: 716170
{'charpoly_factorization': [[[-470512597239425211233018391187472, -12829435284729004114897776, 52310038600277504, 594415068, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 73}
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id: 716171
{'charpoly_factorization': [[[2599687490921045698469912978846464, 8121062078181238589716608, -108141359146702144, -115998984, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 79}
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id: 716172
{'charpoly_factorization': [[[-1299618010045374505294260629209088, 35975880198807141194714112, -232755004872216288, -79577862, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 83}
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id: 716173
{'charpoly_factorization': [[[-348165158358737880187171327114038800, -1183881845956597549191071952, -654527827686731200, 1152240276, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 89}
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id: 716174
{'charpoly_factorization': [[[21998992870778570057771256604870960, -55723796307371289318964624, -666257686044070480, 1049098084, 1], 1]], 'hecke_orbit_code': 167772485, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '325.10.a.a', 'level': 325, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEwI7NltsEwAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13mGTXdd6N/nY4oVJXx+nJMxhMxAxyDiTATIGUCDGIpChKVqKuZSXfa1uWZH+i/UiWLMuWLX+WFSlSogLFLBIESYAAiJwHM5jB5By6p2N15ZP2vn+cc6qqG6AsWbIhyq4H9VR1zwy6+px3v/tda71rbcH/ffydPT7zpUeRUky+dPRs1SbWrh1zcB3J86eavP6qUXHLFeX5R15IWDu2MHb9rgt239F1+K5kcqxNuZQII7ctgb00tvZ1AGuAGtARQrzWv9q37UO/1h/g2+Vx7PQ0wGXGJJMgTLsT8tnPfZ5tay+yec0CvnI5ef5z0aK97qOd1uI7tbDRhWmXyVFB1O7SXIrdCxfm/uDcBYFIuj98bqgVTl2aY80YnO2GDJUTpxuf/vJvfuLwR18+/wXxn//Nj/z7SxdOfdqP9z3fWjqiLB4IIZV0LgGnCuW1r/Ul+bZ4/F9q+BaPl47MYikMO/bk64P6PrSS0fmF4X/a6sq3SGEJo5gXXniRcqHG1rV1ak3FuZkCmIA4ihmpWI6cc9l9WcLUrGRkKKZS8jgxpUlMxHhZcHE+Ys8Ww7FzktEhg+u6+L7m1Kyk1oLtq2K2bRxhx66rsDhoZemEzv2HTnV/w9jIecPrdnP5pvWPQFATYvVrfcn+Xj7+L8Czx+mpRYC3eSq6vLawYH7u1//U/OPvHrpssb32X3ZbJyj7LqfOXaLRmCeMNIttSWJdfMdS8SwzjZhjU13WjvpUCwolIsaHXLZtULS7IGTAhVlNN4SL8wKFSyeIuHyDZXKkhURSKoasnmhy5MwoC7UCJT/B0xHtrqHekoRxwsjIOIXyWhzd4codl/Hcoblf/Y7rz5wa2fARWa1WZaWkTlj4mtSrXutL+vfi8X88wP/g049hLK9fVQ7fuu/E0nsnqgs7tk0YfvvTR7nz2hqzsx5nZtqsH1cUPRivGi4seihpkcKwZjjh7IxPqWh5/kRAOxD4LswvwWXjmmLBY3I85vV7Grx8aojnDwsOnY25dXfC2jFDqSTYMFljrqbwPegElr1HxigXJCdnXFaPdJECXJUwvaAYKsVIEtatipidL9MyMXff5HNs9kqu2x2xY2PlyPTiqs9sXGO+niQ8Mrru7a/1JX5NH//HAbzVXEI73ki7OfvvvvnoV91vPncy2bxOX1d2Std/7oEFypUzfPDOAg88O0wnqfPWGxSPvuizZX2HVsdhalERRAJPx+xan7BqJGChKdl3cogoFmxb22WmqbhyS4djpx0aXU0YwI27Whw9X6RSCDl8QXPzdkkYBTS6mn1nJNdsSqg3HS5fFxJGkpdOCeabPquHYceGJq6WhBFMLzo0g5itaxy++aLlTTc06XaGufepNu97yzzb1qxn/+k1DA0tPj9WCl/oiivVHbe/LVy9avznu91gcXik+lrfgv+tj3/wAD9//gxKafHCC4/juUaViqXfclR3+/TFi3d85oFL6sT0PO97wyKXjQ3x0HNDvHi6zY+/p0Z9aZKvPWvZsK7FZLnAzGLMmgnYf0IRWRAo1o0kXLe9yWJT0Or6HDql2b2lgeO6NNsSKQQ71hv2HzfMNQq0oyZXbwlpdYZYbAj2HZNs3xhjhGCpbSh4lqs2SQ6e0nTCiFpDcd02y+RohBIxceKw96TL+gnL7LxibKTBplUl7n/GoR7W+MffJdn78jD3Pdth1/ZFPvxmyVxtA4cvrE82Xrb5sYkx/2i73fhxmYTJzTffQRzHdt26za/1Lfpf+vgHmUU5fnKaxDiyWpzxp/Z/IKju+OQ/i+Pkw6dPH46arYWdGye7vrYuBeHSqiuOnJXcsrPDFVuqXJgvcP9zHd59xxJXbxnlwRddLl/fZrJa5sxUzI07Qo6cd6mWIkBy8EyRNSOGhZrmiZcTnjgOV2607FovWWwKHjskecPuiGpJUWuWOT+tWWpYlBPy/W+vcfZShaWm4NrtXa68fA6HYS7Nj3N+DnZtMnRCyelLHsNFzeELku3rodmUbN84z+Y1Pg8+53JmocN7Xm+YWxzm8FmodRO2rrUoCpw6G/L4C0fV4bPH7tyxUd9cdCs3bt603QnD7h9vuOVnf/3QsePezs2j3U4Qm2L5H55uV6/1B/i7fLTalv/nFz8qC54dXpg/cxemdX+iNv3kpz7/+NteeOnQ+gdfXFpdLEzpG3fUqRSG6IY+cSR56ZQmEV32bLYoUeDACYcj0zF3XBXhyyL7jltK5YC1oy5BGDFUNpQ8yYUFRcm1XKwJPK9LuRSy1EmIgjLbN3SIQ5+T5wRaOowMxWgJ8w0JwrB1nWLTaodzlyTNoMPVlymsaLD/hGaxqZkcMYSRZmwoYWrBoR3EFD1Jq62ZHK+xY73D4/uq7Dsb8b43NllbrfLUSy5Hpjq88aY6b7za49jZUQ6dghNTlqlmjSs3XdBXb2muPnt+YdW5M6dvvuvOOz6yaqz80/V68+CatVuOj6zewlfv/cJrfRv/Th//YBj81NkaF6cXNp25cGrd6hHvM8eOPDB06dKpkmM7rCpX2H9I02kKPvuN1UyMTPPdt9ZZv8qn1tA0Ox6f+UaZ0XKDK7dqukGJxw9avvBEm/fcUcf3y+w97rBmtMVoxeX8jKbRSWi3O5RWOURGM1JSrBmWvG53hxePx2gp8NwYrxjz/ClFqeywbiwkiGHtKFyzfY56WxPEw0RGc+CMZP+xjXjKx3MTdDWgE8BQpcNmoNFyOT+bMFptMz5U5uvPuBw4F3LPnS3WVSs8sd/npdNddm2p8YG7Eo6fWcWJ85ILcwFz7YR33djiQ29UnJsuMewr7n92vtJNLlTOnXqSNZMbPnXvV+59/3veuePET0XzkZD6tFD/MLT6t70Gj41FCrYfOfDAmlZQ+J37Hj20VTQPquMXQvZsa3DdFs1srcqLRxxOXQw4Pm2ZDTr8/AcXuHlblReOjHH4NLx4PGJsvMY1W0O2rx3m6Jkizx5JKJTq7N5kKLkljp/XSKdLwRX4rmGkKJhecFioK7ROKBciPFfhuSHnZhVaBuzapHnhaIFb9yxRrTb43XuLjBc9btsFe4+57LqsgxQOZ2Y1nnLwfcOwn+BomK87XFxQDJXaFFxwXYUrNScuWorFJjs3QdkZ4rlDLkcudNh+2SLXbIHxyjh7j3gcPRvx/ImE666c4+c+0KZen+T4+Qonziv2HQ+YbVj2bGuwZ4Pm4qwbv/edO0Ti3nhi78tn35ckZv8//sEPvta392/9+LZl8NnZeaR0tl488/xVJ8+FP/3iy6deHzX3sf9Ah5Fhw427Y27YOc+akSrtboXVY4Ju6BDFEd3pAvc+U+KW3QtcvU1h7TDWOuw7MczHj7Z4zxsa3LIzYqxa4vnDw9z/TJfVY112bBRMDGlOTjm0uxGtNtRbAq0ta8cSUBIpQzptyXTNB1NgYijk8rVtnnjJIyDmu2+PSMIiJy5Ixoc1a0cFxsTM1TSNbkAncmm2XNaPBYxWuigl0VoQRZqTF2B8uM3NV8asGdYcOzvE40dgarHJ9Vc2+cCdCeenJnnxqMfRszEvnkqIZJN33BjQ7Yxx5lKZ8zOaS/MRna7hyEWoxxFRlHDN5Q29d+8znFs8tv2aXeOfrNedX3zmhZfca3ZveT4I4+OVyrcno39bavAHnznGTENtunj+4H+ive8Xn3v2qU1/eu8Zjp1vsWWt5cvPeKAabF7T4rLVEEY+YeyQGAeLwMFw9pLLmXnDptUNJoeh6Pn4jkah2XdScWmpS6UScsVmw/Z1Hs2Wz4U5gasjIquYqjlMzRkaoUBrzapqzEzNcGbaZbgsEWgmRiIWm5Y9m7pIWWR6oci2tR7Hznqcn7fs2hQwsyiJYodOqNi+PkIIS7MtWVWNGR8JmBgJcSTU2wrPg23rBLVamQdfKHB8qsvISJ27rutw83aPk+cm2HfU5eVTMafmQsrVOj/0tha7Nw1xemqYc5ccpmYSLi1EnF8QTDcT9mye4x23LvHG6yQHz/hcv30BnXQnnz3kvX9qofveNeOtjWvW6Kc++tEfXfo3/+a/v9a3/m/8+LaSKMdPnMOK4rhnT/302VNP7PnCI817VldeZOuaER7fV2HfiQ5WRJyb8zm/aNm0fpGPfmiem7aXOX1xnLPTRc7PKqZmE85dijg1Z9DFFu+5o8U7bnQ5d2mUw6c9TlwwHD4Xkcgu6ydCbt1j2DghOXepxPkZyWLD0I0NUsJwGcaHYhYbmkZLMVwJ0UIzXEnwvYhnDntcNmkYH46Zni/gKMPFBcPEsOWy1SFPH/ZwXcVoGZSKGCtBrSVYaAkmKoaRSoSUEISKxYbm7Izm3FzMxskut+yJWTeuISly5HSRkxcsh84mnF0IeNttNd59R0BBDXN2epjTU5qp2YSpuYizc5Yjs5abds/yix+qsWV1kam5KufnNNZ4vHikyMP72qxbXeODb9/K3hOrv/C6m28+cOOV6/7LUqMzN7Fm82sNhb/249sG4N+4/zNI6VbiqPG7S7Xj37O4NC2PnpAcvtjiPa/XBN0RXj5puTAbUm8bZhuCUwuwbnKRX/zQIjdsq3B2epRzlwpMz2mm5hIuzEUcuWDQfoe33dLgzdcYCnqIC7Nlzkw5nLwAFxYSHN1hqJww21C02zFJHCMQeH6B9RMOW1eHVIciphcE9Zbm8jURWAgNnJ3xaXYslYKg6AokMZ6XUCkmNNouZ2chMC7GWnasCWm2E6bmNcNlh8vWxGxY1aJUDBDSEoaCervAXN1luChwpMPUrMuJi4Izl2LOLcR4hTZvvL7F3TeCJ6scPVvh3Ixiei5l7nNzluPzluuvmOMXP7TI+tEhLsxWmasVWGp6nLukOHQqJrRL3HNXm4NHqkzXFevXrTNXbN/6F6PDlY8EYdh421u/67WGxF/r8fca4PMLDdphgqPEr1w8f+rWbzz0eemK8NbnDlzSThHefbtlviFYMwoLSyOcuqCZXohZqEUsNAwzdTi9ABPjdf7t9y9w/dYi52dGmJotMT2vubRguTQfc2EuYbYZUx3pctueFjftAFcW8JTHzKKf/t1FQTuAODb4rqHkJwwPxRjg7KWYRgs2rnIoFQKsFSBcWh3DhsmAhSUNNpUiSy0IYrBYFushayccmh2FUBZhAiq+w4bVXZbagrNTmsRoRiuSsi/wHIhjQTuQXFqUTC9YZmoxntcFJ+bmXS1uvUIwXimwUKtwfsZjah5m5mNmFmMuLsLJBct1u+b5tx9eZHJ4iAszw8wuFpivOczWFJcWEs5MhSy0Q1aNwXxd8F13NFG2wGxjVTw+6jz5tjd/l9myZdMTwM8rZ/S1hslf+fh7G2T+9z/4LGOjFebm5n75jz7z6D+dLDzsOSJCCYeCN8Lh803mO7O85QbFxbkhukHMaFURG41EIGWEUglawqmFYT76ScEv/9AM12wOKRdGKBXKlIse5aJDtaKYWVBcqmkefMrnviditq5vs+OymMVah53rAz7wVkMUKwSWLz/tM1v3KSQBZ6YVrVaZKy9PmG3EHD7qsG295PgU3Lwd6k0IjcbTIWMlOHaxQLEQ4amYobJgqQk37mxy8oLHto2G01MBL59M/3/O+i4nZyxD5YDFRsi9DxaxQpEkCa+/us0t11guLTlcs6XLljUOcVSh3Slw+JTPpXnBXC1hthYzs2g4tyiYaYVcvW2BX/xQi4nKCGenqswu+swvOczXJQs1w2I9ohsYFuoOe88I3njDAjs2aI6drnDu/IKemTOvOzv1J/zIuzcEP/WfAv/0oS+abpCEO69592sNmVd9/L0MMg889yXufscuNbbmto8uTj/4c1NnX3YeeaFFLFq8+bqQkbLm3HxEM2xwy84QrEcUa4yVWKtASIQQKAFaGoqOZWHJ5xv7ihybCtm4qsnmyZhKCUq+oORrKiXFSFlS8RVFrWk0fI6c9jl5XnNmSvPyKZdnXnbZd8zh8CmPpYaHMEW2rHG5ZkeHTtTm1AWfm3YKJkZqdNoFEhtTb3qUi5Z2V7F+IuCZYx6rRw1RLBivajy3SxT7HL8YMD1XYss6wdRil33HJUlU5LIJh82rFRtWabZvFNy2x3LrHrjlCsHODS6bJgpIW2VmvsqZ6SInz2tOTxnOX4o5NxNzetZyoZGwZk2Dn7jnEj/4FkvJG+bcTJWZhQKztQzcSym4a42EWssy05IEhLzv9bNIW+TrT3scvphw81VLbJ2MuP+J9vrNG4r/ZONkufCBj25/9Jd+7jvsl7/45681dF7x+HslUV46cIxyqVB4fv/ZDXHn5fdduDj9S2cuHuaW3QWOnChz/4sht103zwfvajK1GFIsdrhhm8tibZS5xSEW6j7zSx4LdU2tIag1DEvNmKVmzGLDMlMXTLUsiBb33F7n7TcYLlvtE4ZFanWfpZZLvamotQTNtqAbWMLYkiSgpMVzoOBZqhXLxEiEdrqcnA45cMLDxCXeemOIdpZ44fAQm1bDV5+NuX23x2y9g68VcRIxMgxx5KCdmIWFIrdd0+CrT5XZvBqePx7gUOQtNxhi0eHAyYTTF3y0dFk1rBkuCQqewHXTxRsbCCNLN4Rm27LUMjTbhqW2YaFl6SQJG9e1eftNde65NQRTZmFpiNnFAgt1h8WGplaHWjNhqRmx1DAsNg2zTcn5hqDebHPHzimU7zM1V+L9d3V5/e4KDzw7wqGzTa7b2WR4aDtD1VX/6m13Xv1pnA3nkrjTWbtx22sNpd7j7w3AL5w7TKmyyl2aO/qP9h84/luf/upeYWxNHrmoec+dLbatLnDv4y5f2wfFcoMkCtm2tsXPfrDB9ds95mvDzNfK1Bo+tYZLreFQawqWmpZGK2GpGVNvGWoty2xTMF03DFfbvOm6JjfviNm4SlEpODSaPp4jAUUYS4wRGAvtLiAMw+Uuxy9ajA154PkSQbvA5WtdbtnTJjJLPLq3ytVbHY5falGvVbhpT5sHX/BYNWI5fNbyT97V4PAZj1Ujkm/sVdyyU7HYbnDq/AhXbwt59ECHOChy8y6XLeu7dOIW97+gIBGcvKCpFDVaQLsjMVaQGEsUA9KgXUO9ZSmVI9avDrh1Z5s3XRszWvKZyQigVveoNVMCqLdgqRnTaMYstRKW2paFlmSqIVloBty+a4Z//r3zXLYaOqFPxRviG8+v4ktPwJYNNd77+pijZzwqxREjijfbidXbf/yGa3Z8/MLUTHjFzstfa0gBf08Abm0oo6j7jq9/9b7Ll5qNXwuXHnNOnBth/wnDufkE7QdsWhszv+hz8oJDrSvpRAlhN+TWPfP8ykfmuXaLw1KjytxSmaWmz1LTY6mpqTcV9TY0W5ZGO6bRSmh1DPW2Za4lmGtBlARcubXD5EhCq215200BmyYNcSLR0hJG8Mh+n3OzPquHYw6e9MEU2bFOcc12g+e3eeF4m7n5EldsKlGp1njqJYfrt/ostJeo1SpMTlqePaz43rtaPHdYs27CYb5Vp7Y4wjU72zx1MGGkUOWKy1vM1us8e6hKQZe4brtl24YuyBb7TwsmRiJm5iIe3e/QjRRSQmIsm1aHvOmmkGZLsWbYcM1WCMMii/Uii3WPpZZDo62otySNFjTaCY1Wkr62DUttWGgLLjYEjU6XW7fP8Us/usgtuxTNdpFO4NHseJy4KJhZitiyBgqqzLmZMi8cEhy9uMT3vfuOKAxL/+Km2+4+USwU7p0Y1ea1xtZrHmRemG5zfqr74fmZp3/DNS+NPP70AmtWGa7eLjDGZaQccn7O5/BREALGi4Yhz9KKBEsFn6ePTfIvf8/lnlsX+MBdi2xaHTGzUMZ3YgquR9F3KLU0zYKk3HEYKmna3YRWJ2FVYOgElmbXY3HO58J5SxgbLl6K8TwLCFxl0VLQ7igEDnFbc9UmwZY1lg1r2wRJk689pzhyYpg3X+txzc4af/Q1iyuKbFrb5qWnFGurirFKG18VCCOH2SaUfM26VYJ9R0Ku2VbgdVfP84mvdHCdMm+80eJ4bR56NuSrz5Q4dLrAZWuKbFqdMD4csnksYvemBKUMWlnAUvQ8xqseYeTQbLscPO7Q6mraHUWrK2l1oNW1tNrp797sJLQ6lkbHsNQRzLYUM0uGUqXOT75tlnfdGnD1ZUWm5kq0ux7dQBPFmjXDhrUjHjOLBY5d8jk/AwdPxezY0uHUsWecl86s/o3K8MjiG++85Z9a2/6EEMX/cwFubRMwP7zvhcd/5eOffnBk7eh53nwzrBm1dLtd1k+WQbj4bsSqakI7sHRDSxBZSpGg5AiKWrPv+DgvHi9ybGqWd93a4rZdXarlMgv1EqWGT6Xo0mprmtnN7nQ17UDTDSzd0BBGliiyxEn6DGMXa0AqgaMFviuolgXDZZgcM6xb1WZsuM7XX4DHXnSQZog3X+tw1Y4mTxyKCLsVbrlKUO90mF0ocfM2w1i1TUF7dGPFXCNCGcFV2zTFcsDeoz53XDPETVc22XtUgR3i2l0uP3T3Ig/uC/nGcyUOn/PZMK6YHCkwXC4yVIaCB462KAnGwuHTgiQRRLEgjCGISH/HIKETGLqBod01tANDqwONAOZbipkmBLbDG65e4B23NvjeNyYkSZlLCyVaHY9O4NANNN1QEYSKVlex1FTMLFguzobM1RPOvDDE6pGATauOcfZYY+S+RP2H2265Xc8udv5gYqTwfx7Aj56pceyc+CHZ/savRItfmyhIxaN7R3jxRJPbrmxx644GaydcosRDShfPTWh14vRGhZZOCH5gKDiWsitZaJf484c9Hnqxwe27l/jQG+rs3txmtFpkYalIs+PR7jgZsFX6DAVBJIliQRynW7216edT0qI1+C4UC4aRcsTaiTYxLY5fjPiLR31OnS9R9Qpcv0tz854Gzx6r88DTFW7c6rNhdZs/fVighEelHLHUCjAWlIDxSptG08XEBd5x+yyf+mqRLTM+b7+xTRgt8OiBUaLE54ZdE7z9+gZb19d5aG+bl84X2X/aZd2IZKQiKHoC10kXoRQghMVYMMYSxdlijVJC6IaGbgidEJpdQS0QLDZB6C5Xb1/iQ29a4vYrYsYqBWrNIvVmgU7Xpd116ASKTqBpdyWdQNJoC2pNy/xixPRCQq2bcOOVDV63x1L1q7xwKOJPHrp/ot4OfuX7vvs2a+3sx4SY+D8D4C89+5s0OlfTmn70+w+eaP/aiVNPjr3thovcunsdUVji2aOav5hX7NzYYPVYh2ZbY4xCSY3rCLxuykZeYPAc8AOL7yQUtWCpq1hYGubT3yzxzMEWt1y5xIfeuMTVW+qMJgXi2KPd9Wl1HDqBJowUUSyJE0liBMYKBBYpLJ5rKPoxnhviOgEXFwK+8rzkxAWX0xeGUcZjy2qXnZsV1+5ooLw5Dpwss7Za5IrLYHK8xmKjwu61kthYvv6cR9CWVEsxb7mhy72PRpy7VGb75Q7TS11ePuWwftUwV26e44mXmjz1siAIXXZsHmHHeo8d65qcnF7kxEV47kiR46dKFLXA05KSZ/EdkDINqqxNF2ucQBhDmAhagaDRFTQiCE2MsV2u29rgQ29qcPvuhNUjLt2gwsJSgWbbpd11aXd1Cu6uoh2k4G51oNkxLDViao2Y6UWoVLt8z50x2ozzzMtFXjgaMr84zdy5+yfuu7f2azO1SvzFz9//RwfOneUXfuqH/+EC/Auf+zR7bvgtXnhCf/DUmQu/WZ9dqp67IPnYXIX337XITbs1WruEVlItRjgyolKKCWMBKJTSaC1xnQTPMXhBQtex+KGl4FhKXkK1IGgGDrXGMJ97rMLD+7usGm7zvtfX2bG+S7fT4orNlvWTiiBySBJFYiQ2B7c0ODrh7Izl9CXBUsfwpSeKXJwfxoYOw75izahm46TmsrVwxZYGRs7ze/eWWFwc4sYdmiu21Hlov0DEDhPDklIxph25SCvBSpR2qXcFM4uCXbbI669t8uTeAmvGXG68YoQfvHuej3+1yXNHS7S6DgtLZTavKbB9dZsbtjX57juaTC0u8qUnPBbaHmenHS5edHGUQEqJQGCsJTEQGUsSG4ZHI/bsahMEETvWB7zn9QETQ4qRskcU+UzP+Rmo08Xf6So6gaQTKjpdQScQtANLu2toZcF6s2PpRIJ2S7D3SJW4W2Dv0ZilqMuPfmeEjGM+/5XHxibWjP/m6Pjl0S/92YN/9sUvfIF33XPPPzyA/9yvf4p7/t128Yn2D7+3vTT9+w88uVAcHglYM+rxxacq7Nk6xZuvmqVSHKZSShgt+9QaUPQjwkhiLUgpcbTE0QLHMbiOwA0NXmjwXEshshRDy5CfMFwQtENJMyxx+kKJf/9nI2BiRBxz7Z42mydD4hiMNVhrAIEUAqkE2nE5es7l8Amfkq8pu5KxomB8VDIxolkzrti4OmH7xiUSscB//UKFs+eq3LjNYcemhE7c5OkDHtWCw+iQpVoOKRZSKWSMpN5VLLYsC/WEeqvAbVcs8fzhNkfOKaoVnxt2VfmRdyzw374Ie0+UaHUsS03NzGKFybEiE8NdNo52+WfvbVMp1nnpNBw9L3Eci1IWIQxg0/8sxDFsmky4ZXdMEjlEsYe1Rbqhw6V5l06QgrobKoJA0Q0VnUDQDQWdQNINoBNaOt2ETpDQ7iQ0O4Z2YFFKMLdU4POPWKp+xInZhDuvr3PrLp+/fFxy5Y4ao4WoWgtHfv9zv/D2+O3vOP+ZqeN/YNds/d/D5P9bAP6xT3yW3ZvGVVG8dM8zB8/90YR/yr9xZ5l9J1xevBRTVJJP3DfK+vEpbri8Qyf0iWKNUgbfSyjFUQpwAVpJtBJ4jqLrSLzQEIQJfmQIIkuYBY3lGMLIEMQQxoJuJAkSjyjxOXKixP4jkFhLCu1UGzsSXJV6PsoeXLEaKgUYKkmGy4rRqmZiBDZMBqweXyKyi/zXLwxx8tQQ11ymuGydZMu6Gt98OWZmYYhrN0uGKwbf7eBJD6sEcSIR1hInIbWWz8yCwzU7Cly1rckTe31WDQuKfplrthl+4p4FfvOLhpcvlllqGZaairmaZqxaYrhSYLgyRKUYMV6K2HhNiOfEODpGqQQp0mDCki6qKFLMzmmiWBHFijBSBFH2GkqCSBKEkm4kCUNBNySNUUJLEBq6YUI3MHQCQ7traXWhEwkSA66WTNfgRBRzw84FfuitMWHkcf12w1JzlBeOSJTaX9y9ZdMfvfTMFjNd2/OFJx7+YnLbXe/69gf4z/+HP2fveaFmG2feM+rOfOK5k+f9KS/iXXc08dwhjp5VuCri+KUCv/iJCT76/Re568oujXYJYwUFL8KYNF0vpUVrhaMl3VDgBoLATW9QGOXZkIQwToOs3jOBOLEkiSExpHrb0AO3EKAkaAmOA54W+J6g6ElKRcVQUTI8JJgYidk42aZcWuILT4Y8emCEpfkKezYoNq522Lq+SyKW+PpzRUqOZnxYUS52OXCStON+vaUdKK7cGrFni+XSdMJczaXTLfLW65s8/lKH4xcVpYLEcyvsvszwb79/gUde7nDvI2MsNCwbJxJqdU21ohgqOZSLDqWCxfcMnmvwdIJWqdSSMr0H1pIWrIwgNpI4EcSxIIolYSyIIkkQCaIYgkgQRpYwhCBKCCNDNzQE2bMTWjoBtAPohIJOLFgKBY0g4s3XzPCLHwpwxCQnLpSYntMcOWtYbNW5586AqQsz/pEzw5+8+Zq9P3DNHvXZmZMfS1Zt+aFvb4C///WRnFnsvv8vvjH927dvO+y/845hzs9WqBS6VPyEJHEpuBJjIx4/UeU/f77Fm6+9RKmQ6mJrBdiMZSU4yuJoiedIfCe9MelNUUQxhJFMMwhxP+0XJ4YkSbMLic0yJVm2RAiBlKCkQGuBqwWeK/E9SakgqBQt1bJh1UjA+HCT2C7xmcclH//qKBO+z54Ngg2rHTatMWxcXeMLT1sWF312TCqGK1AuRsyckczWPNzNKYDGhyTVKhw/bak1DJfmfbZu8rnr2iZfecxntAye66Jkld1bBD/69lkcOcuXnxjm0EWfVY2IiWrMUElRLiiKBUnB03gueA5obVOQi3TX64GcdGEnBpJEECdkQIcosYQxRFGSkkJkCGObEkdo6EYQhJZulGaw2oGkGQpqoaQeJihb52fuqbFmZIJnX65w8oLm4mzC+UshVin2H53g/IyiHhzwd29Z9/sf//xWXe8U/5yUZ749Af7JP7uXl04k3x+0n/+PS/MXKg8H8KE3XWLH5iJFTxBEHRCWobKmUBDsPd8Ca/G8CCE6xElKQQKLkBatDY5WuI6i6yrCKN1ao0gQRiJlo1gSx6Q3L0kzCcakAZcxFpvnAUmZWwiBUgKtBI5OAeJ7UPQN5UJMtRwzXu0wNrzEk0dCPvlAgaOnq2wactgyCesmXdatgu0bGrTjBs8erlBQDuPDimoZquWA4aEY19UIkS6uTuCy2IhYalvqrZjZmsuGyTI37ZjlgefaHL1YoehFOMpFiCG2rFV83xvnuW77LJ98oMyzB6sstDQTlZhqMaboSwq+wnMEniNxHIFWEqXI0ocpyi1grU13rwzocWKy3S0lhSg2RIkhitMUY0oaaaoxiFPZ0okErSgDd2RJ4i7EXZRM6EYdDp40nJkKma8nTNcgiB0u1RJcr8H739Th6IlTlYVA/dc33Xadu/+5+z5+1Q3f8e0H8GPnFhBC/vBzT3z5V14+OTdaVJoDRzz+6xJMjLS59YqA1+8xrB4rUWv4XL09Ysu2GR5+1nJmFrat7yAQSJFut1obXJ3gOpog1HiZfkwZOw3g8tc4gSSRxIaMuSXG0gd3WqTMmBu0SgsmrmPxXUPBjyn7McOVgNVjDWbqbX7rSw5ff36ExVqJy8cFGyYEaydc1k0INq/pot0lPvWo5tT5EttWSYbLkqFSgpQBF+csnpZIAdYKwkizcaLBcyQ02opawzKzWGDbOp/vfn2dzz7kcmbGw9ERQjgYWyKKJddurrHxAw2+vrfNn359hBfOlFg7LBgrJZT8BN8VeI7AddJAXCvSwFmKnifDki6yPF+emBTwPZAnqaTL5V0YZ6nGWNCNoZuBux4LmpEhCbvQ6rBlY8iFBcMn7xW8cDrBJIpaC5QOuOPqBrdeETExpNk4XubASZdWbWb0/PTcr33nd71DWXvpD4SY/PYB+GKtjuc6P/ipLz3yKzPnn53YuQm0LCNIODWtOHo65umXQ+7f2+ADdy1w1WUG342ZbUU8e6jCT/ynKj/w9jbvuKnDcCWh3Y3p6BjXcXBDB8/RhLEmijRhLDPWlkRJ+pokgsSIvtY2gp4qsSlzSwFKpVkHRxlcx+C5CQUvplwIGKu26EQdHjpg+YtvDvHswSrDrsPutZbVI5JVoy5rxiXrVoVctrbGS2c6fOnxcYaUZnxIUCkJKsWIejvhq0/7lF2LECmwOoHmHbcE3PdM6omptwyzNc26iTLvurXFs0eaHD7uUvJilBQpyE2Rbphq/e+7q8621bN86pEGTx2qcq5WYLIiGPItRdfga4PrgFYCJdOFnDI55PYjk0k1Y/o7XGz6u16ckFZEEwgT6MaCdixoxoJ2DFEYY8IupUKLd719iR94e5P1axL+/H7DucUmvgtXb2vz/rs67Nns4KkyMwtDvHTc59wly5FzAU7p+Ylrjo//yqoNbzLtVv0Pi6Whv98Aj8MFjpwMsZYP/+VXH/v1px5/aPTw+SX+1Yc7jFUnGKkUGKsqLs4KTs8qHn/R55kjZYYKTYSNWFySnJ11OHrW8uKhEp+5qs1739DhLbc0qFa6hKFHELqEsUMUOYSxJo4VcSKJstck6QPc2Iy5Td9TJoTNgsrUx6G1SfPqbkTBCykXOiR0eHCv5M8ernLw9BAi8tg0bFldtYxVFeMjLpNjkjXjERsmG5yfa/I795aIgwLr1gmqZU2lBJVihHBCGp0S1bJFCIG1EMWSEU8Rm5hm5NJsJ9QaiotzBXZdVuYj71zi1/7c4+xcCa2ibGFo4tinG0omRz2uvbzBnstavHz2In/xzQIPvFBlql6g5CnKLpQci6stjgIt03K+EMvddQawJl10iREkljQANRAlgiiBIEmB3UmgE1uSJMJGAaN+m7feUed9b2xw+5URo6VU5/+3/+88c0s1jNGUPI+CO8TF2REOXUz7WS/Oxhy7ENO2bX5gU5Mnn3hk4oab3F9ft+nWOOlM/fFcq8jk+N9dB//fKcCTuM0V20rfefLYo/9t5uxDFRuGJGGZ+57v8n1vmEOrccrFApWSS8GLkCQcmytzdq5IkiTpJXdTnTzbTfjy00UePdDlhgfa/OS7m+za0GSiqigrhzBKn3GcmoDiRGXgliRGZs0PZIFqDm6QwqCURSuD1jGeG+OokEYnYq4R8V++4HN6dpi9h6tY4zJaEEyMWcaGBKMVxWjVYdWoZHI0Zu14m9Fqja+/aHjhUJU96wTDZUm5KKkUDaVCiHACPE+jVfrzrU3lU1pMiYiNoNkxNFuWxYbDpYUKN29vcdOuJT71DZ/CokLLKAWk1cSJSxhJOoHDWNXnui0trru8xXOvm+LsnOSTD1SZXSpyYcHDVZKSI3BzGSbTwLNH5LlUIWXy2AoiA7ERBAl0YwiNhSSGOEKpLquHO+ze2OYn393ghl0xQ0WFMT7tjsJaycQQjFcEYezSaJU5Nz3ModNlTl+EqbmQc7MJ062QD765RdEd4cSZkD/88wdGr71J/Ldbbri51m63v/R3icm/M4AfOHiUGX+darz4scuffuFYpd5c4PZry0il+dzDI2xec5G7r7vESKXKxtUFYmPYd9pSdgVCSrqJSqtuZCCwkCQJ80GJ+58f4slDXcp+wPe/tcH60YiNa7rcfEULLRTlogaRAtwYlWnuLAOTPfJAVYmEILJYYpAxL5+WPH9E85Vny7x8rkwYFylrxXjBMlKyDBdtmgevaEaGNKNVweRIzJrxDqvHazx6MOD3vjLB6qpmvAKVkqJSEpSLMQUv4Mljim6ocUopqKwVhLHE14qrt3V45kA1NT51EpYaDvNLHjPzw3zk7TNcmF/gmX3jOBIQEQaIY00YOQShpNXRDJd9qpUSN21r87o9bT5w5xxHzhvue9bn2SMFjp0qEQtNECjakUJl3U7LA8+sJmANsbFYY3BEwpAb4hNx0zUtNq/usm4s4vve2qXgptmbKPZptdNd1BiV5txtmndPP6fGdbtcmLM8c9hlsWWYaSW87ZZ53vs6yQNPF3nykGFiZJa9zz9cOXbq0uU/+08+pGamjier1mz9+wPwqLEPXa66508+/o+eOxz/x+PnL7FrYwCENEyFbuzy3+8d5cT5Rd5y3Sxx4jDX1ZypDVPSgrK2FFVqFEps2mAQWYisJjSaMPFoJUWajZhf/9QwNo5ZNd5l14Yuo0Mx77mrw4aJkCgSmd6WMMDcZPpTSoOQgs89UuClkyWE1pydKnJxpohfUAx5gmrJUvENFR/KBcFQUVEpK4bLmtEqjFVjVo12WTvRILFLfO7xCp1Wia3rLJWiolyUlAuGsh/jOCFff8YnaEucCZAZmKJYUioo3npDh8deNLQCSauT0GhrlpqaSwtFdm4u857bG+x9ucjZxTJKGiDK9LJDlCiCSNINJa2upt5yKReKlAoBO9d1uXF7l/Ozdc5ML6GdhP2nNJ/9ZhGhVApuIZffRGsAgzWGODJsXBXzvrs6jA0lbN9gWTUKSewQRmXi2GGpkfa/pqQiSIzqpXVzclHSsnZigaFRBaVhhgox3/P2Gm+4KsbRFfzCAqHQnFrQ7KlMsWvj5v/44CPPtkO57eNfe/hQ+La7dv2tsfl30vDw6KNfRDuF3Y3a2X2PPvakemhfkdlmSKcbE+PgSZdmCJ04QsgAYwxKepQdj6qb6kQhMjbJNWEG9thAZCAygsBAbNNgKIkNJkywIkG7MUIk6T+2BgZSgVkuECEUQkikUsSRRhqNoyVlD6qepeQYip6l6EHRE5QKknJBUSlqhsqS4QqMDsWMDwesnWgg1AL/5Quazz6yli3Dko1jljUTLusmHDaujtm8tsFl6y/y839Y5JtPr+aqjZZNq102rtFsWRuwe8sCD7xY419/bA1bJ1w2r4L1qzzWTSjWT0ZsWNVk3eQsn3si4jc+uxbPemwcNowNCYbLmqGKQ7UsGSpCuWgoFxNKfkyxEFP0InwvolwIKfohrhMBMWEco1WcFYEMQtjlCMgknTESISSeK8EqukEa1KfyT/VejZFZMJ+C3K7YNbVOKHoBfqGB1iHGSKR16QQluoHGcbpARLNbYG6hygPPCK648sZk25Z1V7c73YNveuM9f2ts/q0Z/OKxP2fNGrfwyJNH73nymRNCyyp7NsDckqTeTvOpxhjCBDqRphU5JFbgSktBG1xl0zRWpgktqR7Mt80kaxlLjCW2ZAYiQWwlcUGSWIfIpAvCDALb9rCdNh8LkVYqFfgFi68tvkrwHPA0+K6l4AkKrqRYkBR9nQK8JKiWDSOVmNFqwMRIizUTC/zeVwx/+sAq1lcVY2VDpaQoFxWlIhQL6ZzC6QXDyWkP303tt5A7/QTdULN50jA51qXRdel0bcbikqWmplzwKRerfOgNs5yavsTvf2ktWmoshsQkxMYSxZogVKkhKpC0fUmxqyl4DgUvod5MYwzXSXB0guMkaJk2SkiZlvNF9kxTp32QGiOoN7OWPZPFNcsAnTN3+ud95u7zipSGINS4HR+lDMZIgkgRhKllIEmqhLFiqamZrSmSJOb8mb1ier5zT5ddJ3/5v3y68ws//b7XFuBPvFR1zYtL/7JVn/qXGyZqcvVohWNnfS4tKGqNmHbH0Mn8IWFsiOL0Blvbz2jIjEms7T/NQK42f59kKb9UL+Z/T/QCJWsFA6okq36mgZWWBi1Bq3THcJTA0TbNG2uB70l8V1LwFAVfUS5IykXLUCmhWo4ZqQSMDbfZsGqBZ48FfOqRNQz7HqvKhkpRpOAuSEq+oeTHlIsBzx6F/UeKXD5uM93bL5t3AsX12y1bN3R47mCVdpCamVodnYHcoegXKPhVvueORfYfm+WZw5NgFcYk6YKPLXFke36STqApdi0FX+G7Bs918NwETxu0TnC0QSuDUia9LtJm194i8nJxBtJBuZEDNwd4XvY3dvlrHtBnZQYQtpeeTIPrtFYRZAW61H4rWaxbZhZijl1MWDXWljsun/5/brxylTs6PPzLvwDhawbwdqstg6Dz0fu/9of/9NCxKRcdcOvVbYRYhecWKBVc6q20i6QbpL6GKM6KCsZiEcu0ss1zs/SlSv7sVeAGwG3z7w9+qGUZk+yZFXSUzCqWitSRqNOGAc+ReK7C9xQFT1AsCMoFS6WYMFSKqZYDRoc6rBmv8czRDh/9xCrOXahy2ZihWoRKQVEqKEo+lPyEgh/hOl3qXYuSCifbpfJHYkSW2nSpFCLasUm9HYGl3U1otiX1gqLY9PC9MpsmI/7tP6rzi38kefrwKiwKYw1JYoiTmDA2hFHmAvQkhUDhuxLPtem0W21wnDTfr5VNAa5SgKuMXISwr9CrZiXYDX3AZztrH+CZvOndl+VBrDEiK8aJdDGGpMF1K2GhHnNuxnB8NuD1N3aIOlPu4RPj/+IHv/8tThAE/8rzvP/pcv7/NMDPXWow14h++aknH/vpA4dO+aVCwtdeKDE2sshbrlkiSSSOdil4kkZb0gkUQZiDPK2aJaZfcMgBbe3KV/sqFy8zMORfD3yu3DxFXszpAVygVJou01krmqNTnek6Ct9LRzIUPEvJTzVtpRgxVA4ZqXRYM77EM0fa/OLHxzh6boSNI2mGpVyQlIoyZe+CpegnFP2IKAn5k2+UkUrhSIsaYDJjU4DHicP3vbnG/S+ENEMv81sntDqKZktR9zS+6+E5Fbavj/mlH1rgX39c8NTBVRgrSYwhTkxaXo9S11/gp91KnifwHYHnppVNV9texVYrg1RpbjytFNt+jrxf8sxIJ4+N0t3xFWDOgb7svejJzLTzP82vR1HaStcNLJ3A0urE1JsxMzXLhbrhnXfUuGOP5GvPKNqNU/7B/Q/+zG2vu0tYu/hzQoz87wX4mdOnsNbcdPHs3oKrHM5dqiISePSlmDde3WLVaIfEpJNXXUdl7U6CMCIDuSExtmeC6jP0YJXN9ra9HOw5I6wE9kqA5x6MvJKnlEBnhqoU4BLHkal/wxX4XjrzpOgllAopuCulkGqlw3i1zrNH2nz0D0d4+ewY64YFo6UBaeJrSn7qXyn4MQUvxHECLi4M4yiBkiZLy4lejJEkkjhWrB62xHFEI/LpBDa1pHYTml1Joa3wXQfX8XH0EDvWxfzSD87x8x+DZw5NkBiZAjyxRHGSMbkh8Ax+KOm6qifBHAccnUq01Kdi0TJ1aMoM6CsLQfkjveZiQD6KZRIxr4ha0wd0zu4puEkNXXn7XJD0Gr/rLcvMksCqmNt2S0iGWT9a4NSFhIcfe7awadPmm/42Jz3/TwH89JEvs2ljo/jvfvObrqsWuGorTAy7bFgDru/i6g7KCRipKJQ0OMrBcxS+K+gGIvUhx5I4thnIbSo9srKx6TF7Kkd4FYB/q0eu+YRI+xSlEj1pomQ6a7svT8B3wHMNBd9S8EyWiYioFEOqpQ5jw3VeON7lX//BMAfOjrOmqhgvGYYKgrIvKfqKYkFQ8NPFkZb6Q545LGh1XXxFtsgGAuks0IxiTclX3HxFk2dfrtCOUpmSNhUomp7CcxWu42b6ucrO9YZf/ZFZfvZ34anDE0RGEhmTNUv3ezADV+K5JmXvzJviZIs7fWZWhbyMPwDynCgGAc4gseQAhx64c9buGbksmMzwli7A1JkYBCb9/bqWZtdS71haoSRWDo+9OERJeczXLFMLCdttnfvu+4qrx95W/IM/ua/9wx/6m5uy/sYAn589RGloffXlg5/7nbdcf/GOOFzC92DVmCZJBMPlgJFqSBwbLKCUj1YW19G4HYXryKzZN9VjSZye0pD0wD0I8L4u771mV3olxoVIDUVC5uBOn6oH8JTFHZ0ymeuA6xh8NzNYeQmFTF6UCwFD5Q7D5Qb7TgT86z8YZv+ZCSarOh1bUchGvhUUxYKi2GPvBN+LKRe7PLrfZanuMzzcL5PnYDEm635PFBOjijdc1eLR5w2dUNANzQDIU0uw72gc7aJ1ASkNO9dbfuVHZvnZ37U8dXSCyGiiJLW3prbXlMm9SPbcha6W6KwbSkuB0ul1UVl8kmY9xDKpMhiy5z6eZTvoCjnZdylm9zOzKufgDqO0YSId1WGpdwSLbcl8RxAmkvuedRgtxiQ2nXIw3TAcnm7e8Y43nvjYT/7w+37s9bedWtp22WX/iwE+N89SrfGzBw8fe//xUxdpRD6tEKIoJAwNm1aFvOXmNpPDMDHcxXfKaFVCaRelnF7Dghum9tY4FkRGpFIlSf0QqX6zfdYeuKApvgcsr+md6EmTlInEMt2dOwa1IvVnaIvjpI3Fvmvw3YSCH1P0I0p+QLnYZWSozt5jAf/yd8fYd2oVE1WHiWLCUNFm4M7Y25cUvJT9fS+m6IXEJqAZegglcXIG72nwPO2ZGcQih5LbTe0Coc9wDvJuQttV2ZEoEkdrHJ0fQGvZvcnyaz82wz//bcNTR1YRGU2QCMLEZCwu8COD59i0tU+bbPdKO6JUtqOl1yfrys9fB4xZg+qgTzArAT6QAOg5FDMvfmbBTUfMZdq7a1nqCC41JQtBQtVvsmlVwF03h2yYMASBIgwVQaBZqjdoLFXf//Rz+09GUfjz/0sZ/OmXz1L31m0Mz/7OnqmpkJeObubCgmGhmVDvGJqBxXUMn3w44MotTb7rlgZ37qkxPmwRooQgC/xk2nrmRGTdNqnxvre1ZVueNalJ35r+BV4G8Jy1B25KnjWRWYdOvg1rbdNmicyElLsHfSfJdHNEwQ8YrrQZKjV55nDMz/3eGC+eWsX4kGa8kDDkW8oZuAt+mk7MwV3wEnw3plIKOXzG8sjeEq6UOCrtrBnUkXnKM0rSauDrr424/LIWJ88VGC9CN0zBkGrVjIW1QmsHJS1KprnrKzbCr/7oPD//u4bHXx6nGxUIEkkYW4pxKlk8hxTkOt+9TAZwiVJJxuLpsw9w0QvUe586k1eDQLfG9jzmNt+BbV929gGeyqa0USIF93RD0hUBd980y7tuabNnk2KsqnGVptl2WGoVWFgqcGFGc+B0jQe++fSeX/j/fWijjY+eFXr73z3Ag+YMbmlo0zceff4/nz41852TY9O8+aYxTl/UXJoX1JoJjY6l3lHMNV0efq7CQ3uH+PHvvMQPva3BUCntXodU66V6WBJFWQuVtn1767IofBDYg1eb5czdSwtapMrTgikYtMpYW1tcbXAck3bluzG+G+N7IUU/YGSoTa3Z5rGD8Kt/NslLJ8YYy8BdLVjKBUHJF71ceZp5MSl7uynAC15AmCR0Oz6+SheZFGJZAJcXUtJAU6daXgcEYdql3ge4wXVTD7zjSLRSKOn0AI6AKzcLfvXHavz6n8c8dWSUqXqFbklSTSzl2OI7Fi97Oj2JZrN0IQMA7zO47AFcvGrguTKtm+62tidTkiwNnAIcwtgSRGnjcjMQLHQkoQz5se+4yD95Z4S1VRbrJU6d96i3XOptTa2hmJ6DU1Mhi+053rqx+J0nj76UULjxZ46dnDmzbctf70zPvzbAz1w8hucVbpTBS/ccPDjF5Ljixh1NHF2lWHBYrOtslEDMZMew1ILTCyU+9tUJ3nnLBdaOdOkEDkmS5lSFsFnazhLHy/3b+WsaudtlQc4yiPfYxg7kvG0mT2zmGkyZO+0GMrg9e2wKbs/NwD3SYq7W4Vf+pMiXnh5nvjXM+JBk3M/A7ae6u5gFlgVPUvRsxuCp9va9EAh5eJ9LLXIZ9Vjmxx4sZhmb6vAw0lQ8zV3XtHnmaEgz8hiKTNoeFhrcIPWquzoFuFYWJR2ETAs0WNixXvIbP9ngvmc6/PIfruLC/DCdqqbqCsqxoRiDF4Hr2HQUnU4LXboH8FR/9z+r6AXqrxZ0wqAWX95A0Wuk6AWYZAye9nC2Q0EtgHWrmvzQ22KWmpNcmKmw1HRotDT1djoUtNZIuDgbc3Ex5NqdivmpC3ztkcP33HSj/yftdvfM3ymD15Y6VIf8rY88+fhPTU89x3fd3sVYl+FyAraDo32GSoqllkOzpWm2E4bbCeWC4eXZArFRCGlxdILrJOmAHaEyAEpiJXsAT0w/nzpYGVuZORE99jZZgJTvDFkBI/NB66x652jT+/muE+O7EZ4bUS500LrNo/sTPvbVCl95YoLQVJioCMb8VJakKcA8T66yp8iYe5C9I7QOePJQlXaoWV3MP89KBs9TaKmP3XcUN+3sEJsU4J1I0M2zIWE6cs3ReYpTZUBMq4+pchCMVQXvv7NF2ZviD7/a4bFDo1yKCrR9SSW2lLRNQa6zOETZLC6xGchtT9pJIXqZFcG3YPH8niyrKtObx9LLoJg0RZgOIEolqbHpYmq2hjl5bpTZmkOjLWi2LY22od5KWGrEzC5Zam3F3iMO3ciwu76f19+85aeuv/WuF03cPC51+W8P8KB1kt/9swcZH62uOXXm4OtOHL/ETXsMGyYllYphZMin6FcYKhWoNR0aLUWro2gHirUh3Hx1h7I3RBimg3UclWCdVDvLTEIkyhL3SsD0yr5mJbgHqpQ9h2Be7s+KKVKZ1OCvbNrUkDG3o1IvhudEuG6E74QUi11ct82fPaD59388wcm5ERzPZ7IsGPESKp6l5EEp67AveGm1088KQql/Jcl2glSezDcSWqGLqxSu7KfhcoT0iiU2b/yVhLFDwekyWe2w1C7TiUQ2bi2NFRwnydJ8Kkt3qn5xphe4ps7H77y9xfW75vjVT3b506+PsxiXaHsOJUdS0akHx9PgKgaaIWwvGM8/b78LyA5kVVaAfDBVmIM8z6JYMhZPQR0mgjhJCavsWDrNIT55H5RcTSfMx1EYmu10jPN8U3C+BsIJGRnrcsWmgCs3B3SWXn7d7Dm5Jgpqx186co4rd2z42wE8SQw/8YPXbzp76ujvTZ84wdLSJH98X3oe+jU7G7z79iWu29JmuFJlfqlIveXS6mrCUCIkjFctmAJhFCMkaG2wJKlPIZFoqUiM6XXh9PwPps/eg+Dusbfo32Ap+2VnJdMqnVY5cycZyGNcnUoSzw3wnA5nZmJ+/74SX3x8lFMzw1SKDiM+DHsJZc9mpfcc3DIDt+wVhfxMe3tuunAqpYAvPKk5fraAr0RaMcyBQh/lvTEONtXhUazZsRHuvr7Jx742SquoqURpB7sXZnGDMmgt0+yHYgDkzgDi0l1hw5jk5763zZ7NF/jdr4xw6tIQi3GBtqMpKUExA7orbbpwsoBcqowkBiqvg1mVlQWXPNgf9A7ZLIDOn7ERGcjT9jeLoKDAtYoXj8DoUBchIIryABQuNSXNqMu125f47tsDrt/m0GiWmZod5Yv3n+P2O6/9vR077nibbTb+h1LlrwR4FEZoR/PcCy+uO3vqyJah4gzXbZ/gyJmYqYWYF19yeeZghV2bF/noh2fZtKZIvVmi1fUIIwUCPCfJbrQFTM+9JqVCS0MiDfGAOy0v9eal4TT3KjJgpxdUsNyolQLcZKydMbfKDUZx2rmjYzwvwNUBzSTktz7j8of3TXJxoYpRBUaGFCOuZchNbbOlzDabShGZ+VQyaZLlznvgdtPqZRCFHL/g0Qo9hr0sizNQdMoLPYPFnjiRRJGmUtJsXheivC7NsEzHFRQiS5ADXCdZoUaleWyZW4BfLXhVjA+1+ch3trnn9Zf4w/sa/P7nRpnvlOhoH18rilpQUBYvtimbS7ssL54DvQfwFdd/kHNeYZDLqpm9Ps8c5FlbnCD9/kLL0grS/2EQCxpdyWI3YXSkxn/5sVl2rS9gkxGm58pcmPM5ctpydnaeXTMHtiTr3XVX7rj+TBxFaMf5lhj+KwHeaMwwVC6Nl4ryM1979KCzcWyUiWHJdlxGhiTDszGnZz0e3z/JP/l/NR94XY333tVilAJR5BLF+cg107u5xkpiKZHSkEhJoiS6B245EFzmjcKCPsT7W6YYkCZSGpQ02VabZNIkQasE14nw3RDXCal3Q558SfJnD1T43OOjdJMyrusy6gqqrqHk2tQT7vbB7XsSz5N4mTRJC0NZZiIDuOuklc/T05bHXigSRg5eyb4iwMwf/TJ2ajUNI4XjaN5wfZNPPdji6IUSHT8thgWOxY3BiQxOaNL0nkw75aWQ/eE+OcDzHLuRFD3NqmqHf/49bXZuCPjTB8o8f3iIuU6JrnJxHIWvJQUJnrI40uL0AG57+fHlIOcVIM932kEtng9YSv37aX9nbAVR9uetRFCP0v9PmFjascGRHT74pjnec3uXbWvLXLg0xpmpEudnNTMLhvmlhM2rXBqzzzlxcsNnZubqVwXd5tz/NIM7zrg8dOzIjS/sfXBoz+YW61el3omlpsvUvMdwxcHYgCgWHDg+wa+cK3Li0hy37Gizc2OTLWsFUmqCMPVd5D5iZRSJkgPG+VySyIHgMt/ORWbnHJAmpMGl7Fk+cwuoSQGuElwd47shSofUWzFPHBR84msVHtg7xGK9jCz4lAuKqmOpuOlBVUXXUnDJWDtl7oIn8d3UZuC7ZA49k4Hb4Dmp/lY64NgFuFj308JKpm+XF056BJ71QaYgj40kDDWrKoKt6zscOBfTjhyCbMa3G2YDj1SSSZS8UANyRWdOz+GXpSGjJPWHv+8NHd5yQ42HXmzyR1+v8PzhCgvNAnXp0XI1rhK4UuDJdISdI2yqzwdqC4LlfpXcPJbvtAYxwOKZHSHz74cWwuzr2BpMYrGhwVMRW9e12b6pxS07OnzwDQZHDXHu0jBnLxU5cFJxZjpiejGh3jasqifMtgyi8NDQ625XN265bOfX+CuGB/2VAA86FzxPm99+ft90qR0mnF1I55mEocOOyyT1Toko8Si6ho3DkrlOmf/+xQK/r9pcu73Oh99S4/I1Ha7eYqmUNN3AITFZg7BRmEx/L/MT059mZQd4os/aOXOb3syUlMETlExw82yGjJhrxjz6guarT5T50mNDzDZKCN/HKTtUNAw5aSdPwSGTHVBwRfaUmeU0092uwMvZOwe4jnHddCFZG/HwXo+z0wXGRgSONBkwRL/Rl96vk2aK8sxRougEDhtXCd5wTZsvPh3Sihw6kcB3LG6csngQ5VbXJNXgvXy1XCZT0mfeoCCzqqmm4AW8784Ob7p+gb98vMl9TxR59KUys/UiHeHScTXaUWghcKREi1S66EwKKiGQDGhybA/cIDJPftaNlTUx58AOs6YVayKIIob8Ljdc2eSyNQEffHPAtVsFUhRYWCozX/PpBg6OjllqNzk2bVk9GeOUDbfsiqgUC6h4utTu8NvHTl3cCXT+xgBfalqSuPvBVv3Z6m276tz31DBPnwp48NkYK0Jed1Wbo2cCFhcdCg4MFw2+tlR9Sa1b4ZnDJV48UaWsG3zkOxf4me9pU/RjgshFSp0CXKme9k7Ze4C1Bx8iZw+bjTjOgC3SzhRHp4zt+RGdIOHoRTgzpfiLbwzxtecrzC6WwPXRFYeikpQdS1mnw/MLDvhOCm7fSWcSpjZTOfAU2Z/bDOSmB3LXiSkWQk5OGQ6c9sBxsqBtwMg0SOEszzwkiciyKek4592bA3ata3HkYpGOLyjGAi+yBIostWd6/po00MzTeH2t0rep5t03Kps+4NANHQqFgO9/a8DdNy/xwAstPv1gkTNTPkcuFgmXPGJP09UaIWVazpcCRXqymxoAt1yRV7EZgyc2bS1Meu8z55WJIAqo+m1+5r2LfOSdHbTwcXSJxUaRZtujG7h0A02cSNaOd3n7bUts3gC3X5lgTYFup8LJC0X+8pEusfcS1aG/+oiUbwnwOKyJOA5/4sChl6qLSwGbVxfxlMdsTVPveDzzYgWtLaPltJhiLUSepRQmVFxB1ZPMtMvMNF1+49OKhBn+1YdbeI5BSock0ZnmVssaVXOA90vEK9k7ZW6lEjwvRsmEJEmYXrB845sOJy4UePTZAhdrBU5OFcHzUCUHX0tKGkrapFkEx+LpdHC855CBOH/K7KkygJNp7gzcToLnpOzt6gjfDzk9B4fPFHHk8vTgSv26zMORZ1KMJE4Uceywa2OHrRNtDp6KaccO5UgQaHCzYokaALiU6USCQSbvyZSe+Un0gtk4UcSJIkocAsdlqBDyfW/ucvueOhdrdR5+zuPUeY/79xaZWvBJYodYamJXgUz7NFNTm+jZJJblD3tpQ4vpGVYM2AzcSYgruvyzDyzwk+8OUKJErTHEzEKRViedTd4N02FONut6KhdcbtlhaCxp6m2H6XmHqXnDqokul2ZeHnvzG37kpy5MTf3aujVr7N8I4E8+fh8mSTh2YonF+hDjVcXGNYKxYZV16KQWzdz1l7dQBZGlFEKxY9BSYIRLvVHiY1+ucvctXW6+IoDQomSSjniwst9q1usCyS+dzdqebOapToHteAlRYjl1XnDglOIbzxY4eNrj0OkCjcAjCDxwXVRF4ylJUUFRWwoDeWBP5z6N3Dab+sK9TJa4rsJ1ZbYAbF97O0laWXRynR9hTcjMoiSwXjqgP9/W5WCKbYDp8iyK7fc7Jlk+XKAZHwmRqksrcmhrkWY6or5hTCuzrAIp88IAQDYPBgTWyD6TJ7I3GMlJVG/8RDtwmRwO2bAq5NrLAjphhx84XefgGYdvPFPgwGmfU+fSg3atp7BSAnL5Lze41ebA7r0mKXvbGKKI63e3+MF3tHFUkflaeo7SYr1As+PS7qatd1Gcp4ydtBMogW5AOra5kyAl7Fjr0+x2S/v2Pvt+JfWv/Y0Y/MXnvopNaipoPi+u3d5BChespROmRZxGW9HqaDqhJYrIJrmmgI/idMxuwbNYLPNdaCjJwqLDnz9Y4JarAxwTZo2qaoUsSbV3OmjTYkU6yyQKLO1uSlBnLkj+/AGPdqTYd8jnxHmP+ZZLELvp7GPloCpp0FRQUJQWX4OnDZ7KwKpyu6xIix6D4HYkbiZLPBc8lyxrkpbMHW1wnTiriEYU/JDZWsI3nipTb3oMDwm0NP1GArkCA4MgNwMBoZEEgWJsVPGWm7vc/3yHc/USHUemMkWDE1ucDOgqG48sZZKmCxmcdSJ7WQ1j9bKfYTImT7QidhRRookiB609PCei5Ebcvjvipp0h73pdwPHzkv2HHdqh4k+/UeT0JQeEpN1RJGE6gsIKgdUrSrXpXpK9T1lcxDEffFObsWFD0E4lWa1RYGaxQKOl6IaSMBvjHJsUV2F2vlC7kx7/2A4s7VAABqMTjs4eEW+9/Sr15a8+GL/z7W/86wHcWEAM/9Yjz6krH90Pt1y1wO27Y3aNpsdpLNR9Fuou9Zai05WEMcSx7M20ixNDFBmQEcdmOnhRCyeJqLUEXSUQymJlnK7u3h3POEAK6i3Bvv0OCw1JwRc8e9jh3sd9upGiGymmL7kYoYmsxggXtEZ4GiklvhL40uIriy9TpnaV7ZWoXZWVqzPmdvO+zB64VdajKfrs7RhcNzdoJT32dt0IpUK++aLii0+XUa7GkzbLKa8skrySwfNceKrDJVGi6HYd3nFLhy892eBPHx6iFfuUMh3u5Do8om9JyLqFhMhXUi4d5IDWzwFu0hnhiSTWKZM7WhFrjY4TotjBCWOUitEqYaQQcfOOmJu2h1hpeM+dbbpROojzy094PHfYpeAJ5huK/QcdGm35Kos5d2YZhLVUy5ZIG7Tfxnc9pubGOTPlpJ1eSToOJDaWJE597d3A0GgbFhuG2RbMNw2rxrvcsafDLTs1p6aHrlw1VvktAR/5azG4tTWgWnnggS9sP3wuVDLx+fQDLvc/32Hrhjavu2KOa7Z4lArDzC0WaHTSCa9xkrUqmfTiOkpwxeUhb71tDt9bROmEC7OKH/mFkV7BYPnWBmSTUJdakucPuDTqCqkkgZUERmGFAqFBaZAKZApqLSWuJAO2wZPgZt3zKbgzcGh6tlHPSRuPXS17jceD4E6Z3eK6BjcHuZMMPGM8HWFtyMV5lzDw8YYkbmbPVWLA05FXMQdGYwyOWcglRGIUYeQwXFasH0v1aif26MSCgk77GXMPiVJ5/r9vihJC9n5W+jOycQ7GLB+Cn6SpyVwaxXGSFsXiFOxKxWhpCCO3B3alEtaNJ9m4iYSdm9qEto1UlkYDnjvgsNSSKJkrzVfW9qWEvUc1X/23o0ip0aqM7YIrQ7TKydX2zFphZGl1DbN1mO0kXLl9iQ/v7rJznWCsUuH0hTKbVy0oRX37rXfcUzlzYamxaV31rwb4wuwcUtV+zUmO3LltdRedeCghmGuUeWZvmUdeCHnDdS0+cGeX4SGN1oYolgzOxFAy9WisGumwYdIyMpxg/A4f/2yJT3+piHUzJ0/vxg++SqwUmLwVnoGOBaEQUqbRvZA4Ajxp8WTG0vmA/PxVDbzqrJNekR29Rw/caVtX2m3kuQJX5/lumzUM2MzRl45wdnSM40R4XsT5ecMn7y+BdnGk6AeYPXkiXilVBzwc+ZDQFGyKJElB/qG3dPjLRzscminTShyKscgWrcgMUplvJDuTp/ezMqLI5V4qheSAwSt/mp4XRmuFkyTEKkEnCVrpfk1BJr3imZRJr6gmZYIWBmkN40XD3bcZEFHqcCS382ZaPA8RXPjmvmE+f1+Z0K1QLFXZOmZYPRRls2PIZrOkBq4ohmYHrEr4sXfVeNM1ljgaZqnpc+aiz2xNc/R8m/L5E3fu3Hn21+I4+cf/Qwb/7F8+hBDSvXDhEouL4GjF2gnFxEiqhzphgahVYGo2Yv2EoVLst5LlpXOtDAUvolzqYEWCMYLFOcWfPFAg9rNIScgM5HLgvRh4nwIaITOfcvp0RHaWjrS4IgdzmpbLgZ0P+NE9aygDXuisCTfrbukDXPYCTs+1mXwxAwFlytpOxt6ujpAy5OwlwVzDR2idFUlemUEZsK/3Cj3LG3YHA0FFGDuMVgI2TnY4cimgk2i6CfiJwIltL9hUMb1CV6/CKNTAaurbHdJJu7bntx8Euk4SEiXQWqITNTA7JRnIu5usoJYsqz+kWS2DjExmW87sGJjM6WkR+b81CR96U4e/fKjCdBMiaZnvSCCh6NhsnrntX6csn75uXFKS4+w/6tIJsuNWonR2/NoJi+/PcOTAw64xr6z3vJLBFy5gEWnfoS4ghEbK/tEXUlqGy5ahokGpgIKf9IsumS9E6wTPCSkVupRLLSIT8qdf83n2UAG0AzIdlonMQIzq95tl22y/r5KUmUVeXesXH7S0vWE+OjMM5RbQ/H0+CN5VLGs4TsGdntrmurKnyT2n36/p5t0/GdBTV1960JPrRsRE3PdkgZm5As6Qwh30cAxmUOCVhR67XB8PFn26QTrB9u23tnjypS6N2KetNYXYpAs47ldJZW8x2QxQ+U+SmeTsTyVIU4e5ua2fg3e0IFEGnWSDgbLREkoqlErQUg0wt1nxvp+6lcJkYB5M6eZ/LwEbcdOuiA++vcnvfMGj03KZSXw6iaKkU7tAahFIr5sW4GtDsyV48iVNtQRCml73kJQCi4t2E1z3RK/z61sC/MCLD1AuFW/77FcevL7TrLFjQ8L6CZ96y6MbprlJKS0FP6ZSDCgXAzwnolyMcXR/Zae6LaITRDS6EZ+4r8C//+MqQeIPAFwPAHw5oLVIAZ2DOAe2En17pxaphzltS8uMTTKb/aFIDUkqH5XQH/aTN94uA3gecDr0Qd2TJkmWPelrb9eJcJ2QS3XD3hMF0C46kyc94OUMznIWT/Hdb+QY7ErvVR0TRRQ5XHN5wGi1Q71WpB0rigqcOP1dwsSiEouKBgGe+eN7PygbIc3AAB9jMzYXGGt6C0urtL0u1gadWJKcxZUk7gE6raRK0f86B3y+wPICnOgRXi5tFEZKHCfkFz5cRwn4xL0JraTE3ILPgtLpPctxoAUl31JyBN3E0okiim6KD0PaPLHUgTWr2uzebHC96vWTm+6+7fNfedMT3333na8O8CBsY234HVrEV3/xCfDLMT/01llu2QnlgksYKQQWz43x3ADfDRAq5pmDiqWW7a/mrNvkG886HDtf4tEDJRbbaZUPOcDgA7JD5/4HATp7zYO1fFXrjBm17H8vB7XqMbjoAV4rge4BvM/eKchz9s40t6ant/OUYDrTrw9up+dOjBBEfOVxjycPlpGexpUinb8tB6p9Kwo9gygfDDT7LJ4NtzSKTtfh5is63H17k9//SjmbsCvxk/SsHC37bsWeTJGy1wDS/1Hfismzo12yVsFEp5pcG0miDLER6ET2PD4y89erJC+0md7P7Wdzln+vz94KKROMTAt7FT/kX36wyR1XBxw75/DgM0Ws0FnQkkrSxabDswd8ZqXGcRw8LShkfQRhbCiVAm6+osUPvL2GaxTHZjZeHSf17zCET7wqg9vwFDjltzz00P3f+9BzMyw1XS4uFPh3f1bg+h0NRkohmyYjPMfy0gmN74FUHkb4PPaCT70us5J0X0NdWtC0gkwEe6oHbJH5HHKm9qRFC9srBatBAGc3MC+c9HotBctM+ro3GmKAvQcAng/7yTvL08E/IksZskyOOL2AMmuWGJAm6TMiJOLTD1dIrIfqVS8HA8yBti/66bueBs9ZvNeDKtOpAkkebGoEDu+7q82f3BewZCI6iU8nEThxeklVktkWYjEgUSSIlXu1HEhNDgzwMYLEpL2qiUllSmJsqseVIJE2a042yMSgpczSkwaZ2AGpMmifyJhbGZRIeqSnpCRRGiUSkkRT8GLeeUtC55qQ774jzuYZZitTwkJd8sgLLhaBUALXF+w/4eG7lk0TMdUSXL9NMuSXabYgMOcJk4Xv3XnF2x7Ze3jq/mt3rlkO8Jl5QaFoL19ctFvGC4I7ryjR7hoOnlM8+FyBZmQoeTFSWmpNhcpEphQp+5D5t+PcY2HBagsOfQkiRQ/YeYCoM209aLTve5L7jLjs65XPzFmX9xjm49mUWjHsJgO2VqKfScnB7aQd92ljss2Y2/SYWw+wt+eE7D0hOT7lY5WDkhJXmnTXGewPHRDgK7MoLNPggzP+RC+jEsUOW9ZE7LqsxdPHCkTKpRMLfAlOYtGxSIlA2KyimYJMINMgb9mPFAMsLnqW1h6ba7Ldw6Ya3YiMsbPrqyRJz5osM2APAD5j8d5uYlIfSwr2tGotjSERqZ4PY5dWJ72fo5V81qHM+gAE5VH4wBvJFkeCUpa3X9tFidTpGYQFZhaqPHa4TLsDnW7A5VdEW0aLweWBjO5/BYPH0RxBp8jkyAJ331FnqFjkpVOCQxcdJouCcaswNk1Wjo7QGwFB9mpt2qYUmbQ9KUgE3USmgM92TCUsjsjHGfcNST327vVVMvB13tq2vKVqENg5gyuVj2jLXjNwKyUzNs+lSX/4TwpoesDuVSsz5nZ1/syCSx1hifjsw0UWFgoIT/eCYLVSf68MMJflwftjogd93L3ctFFEkWZsRPLeNzTZe6JCkPi0lUshSbX4susWZxNsI7IMhswHxfWlygo9ntos+k0mOrEp0BNJkufbpUUZle4WPYtAOhWhD2zZA34/DrOY3BBnZPpe9hteeruZEWk1NT+GJpa9zq5+51bfjwSCejPN8Scm5rnDbQ6cctAq4C3lJTZumaPT6b5Sovz2x+/DcxTPvDxP0U+4ZfciX3veJwwrTJRTQMhBShiQlP1ePNKzFKO0e7oTC8JsmE++ECRZYCgHtXVux1zZF9iXInIA8IPA7nWh9Fq5+qPJ0hl8aQClM+3t6mwAUA5upw9up1eK7zcpOz3tnaBV2rlz6Cx85oEygXR68sQZ7GV8FQ/Kyks32A2zXIdnWjwDuZ9o3vvmLp/4WpuXThWIlENbStzEZFkkgUxyC3EWbEqRgcFkGtxkP2v5uUW92TMZgxtFNk8yH+Aj0sZwk1VNTQ7urJlaSZSwJNJkXfn9JuvE2Izh00VgBoJRskJfWnRShKFDN0iNVkGk+iOa7avPSpQSXJ0wWm3x1tvmiFSBm3d2uWzNixx8fgYl4+UAN90phLe6+OUv/MfN05dCDhwf5/PTAs+xbFtt8V2RHaIkXnGD8jFq+VmL3dDS7PS9woJUrmD7ANAin9ndZ2c9AI4c+LKnwftgHpQo+agDrUT/vc5HtfUnOOlce/cKPn1wD7K2o0w6M6Snuw1aJeis7U3rCOWEHL+oaYZu6nuRcrn+FivSg+JVsijL9PCKXHjPw61IYk2caEqOYPvaLi8dD0mMR8e4aU5cijTwzqRKlLP4slHIg76QdKn1KpzLFpjFZIA2VpBI0EagjCXJZsskpg9upSzS9AGtZMrSSe/r9M+MTKWOkQIpZS/DkgI87UftBC71lkuj7dAN0uMg890t3/GW8apIU8HzdZdyocL33G5ITJWjZ106cmzzz/x/frx47S0/3r5ix+oU4AeOX8JxG28uljf+7Na1Z5kYcuiGaR8dViw7zmXZ+K4BgFubnq/YDQxSJLQD0z8HnoGxDmJFoLgMsANbbk+miD7wVwBbykyOSLGs0yWdvZcCPJ/D5+QFH51OucqZO2VqO/DeDPRAZk+V9XW6IYtNw//7+TILHR/hObhZ0UkP7jwD1ctXY6CV19IakZ28MqjBU5DHsaZS1Pz4dzd5aG+FhcAllJqOlLi93z+fEJt3PIneQHvRY3FITawSa/PXAQbPYgGVfa0Vva+VTHdnNcjSST65IJuMIG22s9o0LlMps6usKp3KFpON1UubQfKAO04kS02XmUVNu5tbPkTvGkE2hLX3dU4eCnBIDHS6hvlGwhvvGv/Zs6cPPkHc/csegz/+/AGk8llaOMrq0Vmu2jbCzKJPq6MIoxTovbG4A3Ofl88qsZnSM0yOB0zvM9RqXurNyCucA40APdZWy8Eue2zeZ2v5KsBWg8CWfXmiBplbyb7FtAdwm40SNtm59/YVskSrfnowZ29HRbhuyF887PDyyQJIByEHrLEib4Dua/B8hb/a+N/BkQvLTqoYlCkmbTmLY4fdW9p85+0NPvE1H6M9OtLFkyLroUz7J6P8RAVWMnkK8ow3+/2uyw6NSiWKzoYtpWwOymayz+Qg7gPd9L5nV3yd7ghKCqy0mOx71gqUSuWSyHpovULIfN2w76RDoyH7x6kMZp0GJ2iZgdkrJq2utwK4VLNUhhaJgkPMXUroBEFfoly9OWGoEvPFhwSffSzmp987zU27PeaXyiw2PLqB6h2T3T9kdeX5kylYRociYpZ4+GXBbMtlvJyOKcjz2LpXlFkO9kEZogblyqsAWw6MG+uZ/3O27ulu0Qd3D+Apc+uMtQezJX2Q97MmeebE0enUqlrd8OVvlpmve+A7qclLDGzbryZRlocry1TDYIA5eFpCsoLFo1gzXFG88842X3qyy0LLI1SadpLLI5Flb0RvpFvaQ7lCouQ9ODaXLHJgpolAD3wOpTL2Nun9MirbMU0K2GQA6D3pkp0aoXuyRmTaOwOoyvFikYBSCSOVNsdnLI8d8lChyBpoWHH8eH+sdmLyaVlprDfXFMy1YjaubvHuu+qUiw77Tg+hsi42vTBziGJ5ZNPpE0//REXPMz03zi/9SYe7b67x+t1Ndl/mUWsUaXZcwkinx2Yn/REPqehPNZrnxkyOdFjq1NHWJYoNsdUI+gytM79IP/uRB5HiFUB/dYCveJ+xdf51GliyHNz5yQY6A3c2zq0vTwYGBOXyRGXSJKvKuk7I6TOCY2d9DB5CZtkTOZCvX5ZBEcuNVoPnUg5stf1KY79cv+zgp0QRJxqsZsfGkC2ruywcKWATN2XxJJUpOgvKB2c09k0wy0GeVlEHjyeRy3YSKzPZorKdpRdgpt9TEpRJv59kJGMyBpfSYjJGt9amfz+XsTkZGgtZwOm4EUrHzNQNrSXB2sDgO2lTR0/GZIsuzqZkdWJBPRDUWoY1qxp81/VN7r4xoeSUePDFJXZfo3/idbe8cd++l4+f0c22QKh48uKMfsvzL7UY8XwuTGt+6/Men3usybtvX+KdN9e5bNSjGxRod12CUPeOjqPH3jFFP2Ss2uDlfQHnFsooJ01l6ayE3fMzD7B4f8tjhfzI3ov+EHu5DPh9gMtB5s5L98vYOzvSeoUs6b2qfLDOAHurgaeOUCrivqfLHJ8vgOsgpcy8331wixXsvXJcxKvJlMEzbfpn4eSHPfVZPAw1l42FvP3mNs8dKoJxiBNNV0rcJAvYE3pyMF1UdsXotTSz0gtBrRlIF+bWWrBKZODOgS4wklRXW9Fj7pTl03+f5AGvyma8q7TbS1swGYPnO5kUlkSmdoEo0qwf6bJxssbXz/sEaIZci6eyA7LIjnwxglYkaEaWIIwYG27zgbcs8a7bQtaMFAm7o0zN+6wqLbK6mrzFxN1JXyVntNbpDx8ZstyyJ33/0gnB04ddTp4d5dfOl/nM4002jLX40Btq3LhDMDHi0g6c9DxF0q4S34sp+B0ef8nwS380wum5KqWCxM/nbQxYV3tuOLki3TdwGkIaZKbfy9uyZAbgnK3lMg0uegumD+7+/L38+I5+QGmzrInpM7gy2SzDBEdHPe1dKIY8fVTxl98s0em6UEx9E85A9bWvvcWyzMkAea9A96vo7xUpw8G8eBRphiqad72+y9eebPPsURdKDp3E61kd0s8i+iPtGNDjvZxWvxPeLntm2lyloztSYPaB3suqqBSwJjfgqX4ganJmV/mJHVmlVtneTkWW35bSEMWKZttlzajDR79/nlbH8tT+MWqeh3YkTnbhIgtxaCh5Xa6/os6H3lhn/ShcvsYBO8TMwhBPHyyx/7hgqW1Zu12yxWaWhjgKiLVDHHdodJosdGCmoSm5gs0jgnrX5ez5UQ4cr/LE/ha3XbXAj93d5JqtSXq6LWBEwjf3a5486PLwviGePzlCoehRdaCQF1IGfNla9UvrywbVDwyul72v+ynAnK17JzcokXlTloM7nwfeB7ntjQwezJYMgtrJjP0pY6ceaK1iXDckChO+9lSRQ+eK4DgIqTLbbn/YZ292yLdwEa4cvtkr12fpqMHzKVOQZ9O+bO5P0YShZueGmLfe2mL/mQJB7JJIh45RKYvngW5voVlE0i+QsALkg3Kpb+FNMx/WZqxtRE+WpADOJUkKemXS75tMviQ2B3yecgRt87OWTE+DC6mQ2Sho1Tbs2WT59z+ywCP7Gzx2sMzT+0vEKIS1SJNw8642P3p3g9v2QNEt0myXWGoUaLVdolgwPtxgzWpLMicxIj30Nk4i9FNPfh2tFI1mk3prhEMnBY0WjA2lK20sSvPaix3FpVaVLz5e5MkDTcarbazJWs6E4sK8R6NewrpeevS1Y6m4/e51N88/K3oB4LLsx0DRJmfwZUwtB8CuBmXKgJsw96L0ZJDNgJ49c72dA74H8iR7n2VQVFaWV+kE2oNnBfc/WaDdcaDkIIVI/TMrUpy9xAkDzP2KptyBONMC+YjogWBvZcHHJCmTh6FDeSjkrbcGfOnRLvtPeaAcAinpJCKzCuRmr+Unpw0y+PKfnwZ/FrAqA6LK59PI/ii27PfsMbroA30Q7CnDZ8+s2SIfjP+KIar0c4WJkWxf1+XKrV0+9JYFLs3PZxfRYhLJeFUxUvZYrA9x4VKZpaZHs+0QRGmb3PiQ4qrNliSQ7HthH0cPn8IkMfr8xYtIKegEEUkSs2HcJRrWeE66bYZR2slcbBgcCUK4zLRGuFirYG2SbX8KqSVeWVJS6fTQgk4H6iwHdz+zketlqQbB3Qf2q4FbDfyZ7smZfsNP7+SwTA6pbEywkgOAVrZXwOlJkoH0oNZ5YJl27cQ25itPFHjsYDE9sUqq1DmY+2deEVy++vOVj5S9V+rwwYzKsq57o0isIug4vO6KNm+/rc3LZ33ixMFKTVdoHAPapFq8P987ZfGohyzRS72h+iyeH/TVA6Yly4CIrFgj0k6r7O9I2f/7SZ42lCLLl6f3I8lkjrI2s+bKvgQbXMw2baGLIo0bps3PW9fGWUM12QnJLgtLReZqFWYWi8zXHJqdtPnBGIvvusRJjOt1MMwTdRuARQdBGSElYRChZJfL1yk8N+3bC2MIQkGnayguxtRaCb60VBxBoF0sfbOUp7J+SJWNZMibfHPWziqJesArMig7+pmT5U+1AvDLMi2KAQbPc7QDc6+VHZAoA+DW+XBO05MlSvWDS6VjlIpwnYh9ZySfebgMuGnuW6i0cyhPDQ6c5jt4fGF+xs1y5h7IbNhBqbL8/Ml8XopJBEZlMiVrZ4sTjbWa993V4RtPdXn+ZFpRjYxKnYZ5TJDk6bhcf79aGLD8cAFlwco839yPb6zKgKgE0uaAH2BumQI5yXYynelzafqyxuRMbuzADmV6nUX5EFIncujq9MhxqUwv0ExrAoogVJyd0kwvSDrddIJD2oWfTkYYLvuUii5KOlhr0YvdAItEiwDPbVIoxey5zCAoMF/zaQfp7MAtUcRst8vRuSKugkJucc0qeXnbmJsXU1a0ivVZu2+KGpQmvUyJGAT4IOgH5cCgk9D2JIrMveHZib6vlCgrdXfSkye995n2dpyYyMQ88myBAycKmZc9DS7dQWvvIINLMQDyFXJlpRd8WbDZb4DoVxUHcuKJxOSzHBNNEDpcsaXL625MWbyTOFihCIRLJxG9TIpMBDILMgfcLwM7SF+A9+RJZo5T+QJUZANU01ch+0Fmfl8GgS5FKluUslnAme4quTW3/+zXVNJTnyWhNjiR7k0G1sqgRL9zqOCFnJur88RBhzBImzfaoWW2DlKHXHlZF4vB98qUi17ajnfknERKSacjmFswjFct52Yi7rquyYbVFcLIpVSIUM4SX92vaUdFSm46RCcfMJmDu5dzHtDZ+Xu1THcPpP3Ucn2dB5A5YAYbeJeD2/bYu+dnyQA9eHzJMnCrQXCbgQuZB5Z9eeLqiOPTgj/6WpkgcqCYetnzntD+aGR6R6gslyQrEP5qWZQBebD8yOxBW+tAU7JNmyGiSFP0JB9+a5uvPFbi6MV08SVG0REKnWQBusgyKElffy9fZnnyMNfe6SJT2VkrverhgEQRmWRJehaB9Gsp0oxKz+mZ5c2VyfV5CvgkESSZryWWgijptxCm90Wt2F3T966OqBS7hKbFM0eKQJGKn5r7RkdbvOHahJt3xAyXDUGUG7os6vDef7Hqth3iP4jO3I5V1SIFnU4b8r2EnZsC1k806MZLfPIbli8/PQKxz7BvKTqWgpOOPsvHn/mOSE8OHnjmLWH5L+E4uWU1s68qmZXU06ejZZZhWVGJzJ8yK9gsSwPyKsFkngpcDm7HGRyM3y/J5xVLrdOiTiJCPnFvkT+5vwqeB8pDKU1Rkc7VzotFvUW8PHjOPej9BS3p+2VYFqD25ZbtLdb+1/mQn9xvndlOrWX9ZMjFeckLB1xiIUEoTNYptSw3ny22wSMX+4Fm3+5oBwh+ULqki3HFKdN2sIS+0kA2OCt8cEfKdfeKqq2VvWm4+YyYfEhRYmTPOutow8RIF2TAs6c05+dchBbctjNg59oSM/NVXjo+xDOHPGbNNZNN77YH9ROPdqphJ3zbaHWG4WqJ4ZKHANZMWIbKdfafifjtLw3x9WfG0I7PRMlQzqesDvQ79jMZfYefGmTsniQZDBwH9LXom6r6Z8UMsnY/FZeWhFcyucl+bn6ymhlg8UHN3WcGJ+sY72nwrGrp6IhjFyWfeqiYdiHJAXki8yOwX/lZB7Mny94PfmGXs/fysyf7R7f0pEre7dOTKimLJ4nGJprveUObLz5S4PAFB2SIFZJAOOgkK99nGlwk2UdIlqcJ0/cpyFXO2Da9tlblXn+QmT6XEqS1SJPvuhazQlYmAya5ZHDXTQRxz9ps+2QQW6Le92Q/blIG7Zhe5RwB5YLlx+9psmXdBX73y0PsPz3CN/dXOHEutQUPDYU0w4TLtrXettqbruoT5wRLSy6nTxe5bvciu7a2aHckX3zc4cQln0f3ruZSo0jJ0YwWDGXPUnDTcxdd3Wculb8uK9qkzDWYKXlFALkS2GL56yCw5QCge6ep5YAesHGqTH/3tPgAuJcDejm4lUoLO4mMufeJEoeP97W3yOaw6KyDZlB759gdlCkIluW+B1XKypBvJQsymBMfGJTfy41nfZthpNl5ecA7bmtz8lM+YZI2cSdC0RUSnQzIFOj5VMgkSC8esDb9mdnOYXt566xz3VpkxsYq62aXEoSxvfuYv8/vZzLwXvUC0Iywkv4upzIjVm/WS37vtMVREic26VGTmUUkiSXGOLzl2jY3bqvz4L4WJy4V+PKjJZpduGUEbtmm2DoZMToUoc/MC5aWYmaWmvzlEyV+4/OjGANnZzQmVpQdyfqypewlFBybTX0SvSE6r2TqfoFmWfDY09jLLbArQS1eDdjZkYNSgOg1QfSB3gN25omRMmftHOSDzJ30vlYDQaWSaebEcSJOTSv++xcqdKXuTQDIg8t+rjn/fCtGRAixQnZ/i1p9j8mzvpuB7b53jItdocUH5n0nJs2o+EnMP76nxecfKXJyqt/3GgmXthBpNiWfrx4PBpsZk6eim9RMmw6xX8bk2W6ilEAai+mRje0B2EibtSTaXiV3EOz996+0PudFvb51o28D0Bmju9oQRpJuqOgGmnbXoeAXKBUC7rktIDYR776lSZwozswoup2AjatbjIxW0K42SBSd5jjVssOkY5hZMmwoCRxl8XSSzgrJB+Y4fXCrAZ25vHy+/JdaVrzJASzIjt3ug7pnN+2VvQe/tlk3j+1dYJWVfHv575y1e0y+Atx6JbBzWRL3cuCN0PL7XypzcdZLpYlIbbFparAvmQYZW/JKSTKYJhTfGt/LJcugH2Xgac2K4o9RGYunDRFrxwN+5Dub/OofudSjFOBWKEKh6Yo84MyAnrwS5PnH0JlmyhdWDnQpUr9JL6tlLdJk98/kxyTmgP9WYM+zTCslam516Fs1BntttbIESvYq0B1H0epqvLbBc31cJ06DUylZrHmEbQff6WCsRxRb9EhZMuzB5dUII+C5Q5JuCL6TzqF2svPWtR4M/MSys2JeWaBZIT3EqzB1D9x22de9tqte6s2uAP9Ag3IvKOu/5qzd1+EZoPUg2POjTuKB1wjHi/jTr3j83mcqBIlOp3RKhczliXylPHnV4g7if1DkWQH0XH+vCOSWNSPb/ihklflUVKbFfR3xkfe2OHbW5Q/vdUBGWcAp6QqJGhhWn5ftB8/YHPy5KWv3QS5tululBsDUNdg7S9Nm984M3kuBkH3rrshtAwOY6M3AyYGvBnZ20SfDvjJIc+tpLUUNJBFML4ngOZbzcwnPHw7odBP8quIy6aCv2dqmVmvw4BOL7Ds5RBJ5lH3NcHkQyCwPEgdlRw+Urw7oHnB77/sptT44+tu8xPb8HH1gpxeqPzVqANiCAYli+udk9jT4q0mSQf2dyhPXiViswecfKlILnXRAkXBAqN4UAC2W7yaD+rtnje1R9quX6JelCAczFiuliVnhTcl1eKbBjTGYJCGRaff9kGu4541tvvh4kYVmboqRxMKlg8h6IfMCVPo+r6SSjbAY/Fx5hkRakcqSFUDP79myRZ7fN5N3FtEHeO/+i2Xfy1ldyeVsL3Kj3YC06SUwehJGZVVqGKlEbJjssnZVk2cOJ5ycgaXIQQ/5hktdhxNnxiiKAiNjgkpR9gJGsWJV9T9g9oFZITVy05EYYGLZt44OsnO/a3qwh3HweECWvc9HgvUMTr1crOk3HSjTf13B2HrgkKpUd6cVM61idDHiK98s8OyBAmZggq3M5IkeAHV/wdpXsvcrCjzLWXxZ7vsVIB/MPw94xXtNuHmgKXp5cZmxuDYxN+8OuPvGNp/8ipP1nKVMHqHoiLToI3uLL2XpXsuhFFkO3KbVTPpsLsVyoPeOTjdi2X1+xTWQdvluRt+zLgZxlEuoAXC/4s9l/+/1dX0fl3NLDkPFIcaGfLZNdqhZl0Zbo+99toxMOrzt5piRSkQQOiw2JUEoeukjkek3RH9rW2YHZeBmD2YU5IAE4VsBOr29/e8NMPiyxTDo2uvPQex3cptecNnT4svAnfQGSubgzqWJ60ScPKf4o6+UuNR0U2mSsbcS2UgIIVDCLD91bMUNXUbYyyPNVxXiYjDQG7TPslyTD2rx/vyQ5RmVONasKiX8wN1NnjjgcXJGpkMdjcIKQWhUmjJM8uWUC5Q+k/fz2FmAmacIBT05Io1YJi9fUbnNvejkAXdadFnZhC0Q2VHhyy3Gg00ig+SQt/0t/3/3ySGMLLVmet6m5yo+9F0hWzd10EOlhLMXE775cpe33dBgpFxiYqSCMbp39DL5trWMecSKm5UDfmVVz/YWgwTyyVfLPmz+/VddCAOMnrHmILhzsOejxPosvhzcg36Tvu5ODVVBYvidT1d4bG8x7W2TKXvnqcF+W9qgPLHLt+fBrXgQ33+FBrevCupX5sN7cmWgaJIYiTQSlYM80URxzB3Xhvzo+xp89HccgliBjgCJQdAlnx++HOR5JqeXH7ciy3v3c+LS9net3vte+nF5vDFIXMtB2X/tHUmYk6bM/13/guVvl+9y9hXSLk4gsQk4EatWdbh9T5OR6mXUOwK9dTJBBLC3U+Kbz2s2TEpu2mUZq4YDlar8zJTl01DzytTg5SLT0X2zv30F2/dbqFYyWv6LvRrY+wAfBHZfj/erfX2ZkjN30pMs+XGD6UjgGMeLefg5hy8+WiQINBSyIfsiPaZvZVl+2eL9q27uCgZfSeiDfuz8Gz2PeMagJjtWcXDMcj/gNPT94mnAGceaYjHmntd1eOCxDt94LktLWAFGYISma2XKwgN3rc/g2c+WeQYlK+TYftFN2BXyEl7BtgPJmRXXQKxYAMvvdU6Qg0uwd8hs1mzcL4L1gW8MVMtw/VbNxtVVlPA5f6kMuoB2nYQNE4a7b1YYCoxVY1aPdqiWg/SXywoNUawyY4wizqYP5f2D1gy4HPJAUfQ/8OBqHLzB/Td9t3L+zWWrvTeptP9+uRbvl7GVMtkoM7MC3APAzgJLx4lZasJXnihwdNpLJ3BmuW8hZO9A1J556dVYO7txy4A9uFj/ysERg2Bfqb/FcoYfHA5k+wFnYiRSpCORpdGEgWb7ZMTdd7R59rBHPcjym0KCESQIusuWWwZyYbNdJLW3Wplr8LTsb0Ta9DuYMFgO1G/xiy1j4T6xvTqr94lwsCbQOxY8yfoyDURx+j6xKQG1I8uLRyTnpiXNjuKqqzSrJkA32i7dUDI23GByvEbBj4iThKVOjO8aNqwyWOsQxw5B5BCEmjDShHEG9EQtY/K+Xs9TUgNb9YqAKr9x/QsweNFXypxBqZJnVgaZe/BQWEtveHsOdJmbqaIU3DrC2Jg/vq/I732hnE037bO3EKI3wnlwnNyyYHpFYJX7PcRKkH+rm7+CynuuwkGQm9TMZDPmTgd2Gozo92+mU1uz8zATB6UMH3lXmxMXHX7vi4ookcu2lQi1nE+t7QWZNn9v01jHQhpc5gFefj/MK3evwd8t//XMCmsCA9J2JT4GF0wf3Okpa0Es6MaCdgSdGEJjUMSsmwzwHGgbxcE5RbEhGfUFvpswVDDohaahtgjHjxUolTtMNTo8tq/M3JKmWon40JtrbBjr8KbrG/ieZrji0moXaAceQZjOkzPZwMQ+Ww8EothBah7wO0N/Jofol6iXL/xX6HCxDOArwZ1JlCxbkrO4zNhbq/SMGSVjtBNz4pLii48UaTVdKOZVQA1CLhsK+qqNDf//9t47zpKrPPP/nlO5buw4PTkHjUY5ByRAgIgyxsJeHFmHtY3Nem0vTqwTXrzAeo3Tgo1NMMlgkpAASUhCEUmjrBmF0eScO99Y4ZzfH6fq3uqekRCYYLy/+nxKHdRz+/a9T731hud9Hph7eybPKwv5WJHZ9Dyhu5eW9PghYs7XeW6e3ynzdqGWag5PRcksmmdsw3Kpy49c3eLWb/rsOlJoY2X3nBzkOsvBVRHcmImlRQb0QkvQ3LXmCRsVtQYLwWs+6apYx/VCQLExUYgKuWNyogTtWDAdCaa6CXWvS9Vrc/UFDZYMJ7zlZTH1suTkjODeLXB8YhhLhywciqiVu9iXnx0xPt6has1yYMLm6ccXUJIeg6NwdBr+4tN1pNvh7NUNzlzW5mde2WTVgpiKVUIKnyS1e/TO+dE2dybuv5/z5RHythc9K2/m/ItiHp8XryprPRYF1jO/+kKaMh/clp1k4DYTy26suf0hnzufCMCXGbBPjd5WLzXRnK612eOcyHlFV+H5Pz+wT43i/VP0OClaiQx4ReHMAtDzjorM+uPSIulavPyciJdf0ubg12y6KnuS2qQqCIhVAeTatAoVGgfTElRZPi6FyclPV3/IPArNi9pFv/pU5a7HYg7Qe4+RPU6x3ZhfHJ1UMtkFKVtcsHKSn3nFLGcsU5y1Ehwr4MjJEXbu9/EczZlLW+w6JNl+MCX2bYanXWxtbZreunvHrZ+8+dB1ngUbRi2GapJKqDh4ssnXt7g0uiWe2lHiiedSbn+8wZ///FFefUGHOLELt2Nd6HAUVUR17wkX35jcrz7Xw87XtHqmsMVbV6/qziJ3/rukzgjxc90E8igu885JnqJkfBPpptz/qMd7P1YlVdkmdM9WRZrWYI/AP48teEqhWXRl7iO6v9Xzwkdxq6c4xZzbCy84I8scJIVCU/aJWKkwUTxJbVxL8Xs/N8v2gw73Pmyh3MREcCkyiRRBrKS5cCTG/SEDvMm7Ra+Lkv343J53IaXI3zRFLp8tSFOIlSBSgq4y0dgAva9bKaW5I1jkk2Izc8gx00kFjW7MdRdP8Of/ucloPSRJbFodSbsruftJnwNHylQCwXC9zNVndnjtxSlubeBWGayftm+88cbjGvnu6y4Pryv7TYZqEaUwARlx79NtvGcGqbvG0x0hmGhX2XOoS+vMDkrLnkGRVQCXlCmea04hVC//1lqSJBbNtkOUOJl/uk0itOH/CtHLyft5mnn1ZDFNkcVUpa9amguyW5kbmMwGOcZCw7QFpUw5cFLyoS+X2HfYhSB3m8hP0XOZ6I3lMW+CPE3X4PSF5Xd46NMBXRTOuS3EHuDzNEVItJSkWiKURRJbrFgY81+ua7Jnr8P+yezqzHMfAOmQZClmKgReNgDK7WK0MHWS6BXb/VZo/noUb0T5vmWiBN3UALSlBN1EkXQyh1fSLISbu4pwJcIRSGE0xR0hMpMxM3iquILlo2XSuMq2fR5SKHw3xbbb7D8xxX1PCSxsQt+mXvZYusCnXHru3Wm67bjdFW1zOxQRKm1Ct8tU1OW+rS6Pb69QcwVDJQh9CDzBWb7NUDDMkZNNykEXz4tw7ThbFIgJvAjXS9h7VLB1iyROzVUKoFLBUDXmkjPaJInPbCvICg2NSG1SYXb+dCGE5ylK0YOmZ3LUaxfmxWXRJyjNgJ5F7uxMXcXHb6py410h2s+Kyp6lSha9C6zBfmrSv8D6F97cXLx41/lOwV0ES88FIo+ORS3BQvGpi61DbSK4EopU2Mi24o1Xt3l2j837PmwT9UfKJlUB8m0gJQybUAnT+9fZ9LInqNlLJ/o9bHkKwE30jlJoJoJGCnEnAtXiyo2zjFYjVKanLSVEqWTLLp/9Rz2U45K4LpFtE0mLiq2p2JrRsmBmcoB7n3QoB5rATyn7KfWq5LWXzrJoZJz7tjqk2sN2BdJuYVk2oLG37zM012ZbcmLSRSkHixJTszZVVzI0ACVfUgosSoFJX8qhoNWJCf0IWypcN6ISttF0eeBZi68+GPLEbp+du31SZSxLwCyZ1koR1146y09e02XtYpjNiPxG8TTLw7XoD4R6oOr3vvt5eO7ipfufC5UJtae9nLsHdkvxjUc9PnZziU6aLY3Oid4SBzO5lL0odZq0ZH7npFBoFqN5MbqfFtPz0pC5q2uFgUYewekX53OWk/NiU8jeRykkSlik0sK3FG99TYsHt3jc8XiYz6IpSIebZoqUxMoAOe3VIRpb90fk+RJFkUnZKzIzakGqINaCthJE3S6blk3wM6+Y4NWXRtRDE+jI3r9YaZ7bY7F1t8VXN4c8+HSZOAqJg4CutKlJRcXTtFopO/ZbDNZsKoFFOVRMN20Gaz7nreywfMQUy3EMSWohRAbwgZIpqko21B2TjyUJrBgxGzLGHFUS+oJKAPWqolaK8Z3cTq+L77XYvC3lC3dXufG+KoemQiLlIYSNJazeiwFwpKF49os1pD7CH/xsG9sKMhDkvIX+aBd0P5cXRYD3jY56Eb2XqvRTlLw1KEWCZac0u4J3f7jKnsMu2pHMsTIURl8jd58obsufUlzB3By0B3TxPEA/TTflNLMu0wvPFhB60Xtu67DYXlXFArR3AWTDH20htDJTzlixclHC//j5GR58h0ujk/0xRX18qUHZaGGRCLOgEGtwCkC3tAF+8c4m6f/d/TuP+Y9KNb5s89OvnOTXfiQljsukqZWtoOUzjIQF5yS85JyY618+xY33Nfn83RUe3jZIR5TppJJOnDLbVJywYuJE0wgswqbE9yRHxh0sGSJQpKkmTRWeD45jXid76cJRlLbxrCnGqgcJfcHR8ZATUy5pll44NgSephykVMsx9UqXUtilFHQohU3uflLzm387woFjNdoywHVsapYgsCkIVJqrXGnJZLvEjQ+PcNX5J7h4bV5kykJa0s+xRRHUUhWKWXVKHp77uYheR8WA27YT4hT+7xdKPPGch55jNNsHeG6rkrcC5+41zs275/Ruv82sZE4HpRDNi//vXdbRqgAAWfFJREFUlOITwSlDIAqTZZFFdGFycZn3xoWFksaE9dz1MW+7vsFffaZClAqz6JB1roydQn5aJhoKQUIf6PmFbz6KXtGZvZq918USxpfUAi7dFPOq8y0mpgaYaXrmDp29b4YrlAVKJ2G40uUXXt/h1ZdM8Jt/q/jG44IpWSbIlh4QiiSNaXdSPM/s80oJaao5OaM4NhVj2/CS80dZNlCm002xX/uaawj8Crt2PcbDm59ksOLiOWZkrzI9cCnBc1NKfkK5FFErdxioNqiWZ7hnC/z6346x99gAjucy5AjKtsa3VbaY23cizrdyFtUEwikzMSmYnFVEmUuYFEUw59Z0/fSjN9WUCkE/NTFAT7P/l2bRPc+9U2SguHtzwEe/UGamZZtX/zTROzfI6ndMsrybYh/++aaU/Z7u6Y4XbIfruR+L/6q3TqaL/eq+8lRPKTaL3lJrk+4pgRZWr9OSphbVIOEXfqzJY0+73P6gBYEAEhO951xOmbRsZqseC0Gi6QG7WKfYwohu5umKzL7vCY0VCobDMifGA6amvAxLueJBf/nbyVyk210P3/NYOtzir94+zW/8Ddz5pOCwLiGERClFnCjaXWP1KGWfMy8dWDQWY9ldzjrvVZy98RwazQZ2JwpwXI/xqTLP7FzIqiUOq5fEDA/M4FiCTtcFLfDchDCIqZQ6DFZnmWw0uf1xi3d9aoQDJweohDZ1V1NyFH5B+KevR5hZ9tkC35OMDTnYeBybaBN4Ma6TDWKYO3qfazTaLyhFLxcvRnM1B+BSpghb8dwehw9+rsSuCdvMdbMN9KKQoMwij8ULpycUo/hpUpdTcvJvCfF8RNIHeVErsBfVT5l2zu2qFFOVnK8itTKswyyKq0SzaiDhV9/cYN8xi52HPBPAeyYQ+S8x0TITQQEMIzEWkGSROxECV4DOdQ8Ldz7HAtfSDJUVIvLYvNVjbNhkAZ7Tt2ksOtm5ToLnOEaiO7ZZUG/zF7/a5M8/fYx7nh3k4HSNWEmiVNOJFZ5tXpxWDNLWjNUsFlbLLBhwWTLgUQtdPOFiC6FQWuO4imWLI87dMMuOQxF3POXxsrMlSwaNTkUYRFRLbYbrMxyeaPMnHyvzpftG0FaJ4ZKk5irCTEbCszWeQyYVQW+H03UFgWtRCi0Ga5JUQatj9zZvjA9QP2obX3R1Siuw74VeyMGFKqQmKUKk2F7K0WmLd3+4wpfvDNG5xgTF6G2GHXn/tVhcmtJ4HhlofsryQvh9MX3w3sfc1ajwP04BtOhPe+fwVfqkLKUFsthR6XHILVLM8vUbX9phpi353fdLjk8Drp6XomSJuc6CASn5AoUWklTkqZBRtCJbYdO9FMUomoWuiejj0wqNTSUUBuSu6hnu5sYDnmOb1nJsEyWmjbxw0OZDv93ghvvb/OFHEw6cGKBdsRlOoeKajbPRkZQrz2uy+4Dm8T0h6zsxVyQRtpVhoBMrSlIem2gmt+0+WX3l9ltnmGmGRInP3kHBSCWiWuowXJ9FylluezTln+8Y4PZHRvB8n0FfU3UVoZuB29F4TsGHsmeVbYrVwLMoh4JyYNaOoMhjyfkl/c6H1ZPw6p/FwlOI00XzFMtWdLXkq/cHfOPhwOTdljU3eiPnFJdzR/GFaWU/Azn9UGcOKuXcb77AtGcO7fM0wJ/HTyrk52JOZ+XUfnmevhiQCy2zwZBRx3JUyisu7vC6Kzw+dbMkSuj77eXyVUL2r2j6G0L566aFRSwNDVdrgciE7ntNmezPjlNotlMsaYh6nUjge1YBJzLzKbXwohTftYhiizg2lINKyea1FzXx7ON8/PY29z01wuHZgMUVWFDVrBl1WT8qWTWccN5qzUAtYGSwc1u1oo9ZMsL60Af/L6+79qLpoYqYrrq8JWk3OWO5z9mrJItHFMP1DguHZ/H9Sf71bskf/NMYT+waoV52WVBSDAaaiq8p+1DyBSVfEnqCwJeUPEngW4S+Rck3bcZyICiXNOVAEQYpgZfiu6bIcO25IvSOnfTXzGTSJ1BZaT8Fkbm8VxbtRYq0NLEQ3HRvwJ/9Q5W9Rx1z38yjds45kYZ3YklhzKRE37Ghb3XY9xPqEa6sfMJZ0EoURWmM/n7q6U9OOYuLFDm5q7hwbRWYlMW1vSI/vUhGm8/f6RfIGhTUK4oNqxMOHrfYud8qDNgKeTi5kWda+DotXn6GSp1dCHkNk9uM5wKpPVc1nVsHZqeSJKlRu0oywZ9EiUyDMTfDtVHa4ZxVimvObzA90+HxnS6txKPimZvL/qMuR076zM5K/PJ6unrkt57eduChc859mbluK2EXy9IsG2tiqRlc12bRoKYUKEYHZthxuME/3Vrm3qeGaHRKrBiCmpdS8jS+W1S0AseR2VWZnbaJ5p4r8FxN4GlCXxP6Kb5rPOBzHbrelrsd42QLCQbMiQGxUCD76UmflNWnBSBAOnDkhMVHvxSyfZcDJTE3AvXOLP8utAV7G/Ji7sceh/006UmvLThv+POijvktlZw+3GsX5l/PD+V5uiJOE73nR/hszqAFWlsorRGRYv2qmLf+aJNHnnbYd1yAk72iOsu/596K+hE9L9B1AsJB4dDBwsIIqzopxKkmiqEr84szRWlNkmji2CJyBFFsFM48N8OIo/EiSddVdFxJN7KMd2bk0Om6DNU83v6jTc5bf4gP3TLC7v11OrEmnIpYOJySdLukfgu30qXTKZhQbdq0miAI2fpUgy/csZN21+WnX9lk2YJpnj3Q5Pc+UuOxHUOMlBxWDmoqniL0wHcFfvbkXEdk6YgsgNwUlp6jcV1N4Cp8TxN4aXYmeG5i7LKdfrvIseMsepvpqGUnqDQbfBQGQLZtckadZj3dbHdvclbyN58qc8/jHviiAGY59/ab9UFsTHEpoR/1CkCdD/bi5PKU4zscZerTfJZnDHPH9zlwdV8kM4uk+aBIabKJ8NxJp9RzB2q6rbn6vIi3/1ST//nhMlNNq19kKAU5dcXWc3I1nQp0N1N9ckx0T7VLC9vcydAFJWANOe1WKZIUkkTjZgB3HUk3lhnAhcnNI4HnSjqOhR+lRg8lsul0HQaqLte/ZIY1i4/yO/+Y8tyeYc5eAa+8QNHsKPyRhYwt3Ui32+oDvDSwAFhz+5Gjd7/3/LXl3/XtmLHBmKf2t/mdD4+wc3+d1UPCKFv5mtDLIrJjCkfPljiOZQpJRxZ84E2x6ToazzVFhe9maYmXELgJvhub04lwnRjX6eLYEa4dYXkx+44Kjo3bfOq2gGf22Ahh9KDLgeYNV3a47KyYpYtT6oECJWgj+Icvhnz4cyGNNMstEIWcsphbirl5dwHYPT7782J1bk/whQrOOV9qnvfos6OLdDPdj9jzSfW6AGwKVNs5dFWRSUbMi+hCoFNNxVH80vVNjk9I/vaTJdpaQCqoB4olKxMuPyvm9Vd2KPtm4UEIeGavw6e/HnD0pMveIx7ai8FKSfCYxTG/QxT/rtw5GZI0JU4UbiJxY+Mube70km4vUAocB5MVdCW+a9Hq2LQ8m3bXodn2WLdwhvf94iS/90+SwxOD3PGoy+BAhVVB472vvnLD7Q89c6gPcCHW8vlP/W7LknKvEAnLFx1hvNXlj/55mEOH66wZhIGSybMDz8qitsTJonYuqOnaRunMzbwoPdtEbs9WuK7CcxSem+C5Ju/23Rjfi/HcCM+J8NwuntvBdiJOziq+fpfP399YZtdej5m2pJtkayTaFJP3PhIwMpDwkou6/PqPtdi4OuHp3TafuS1gNhZm5l4EdfE2i4nqgn5akkfw+XTXuanKXMS+GMbg6dD+fDjXL/D/eqN8ioBmDqjzFIdTUpf+z5EXoUKjUuPE8Z9e1eH2zS7P7rbZsC7h7de3eMmFESP1hIpjxvNamRfn8k0Rb35Fm517LT50Y8itm0uMT6ckdkpiB8xql57hrM5s3lNNmhqzYDcBN0lxbQP0KFaZIGuOpRzkMssAJJ6r8V2bZtum2XZodRyWD8/yrp+b5n98NGHXyRILFoacmJjd+5t//N7WX73r9+YGl727N+M4wa/s23n3B5/ZdjufvLPG4WNVltSgXhKUA0HgW3iuzEBtRIHsnjU2PUVXY49thFk8x1hlm15nxjJ0kgzoBti+18Vzu9h2l/FGwtc3e3zslgqPbwtpRQ7KsgpIyooerUAlkCbYKmWonvLff7bJbQ+53HG/R+qIfhtQFkhV0sk+d0AYUaNQgid1z3M+F9jMJaEdmYt6zjXQ6rnFFZVlMyPaXA/dsiSO1TeoNQJK5t/0VWlzxdyCOm6msej0FLp0QSWg+HVaEDhS/eVqWVzVS+Yse1iZqoCUiblLWQLlCG6/3+O2h13e8bNNhqopdmrsQ9LUNlosOg8FWYFrpXRixePbLD52S8htm8scnw2JZYh0PAJHUrVzxw9jZ+PmM5JMLc3gJgO0JbEdYZxAMsDbVuFnHLIaTlEOUwYqEQuHZzgwPsNHvuJwwTmv5A2vvvpXW6323198/rn9CA4wMjREEIQ8tz3gU7fXmJqqsnGhZKAqKQcWoSd7xUDvTSpoyPXt+TROBm43b+Jn3u+ek2Qgj7N0JCL0TdSOifjSPQ6fuHWQ2x8rk+KjLSfbk5QYVY9sCKFTUFEP8IlWtKYlrgWvvixi67MOR6btwl9HLyUphmCRDXaKUVzMC/TfijD1bc/pX+ShXzCUz30CxbWS/mbUqZFb6/4fN2epxILjUxa33O+RSk2pqnDQ2UqiTZK6pMrJSHGyt6ospbmgLt0Yc9mmWW5/vM0nbilz0z0JzU5IM/GJPYeukpQSTZhqfFsT2Ro30bhWwd7GzjEEti2zC3Wu6JRtmczBdyVhIJmcsZhpOCxf5PCWl08xqV38YAhNs/e39SAQJT6BCHYdnxjYvXRwwar1C2IGqjaBLwk8ge+aXNrONtaL6/65ZJpdcDBz7bTvHOykuIUCMqfVhkGHVhTx+E7BXY+FvP/zA5yYCCH0ENLBkja583FOgDdrTAqVSvONJKVkw1vf2OI/XdumVlPYtua9Hy5zaMqZC/IckQXU5uAuYvV0mNXM/R/F1KQ4sv/uY/1UlBf1VHoXQs7CzNOWPAku5OinezRpwcFxi/d8pMQ/fTGkUlOsXZzyCz/SxLcgjR3ixCVOXJLEJs1UgXI2Z05oc+yYV1zY5bzV06xYGPGNR0s8t7fM9GyJSd+j5ViEqSS0NKFtjMk8K3ebzswUeiZlKnPgU9mmnfmLc7A7tgF54EmOjtscOFZjbGSQM9fVdpcCb5cj41MBPjC0hAe++ZXb1iwvf/qic8r/w+cgJb8KpKY49FLKoTEF6nQFcSKzXUxTKduyaIudZmBOM4AnGcAjwsDk2nEc89guwRfvCbhtc5mnd1ZIXA9R8bCkhWeJftqQtfA0hi/fSCVNHNIkouwr3vraJn/wC7OM1lNQ8NYfaXHspMW7P+KYNsMpQxfRw3lvqMNcnslpLouc9Pg8IBQ87//+rsJ93sRz3rPQvYK0T181rb9T/zIBYMFHbwz45xtKdLWgO2nx5x+uIoTm567tYCOJYo9O5BHHxgCYfPlD9uXwksQxEnJhxJ/+fJefeGmXWzc3ueGeCo/vLdGZDeg4Hg3PIrAFviUIMyMBz8bwlnLrm0xSWWYvuNKCOIFWZLzsK35C4Jo0BwSW1ebyi5Yw0Kl++rHH77vtdde+5lSAA2xaE1Mu2zc/uy16w0gYnTNYnkZIGKh0sKwu2w+YnHHJAodmO6TdcbLBl4nsbjagcTNAe665sn3PAFuJmEPHNbuOCO55LODL91V4Zn+JVPtQcnEsGy/7w31LzbPKzrZLFAQJoCUzDcF1r2jwzrfOMFbVJN3sBXAUb3hpmy/cGbBtjwX+6SGbN0nmFpbfJkRfdCpR+PkXc3wbqY+e90mfx5IDXcx7YPNT0tU8s9fhpjsDGklWFAjBsSmHP/+IZLA0yU+8DKLYpdny6caO2e6BHtEtrwNiK8WxTbR3uy5nLI84Y3nEqy87yQ3fnOXeRwN2Hgk5dCxkWnvM+jauY+HaktCB0NIEVtFT1QQ1paHZFczEigXDLYSleWq/g5QOgyUQpAzWLWa66sltR4Ob82WK0wK8suBH+eu//h/3g3z0yOHwnMs3zTI2MsNdWwS7j7nc87iLZ8Pb39Rk41LQlBDozBk4B3ZMGESU/IhuHCFEzP7jcOsjDq3Y4+GnfHbsD9h/MqAd+wjPwbUtXEsQWJrQMixEN7f9zgu8bMqnNZRSRSuGwSUd3nJNlwVVl1ZLmrzQSkAknLki5qde1eLPPuoS5TwLCmjOPi32V/L3//no2wXMMH/u8t0+ng/fRWGcOc9PF35iTqqSP0cxB+hSarqx4JO3Bjyz1820GLPTkhydDPnk7YJz1zYJLJfJ2RJxIntiQEY5TPfdMuyU2LZwbJvYtokSF8+J2LAk4rd+LOHHXzrN9gOzPPKUSzux+erDJfYcC+jEHo2Gh+vZBJ6kZGlCW+Fl0skCmGwr1q1s8PY3TeM4mnufcNh91OLOJ+osqrmct97FE86j8bE77n/Hb//h8wMc4GS0ChCUiHl0+yx3fL7MviMldOpgIVGuYPOWGhU3pV5Ocd0Y343M6XUJ/Q77j6ds3gY33e/x3MEy022XXft9FA6txEFrG+laeJ7AkwbYfg/YObjzwiObJ+T60ZbJQceG4OUXC85ZVebElO5pDjqY4rMcxJy3KaJSShmfmVdwForM0xKnngdw33a0ft4HehGp0Kn/pA/m0z4JMffpFXrnczktJnGXUjPVEDz5tEuza5ti3nJBegjLwfIEDzwX8v7Pd7j2XA+hzW2w7xqd+4taJi1NU5zEIrFTbNsisQ0rsN31cO2EJUMJS4dTrjorBSLe/LI2s23YfsDhKw+UePZgib1HSzQ8l8CxKDtQcRSBrVk+JLhiXYWa4+N7KT96WUxKmx+54ji3b64xVFnItVcMkapTX5dTAH79G16ObVnRl24c52sPnGSm4bOkKqmGkkooqJYsRqqCTreLrDYIvC6VsEU5bHFiOuJf7nL519vr7DoYMhkFdBIHLAtXSiwhKAWmxeYIbfgfluq35+y5nvZu1h4ynwscV+A7pl25cNhizVidqRmbwO/gexGe04WcNa1To5SqOO0xJ3qfljh1+qMIIj2veNPzf6AHxxeXa7z4Zk1xGPTCz7M/PDrNowiRtf4yfo50EZZHYMvMqRoO7CvxkO2ycNim5BtvJtfNOmS2wnE0rp2S2NKcqcROJUmisCwby0qJLEWr01f7lVKxbrEJSBeuTXjjSybZcWiKz9wecMMDNU5OVuh4AVpLPCul5ML4hMs3nwyplqFaMltli6ptXndpGzsss2bjtVGaJt8a4MsWDVCvVH/n0NkrzxDtk1c3GjGea+E64HtQDTVDtWyrJ2hTr8wy227yxfts/vFro+w4VKUTB1iORegJBkKTR/cIQWQtpqxwtLOec74YkbeK3GJ/1DG2KZ5n2IjVkkWtBJ3IYarhQ+/xzIuYqhSVxowNKNYuS9j8tE+vX9Ib+nx7Hb65kTH/5PRZu54D6m/xG/KW5ByUF0Y5p8GmKPBi5j68KDwZ0eerzGsVagylYcdBiyOTuWW0mQ04lqRqa2quYrCkCBzBTEPh2pq4JAl9jRcbikbsSNxUkTjCfEyN56WTmkhuWZahL2cEMejfZ3IFYMcybeOzl0ds/M9dfu5VR/nILTN8efMgJxo1LGERNBX7jkbMNFPKoYXvSlzHxbZtbG+YCy8+826/vPJ3ou7ktwb4QLXG4498dXZkwN++bjlX+lbTAgeQ+K5p+YV+zGC1ie/NcOBki//9mSo33j1M7IaEjsVYYFpBbmYoJPsDyJ6SKrov6Jjn2blhbG5w5dh9novvSHzPMuzEQOC6JjQbE1GbOLVx0hSlYuOEkAo2Lk+4+ryIzVvnRbEsehtJCD1nink6QM9ZDKZfxJ0StbU4Na5qzfOB/JRN/Pmj/0JLsqjxKOjTCuY84+KScqFd2Ad2ofiUcNdjLs/stTNlUQshLHwL/KzYsy3zu+JY0eykSNm3/jOub32n4tzUNVUpqRLYaW4spXoXZLEvDyBF3xzMc2M8N2b1ojbv/dUWl286yns+G3F0YpADUx5RqphoGNtH3zF/b6IUy5YG6bm6sv3GW++c/ZFXv/xbAzw/Op2Zt0mbizrd6XOXjTnYdko3SRiopAxWEmy7ySdvk7zncwuZmKlRKruMupqyk+I7/XTDznhOGkhT0+ZLUrN6Jch2/PI8O/OzNyP/AhMx45L7vkXgG9K8a5uozRz3A/MRbQTU9x2TbN3l9GXLcg54xkGx6PNQ5mMlD4anpCRzvtH/vEAgnRdJ50CaFzrmELlO128X+rT5uTjlO0W12LlswlwtCyU4e3XCsgWKXccyCVFhUsfcqgUEqdZEiaLbTbGlwCiVFAxqtUaloJyiYpkitRWpUsa5AcOJSdLMKa2ghGbay/mUO8H3PEI/4A2XNnnJWSf4y8+1+cStC5jpBAxWFAOVlLgp8aTF0oWa2oC/dWa28bZqpXLa1/S0AD/vwtfx2c99IVXiAr1rX4rnn+CurTH7j7n88humWbJgmn++zec9/7qQqWaFsYqg7qWELr2lBzfb4rGtPjktijXtSNON+8Sd4vg7H926GR/BKyxKeK5F4JqBk5dNSi1L9wlR+W04e8stqdl+0OaBrW7f8SpjFfYXHOaSq045CoDO1fdOAf1pPtfFb5zuyjkN5HuxX8wDeg7sHhdmrjRev9d5+ueeR/H+po+ZRqap5LJNMeuWJuw6PPd39x6ix982751tK4QUCCHnChBpaVzigL7mpHnPbcsMBFNl6K+trvGbN5LMho7g2hrPTXHdlMBxaPse7a7HYLXBf39zkzQ+wsdvHWbJqMUvvq7N/hNw76N1zlpa4upL1mjLitJrrj01ej8vwAFedtXlxHH7s1b69LrbHx8vPfz0MGcudah6KTc9EPGeTy8i6lZYPaCoeorQ0/iu4YR7BT54buOtlKbRVqTTCVHctzYxkVv08u58A8jJwe0Y/ovvCjw3v3hMJW8VNu7Nm1yAn9DYrsZxBHSsOQCXGQ8rF/eZHxn16c6chsq8lEXPi+ynRPTnB3f+/dNJCPeBXjQCKOgjouc87xz8vcgt5nPF8yjeB3mcKJKoeBUXFpgxWtxpqokTiBKNFavsjte/oubIPCOzi1uBzkkQZo1QA1EimZxxmG2ZCy731zGsUwvfVfiujd9JCToO7Y7LcN3jt35iiuMzs+w5tJDOTIWrN7SQREw1FjVXrbvks2Fw2kHHCwN8dMFCfdttX/4bK1j/tunJydKbLrc5a02LmW7MZ+8cJu2WWDOUUg00oStM4u/204le5HUMScZ1IEkjHnwGZiZMmmEVIrhJTQrcckeaQYCb8crd/IXI7Lh7loD9ArO3mW9pGm147BmXmbad+Y30Re09WVSO1dk2eL++6wEa4ySWt9HngHses+/5Adx/zGLUft5WoOhH7/kuF3M+l8wBfq/wpBC1VY8oC8IoAAqhkMpI6FWChPM3Rnzz2ZRWqtF2LpCZ68KrLKXEWPLFCksIhEznFQ6FfC4n5wqFlDmxTFN2EyZnU57da7Z43AK12tyhZQZwC89VBG2bVtuh3XFYOCJ589UdPvClJp+/u8bZ+2usW97mgrPXjO/eu/VvXvWK6563pfS8AAdYv24TUWeGMH2URuc4dz2jePDpErOzJTYu1NRLgsCVBUBKXNeQsnxXErgQ+IpyoBioxlTKMzy4S3O0UWWpbTajjVVh5r3pZBRJR/TA7Tn9yO05OmtLZb1Ye972fbb1Y9sJJ1uaR5/26DYdqPRF7V1pJA3mG0vNj94quyn0wN3LaYu34tzIKQd73w5kbiGqTx2Vz8+xC3eSfoSeD/K+PswciY2izjbMKXaV6u+IpmhjWqUUSWJTrkacv7HLwFcTWo0UlCJW0gjLK7JVMt0HuCRb+s5hbRV+az+3kkKa6XamM25LxXC9yfZjMfc/Jxn0LOoVQckzjQPfM9wSA/Q8AzBAn244NDoOK0YavPNnGtz/TJfHng05NDnC71y5gaHB6gtB+IUBvmhscTdujf9KY0npc+/+R1Hae6RMYDmsGpYMVMzyqGPl5q+it37kuxB6qkdrrJUjRgebCGucVlwmSjIOizBFqLlNmavamwduN1+YcHS2nNr3SOz5XvY0wTN6qEh5dpfN/dsC8CwQDkgLRwp8qU0EL8gc9IfXBhwqi3oKEFogitYZotAN0qdG9GLe3n/Q0x9zUpNiC7AwgJq7b1mQjZ6vI1OI4nkENzX4POZgan5HKhVRx+GyM2I2rO5w6IkQrVNibRMrQaI0ic6id6qxU8MH6WlBCtNHN8fc9TbzPCWOZe4EQoBtK0KvybFmhanZkEVxSi3byw09C9+XWTva4MAwCSW2rTkxZTNY9VgwGPKq89qsXNDlkX2DzWPT+lfWrhnrfscAb7ePqnJ55cO10etm1o59qrSgbABYDo0+oWtrUiWIEhPFHJts71JRChTlMKYaRgxU24wOTnLLIzGPPlOmHppK3bYzc89cVqJ4F8jAbTaBMgquo3t6GkVutCz479h2wmxbccNdJQ4f9yBwQbrYUhJITSAzCkChyOy108g237JobUnT0xQIY+Gh+7rXcl6KMh/P387Ac36ru7jRn5+9ZeN5al6WNKSn/ILo1wUClQMuF+rsXVgKKcyu4+KRmDe+tMWj28tMxTGJ5RJpSLQpLhOrH8GlBJnk6ZEGoXp/aW9vKFe8ysDppiYlmW3ZXHZGykXrJvjqZg+lLbqxphIruj4EsSLwVK/BoLX5nUppXFtSCiV7j5TxnJBOrPn56181s3DR8odPTk2qF3ptXxDglrsEbOtkkh64/qorzrnr6a1POrWypF6OqJYjHDtlfNrn2ISPUibSBp6iHKSUwphqKaJebjFUn2b/yRZ/f/MYSgRUXZXZg2dnIW93HesUcLtZWmLArfuuxbZhsjm5uVS2tHxwSnPT5lI2enaxLEkoNSVb4+UqW6KgJKzNLTn/mEdVpYxuNlojcvNTlYG9F8nnpilFxL+YyX5RwLPIQ5eFtKS/SW8ALa25bnJC9otNpQRpphWeX7RCaCxd5IRnj5k6pLHD6y/t8Hef6TJ1wkerhG7qEKVm0hynAifVJBKsFGKpEQlmWjznsswiuTABwTQQBJEt6cYW7a5Lmpb5xdfMsnXvOLuPDRMri+HEqFVFWTrku6YDl2rNsSnF+KxhG9YCQa1k4ToJF15wXqyS5PpFo/WT6MoLvr4vCPAwtNn85D78YPkh5Xd3lyvPrD9r1Qli3eGerYootqm6FlL4BJ6m5BtKbaUUUy11Gag2GarNsP1wm9/84ChP7RxkUVVT9shafqbAcLMVOM+z5uTc7ryzb988P4onGdhjhIx5+GmPyVkPHMOr8C1ByVb4ttnWcSxTXIqMrZb35XNV1JzSYAt6Qpi5PaIShpMuC9H81Jw7D6PP0w8vFJLFCN6n7va7JD2bxDn2iTlNNRca7Q9SQGamTaIndEm+nGCrnjxETnftxi61UsoFZ7bY/Y2AWCV0lXGE8BQkShOn2bAzySy6e6Ma1Z+U5oayWSQ3khoyW4axcR2XyZkSZ69M+Nu3TfCbf6/YdmCEbmyTKE2qVGbRosAzwppLFsKatbOkSZcHniyx65jLKy4KeOXL1uxeuXrxobi7E9df+50DnOwJb91y/z7Xr/1SOLDmnsPju3lop82X764zWvE4c4XL6sUCx1YEvqISxtRKbUYHG3TiWe7ekvC+z4+xZecQYxXBQKAo+X2A+65ZKjVnDu68110EdwHUdrGLkstOGCbjeEPzyVsqNFsBhC6uNAy1oDeh0z33hryI7ApNrCBSkmZqdPikMBrZfgYQkw8bHrQlBFrOdSTu5+NFsL1AZ2Xeq1wEuQEffbPZXBOlF8X7NFXbMjYt5mGEUYWKbZLEIkqsrJNior5SKdoRc1KeKEoplWN+9lVtvvFwl6OtiNRyaaeWeb1SY6WY9HxC87tN/2rOdy9NeqQR9AdHUlpm68vW2JaHFBU2rdD8n1+e5v98IWXLnmEOTAcmqAijN+jaGikFq8dczlrtMzTQpRo0uO8JnysuPgtXdn9p66P37zvr3HO/5Sv7LQF+6TlLGZ9uM1D1jzzwkLz3819+6iXbdkRcvCZk0ypYuqDDdNPFkoLAS6iUuowNzaKY5u9vdPjHmxeTUmVRBYZCRSUwAkGhb0hTgZefAt/jNMWkNhHbmRu1e37zdu47H2O5MTff6XHPE2W072JZNiVbG66xbdIdL2Mp2rJPv5URTLUFEx1NFCcGlK4kkjKz2+iDwpImglvzQN0bhVOkqH7rY47GeLHAzL6e41xhFSzK7QSnd+dK8F3zvDuRS5I4TM3atLoOWpmL0rYVqZ05aGjoy+M5dNseLzm3yWsub/CJWwISO6arLCIliJW5+G1lUhRTzOYpme7b/GmFUiZnNmC3ekM1KSRS2Ejh9V6Xc1ZJPvF703zslg5/8dmFHJguIaXEszUlHxrtlHu3JOw9ErJpVcC5KxosHLRZs3rdvYtXvvTI4mVNhF3+lq+v9SLeA973nndz0VWvn0BWZqOO+PFQH+bKc6Feb7DveINmy6dakowMdFg8Oo0Sk/zdDR4fvXkhUpRZUtUMhZpqAJXALDCHgVG8Mh+FcZDwFYGr8T0jM+FmRaWd0TMde65wo2sneI7Zyve9DlPNmD/4pwH2nqggnIDAtqjZmpJjFl59B/xMYi5wTYsz9EzffSZKuWTTSc5cPsn0VExjFlIpSDAW2P2WougpWc1VphKnqFr1fyb7uvexr/qUn7n6bh7t+muAqkBN7aux5qt/ntulHLaZmI24/THB7qOSauhy9GSNRsshSsx4PJeLMFeVKQb7kdwsq4zUI776gEez66AtB0sIPFFQ9JJ9+5J8wNNzY87APncIZq5e0U+6zEctiWMbz7E4d20b32nxyHaH2bZH2dPUSoLRIUmlOsPu44o9Bx3iCK669ALWrVn636cndt9XGVj7YqD7rSN4fqxfuQQvqDxccRo3TIwdeWO3vZUbH5TsO1jhsjMcKmHMouEGyCn+7saQj908hmv7LKgoar6i5Akj7RYIA+wCuAMPAi+volUP1D3rbKmReb4tixFN9YxdXc9E763bS2jLw7EsynnkzsRAvR7I+7ouvmtRLllceX6TV13SZqAywyPbp3nPJ2s8tqtG6pZoCQdLCSwFtjI0AyXnpSbQkzouFpnF4/kiei+KU+yFF3yJCma3lkxxepraEWHQYutuxXs/WeOB5waohi6vPtdhQdWlXJIEnsJztSFBuVm61bsz2Nnr5+AkLmevbfLaS5t87OYSyknoKpdIgZu1DO1s6GNSO6NzIlOzkxslAsfWJKkmzSO5stDaIpepyN2b01QSJxZxYjFUc/jZV82g1An+5gY4MFFhsAxlz+LSc1x2HpvlhrsSlHcG1aENN9RG1j8ctmdfLGxfPMDXrlpIt3lg39KLLvmNJ5OHrG884L7h+DGXc1aWOGNFyvKFU2x+rsG/3FPnqV0D1DyX0UpK2YPQE/ieIPQkgS8JA5vQl1mqYmQADMBTPNdEKcuaa4shehE0943vA9x3Y/Yf1fzTV8vMdn1E4BJYgsBWeJbh8nt2H9y+K7JlaotKaDM6KNiwwsWVA4Su4LrLpqlXJvil90r2nrBJpEVHWnjZm22cwnLPHN0HOqe2DV8Q3QWOyfxURUp6Qv/9AjP7mzPdxtDvcuRkyu9/cJC7nhzFC0uUJDyzE+KlipFEUilZlNL+CD//XYYHorCljW3ZRLFDueTwC69vctcTbfacDEgshzjv/6uiNWDh780GYvnYPU4gSY3bQm6/beTiJEpbPW3CKM67KzZDdZc3vWSWdcuO8y93RuzYPUDopYRBmTXLNBdtFNhe+abV6y77jWd3HNq/cd2S7z7AAbzSUh577IH9TuXyp7C6b7hi0342rW6zcvE4T+5t82efrjM9XWZxVTBYzuTdcvUrN9+EziM3lH2jfxgGKaGfEHppT8rNkopUSaLIXOn9Hm4W5Xp2JUaS4viU4NBhH217uFJme515ezHX4sgGUZ7ZyC4FFuWSJPQV3Ugw03RxnBAhEy7eMMObXjLLX34uQCuHOLWIpekPp5osQp1mdP98TKzT4XveJzl1t9/7ptBFUYUC09Qctt3li/cGPPRsHRGGDJYEg2GK70Knm9BoSaS0TJKQqeiaC8Uy+XySrRsmDkmSkCQOi8diRge67DmWkGpFrCzS+Z5BGIDHiXEgTpWZGbg2+I4mTrTpTPUAnr82pn0Zp4JuJGh3LZqeTbPtMlBxuWjtLKsWTvPuTyoe3Vlnuu1w4JjHJecv47wLL3zquW2b95933qXfDmS/PYADSHcpibP4va+84rlVRw/v/on7njzJX38lZGKmgpt6nL0Y6iEEvoXjGC0LWxohF8/NgYUZBAWKUpBSDmJKgdnlDP2IwIuwrYRu5HJyqkI7sk30EaqHF8MlNxFc65hPfb3E0YYPtoNnCQJL9fvsObh7p5mamRGxKTqFwKibxjbdrkvourzpqg6fvavFoUmf1HKJtCQppChFB9/5CxDzNQVPAffpJvfzRvJ93km/951LNXhOzOGT8Ll7KszqgIojCTJxonxI0olS3K7AtmSmLSKz/rnGtiS2ZRFZNk6SEic2UeQwXJK85ZVNNj9XQ6mAWFukuv/X5dNnDTRTwdEGNGONYwnKjqDqaaJEE6em9ZdqnV0cGq2N7EScCjqRle10SjzHZnLWYXzGZ8FgyG/+WJOJxjEeeMpmx7FlTKarPrtp03nv7TYPfrtw/fYBfu6mJUwf/vx0dd2in/+TX6wv9rR15fS4oObCwqWSWtkiDAwfRQqZ5WNmTc1zTTFZChSVUFEOE8pBTCWMKIddauUWgd/k4ETMTfeH+G7KpiWabtfpGcA6tujnqsJ4vHRjzY7DHlHqYXtWT47Azc6+8pbR1OhzZ0Sm9WKipMb0j5PUIlYOZ6zq8KOXN/m7L1RQbkqipCEjqYLN9gtF8N7R/8ZcGixzUpTTeQHJTDU359nk7nFukPDlWzy27w5AOj0FAtPbN7lwkmii2Ki85tRl2zIj9NiWRInEznLhJLWJE4fAd1izKMF3IzppSqqdfu88K459FywpEU7CxedNE3otbn0gZNeJKtORy3AiiFNl3vs8gvdeCRuljKCPyjgvUgo816Hs25yY9Fg0EjBSbrFpmcdPvCq576MPrPv5937o663f++VXf+8BDlBbdD0PPvx46x2//Obo8Yc/iWu3qIYhY4NG3N7O8l3HSTg5JRmftrCkWXkLM/JVJUyygVCHaqlNvdLg0Hibu+51+MdbF3FivMy6EZg422XFmEu9muBYCq9HJDJvehAkfPEeh6d3BmC5+DKL3pax4nFsetz0fEPIKSjfOraJaEL2edNKSVQqkZYkdBWIBHRKqm2TnjCvuGRu96BXcD7v4sPco+cox9wWYX/YQ0GqwSxYa5HSjFxSbETmzpxfODrLk+NsStiNRSaDll3kicCOTQSPbWWid5LipDZJ4nL26hZvuLjJ5+6uoTzdW06RQmeGZIJa2eKChQ4vuyBm+cIOb3npOB+7bYbbnhhg/7E6USrN8EZr0JntoxCZrrsglYLJmYTx6STTHzR3+VJgcXwyoFRSHJ0p85KX/3j0jjdHrWUrv31wf8cAB1i8dBlKqYcee/ryyxYMPxicsSymWm4h0AyUbXwvYrLZ5vDJgFa7RqVs49pGGzyfdtbKHWrlFsP1aXYc6vCOvx9g8zMj1CseqwdSFtYE7Y7NbNsUhYkne7f7vEjqJoptB21m2h5YNn4O7Eznz8mouE4P5JnIoy2MHmC2MpdzPMgAmiqJ70suOidi7BsJR6c1qd0vLvtswnkTzEK60gP5C4G7B3JBLm0xV7A+rzn6jhauozh2TPDwFo9mbCFc0bPYycGdZoKXSapIEuPi4CQi43ZLnEQbPnhibNWTxDLO06lNJRBsWBphO7HpbZOP/M1r5dqC0JcErsPR8Sq2ZTE27PHnPz/Jjz53iN/+YMwzB4ZItI3GCOaLrI5wbJE59kEranPicMT0rE9gC+rVDhrB4RMO527w+MnrzmsvW7n0IdHTKv/2j+/4Xy4dG2LJSPWdP/Wma/6qNjzWseQ4T+9pcXg8YdnCKU40T/JXN8CtD1k028aB2HfNOL8Smsg9VGuyaGSKbYc6/P4/DvHQtgWM1F2W1VKGy1AJTaQF5tzm8jc88FKOHtfc80jAbMfDs6UpLIvubpbIJMGyDaMc6IWLwLJ05rnZ72ooZWTNVq9IWVBPIDWRLJ3PBdeil6qQU2b1i64zC1s0/YidR8s5uTj9z21Lc2JasHuvTZrI3h51keqbptpwuROTrsSJWVwwpyBOpTkTSRxL4tQiSS2iyMZ3La66qMvS0S5xZNqBfZuZrB8OdGOYbtiGjzRe4ejJQc5fE/DeXzrB2cuPc2wi4sisZKotaHQ07a4iik0+Xg40114S8+tvHqc6MMOuE7BgRHPGmph22mLdmgWdoYWv+avpmYF3CjH6/Qc4gOV46olH7/6Ty84afp/lLYqmZ6usWSx49lCbv/x8mad31rGFY7bi3Sw9CWOq5S4LBpsoPc1XNyf8zodGeeDZUUaqDmMlxUBJUymZKGG2gooa3hSEZxIipeh0XBBOXwIsO/M9T6P2mp8yYzH2lV0tmRdwBQm3fKCRGLCAud1mRh5zL7oXSayag+vCxk7P+LYwxUTMLUT7aQuQrXoJu/888rZd3tIzUTzPxZVxVsjBnZ1JkgE8ldnnfcuQ0APf6kKaEBfaoubxTa87ijXNjmCmYTM16zM5U+L4ZJ0L14W855cmecMVR7CcNoemLaZagkZb0+oourHpm6dJwFnLAn7r+hnWr5hm1wGXuuuxcd3CaCZa/r7ND93/JwN1T30bL+spx3ecouTHTLMbLRgee894qxMlPP2uXUdn5CPPVZkYr7GknjJYEZQDi3KgqZYS6pUuC4dmUEzxgRtsPnnnQhqdGqMVwUiYUgs15UBQ8i1jVuSKXp5syT7327hoxXxzq8v2YwHCtfElvehtZ9HbyoFtG3DPid523lEoRHE5N2rOqQoLwC72geeAfB4vvGi0cirKn+fL06QoPWWu4mWU/WJz1xCZT3zWp1baLCxkIE8zWYc4FRn9NQN5Bu48RUlSm07HYeVoh8vOavPs4Zg4dYmVIO2J2JsuTTfStDuSWdfKVgj97PURnL1K8te/Pstn7op4/78u4uBUiC2NRnypndJoWkzMuBydqLCg4vHjV8VsfnacoYGKumDFwnfJcOFfqmg84t94/JsiOMAb3vATnJzuts9Yv/qGyy7apJ/e6TJSqvDS8xICH0qBRa0iGaimDNU7LBqeIdGTfOAmhw/dMkajXWdhRTBSUlSDDNyB7A1iclVbZ87IPsVxYhApT+9zOTkd4DlZeiJ1Tziol6bkUdzO2mX5SLwH7mwyKvtDlRzkund77rcAi0DPvzm/Hai/jXA+v3PS2wajv8TQi/ZZLiIAIRV5Mz7RGAOnLHonKRmw81w8j+Zk0TuP4IV0JTWpSjdyGKpanLEiAtGlmyq6af6YZCmPohuntLuaVlsw27KYbTnMNHymZkNOTlUJ7CpvfWXMr73xMMKdZc+U5OSsYHo2YbqR0mhJmh247XGHExMDnLlMsHj5BXrhknU31MJG+zWvuf7fCs9/ewQHuPri5YQDwzt2bw/fZgv7g1ufflDu2guhGzAyYDM6kLJwqM3CoUk2b2vwl18aYPeRAQLbY7ikqHqasq8p+2acH2YELN8T+Jn1ifFWNLosjp0QBhGP7YJ7Hy+b7olllnf60TsDtp0JqltFMfV+/t0DuVSGD5INVGwrpRMpvn6/y44DtpGG4dRYPD81OWX5YX778DTtwD6luq/0fToNwnw9I4oFq5coXnl5l22HU1qpItZ2FmENyE3kpgBsU1DGqRnCxImx+IuTPIL3o3iU2kSxy9XntLl0dZMHd1Vouw7dVBBlrcduZM5OV9FyrEzT2zxLDahUEMcWtYrLT728yeWbDvOXXxzk8WeHslZjTK3sMTbssWhklmf3ajaccY2qDp79tolkww6tDn83oPndAXhp8Fz2790drVp3+Yc/f+vOsJMOvX9R7ShWvczSBbB0tMOSBRM8ubfJH31ymBPjFUZLgqqfEjjGqS1wM4ZhNmXMhzDGusLc2lwn6WmLR1HMLQ+6bN0fYrs2gZVxvW16nZN8yGRZEsvOc/DcUaHvmGDITIbvkveZLSslRXNiwiJqW1CViBfoiJyytlYE+Rz4n/oY88E+V3t8PtAFqTLDspHBBIcEVEqsNFG2ahbnEbwQyQ3gFWmemth9O784z8WzM4mNq9kZy9pce1mDrQc7tCKHjivoJoJuounG0I0UXSel0826UpZAZMa6aSqIskWHUhCwbmGTP/3pad75MXhqx5Bp+boxvu8QKZez19Y5e43+7eXnXfDhgzv2pevWrfv3A3CAZStWMT15KP2NX7xu1/bnxma/duvtlVrQYMOKlNF6ky17W/zPTyxARiHnLDZK/zITNHczN2Q/89X0Mh+gwDMbQn7P08ewBwOvy45DKV/fXCVOAiqBIMhG8rntiFUoLh0rt8Uopi3Z4rKTeaZbKY6VZvp5CbZMmZjWPHfQ7asXibnwnN//zr9Z/PwFj9MNfLJ/WKTP9h5O5yw+gYol6xcnVGsx0xMJidJ0lSBKBV5qIniaatIEErsfyeNE4yT08vAkET3JtSQnQaUW7cihVHK59pIOX/rmLFv2BzRim9AWeLHGixXdCDqOyO6qFrYlswVu85idyMJquVjTPscmSozUW/zJT07zp5+eZOeeOt0kopMK1q8cZHjJK2dHV1y4a+Lw8XTduhXfLVj+23Pw4lGthuzcF9+0YMkVv3bda6+ZSITH+FTMvhMR7/uXIUIRcv4KyRnLHBaP2NTLkmpgSFie19dSMXwRMhmBFD9zZfPdmMDvokWH2x5x2LytihXk6UmhNSgzekBWXOb+OD3FWlsX+uTzV+CSzD4jZvsBi1sezheXJbJH5S/2vAvAPs12z4sBt/lyLhe8X1TO/UcqY+ZFXYtrL45Yt6wDOkaphI4SRGmWeuRpiDJfJ4lJU9Ie0DH5eDqvZZgYh+EkcWg0fS5er7j2omk80WYmgmYs6ESCTgSdSJso3lXZ59CNBe2uoNmWzDRtJmcc9h/zeHp3iSe2DxJFo/z+T3RYPNaiXNIsXhyw/uxXTLziJRf/Wj1s3oRV+m5C8rsXwQGENQBAuzXxiaEzLrePTVjvnT1+08jtj3XwKXPuOpd1yyBWEY89B7ZtUfJkpsOhsxzZLBwHmWmsYRkmBF5E4HeplNs8dyjhE7cNgB0Q2JKwt4qm+7l3zxhK9pabTU6eR++cVz7XWdmxExwnJhYJ9z8TorSTOSJbfYmJDOH9CN6Xk3heUaBCeiLmn/OYhKf4cs7R9jOT1lTZ2Drm8o0dHni8Syv16KYObUvgpxo3gdgy3Q7HIktJ+oOffkdF9wrO/DRAt+nGLt0o4Kdf0eb2B6Z5/IDPlOPg2QI3omc25joKN1LEjiRxBIkFUWzosaGvcJ0GT+0WxLHPyekK564TvPzcSXYfHuK1L3/1ibPPv/x3p1rxJ4brC7+r4IbvcgTPjyAcxLLTj7706kt+36svP/H0ziqXnmFzxTkxSxdN8tS+afYciamGFmMjFq1Y04lNu9OxTM/cz+izoZ8Q+jGhb7gqJ6c6/P0NZXYeq+F4LqEFgaV6wp22VQR3IU2ZY3SkeulJb4nAScyWjB1jWxGP7pR87JYK4PYc2U6RmMg+9jkpuvcRrU8pPudGgwKoT6OBUpSBKB5aS1JtuCNa2/zcq1ucv7aFTLukaUIrgU5qUhUTnfNiMu+DG5DHiemomBSFOWlKklpEsaHQNts+y0ct/suPTrJ0cIqZlmI6kjQjaEXQ7mo6kSJKFHFq7kKBpwj8DkdOJsw2YfWSDpvWjbN/fJb7tkQ8sCXk3JUBL3vJ0hNLV13+++OT6UeH6y+sb/KdHi9qo+c7Of70T9/LT755+eOVwDlRsuyrBioTwXhjhi8/INhzIGDNWMBZqy3Wr5zlticTkkgyUDLLB9USVEsJ1XJCtdSlUmozWGsy3Wzyp//s889fH0XZFcqeRc3RhNkig2fTW2TI6bmem0u/kaU9usc9992EwEvwPePX6bsdY4zV7fLf/rLO47vLaCcAy8OypOmzy/54P9/Y6fnVZ171dvbRbOpkHvaWLPTl53V6CtaBtq2yO9Fcy8B88UNkwyiZhaaBSsKypV2+8k2PdsdGZZs4TqYcYBe2hqzs9+ezgVOeS6+jlM0dsovQseGiDR0Ga20e2eYy3vBN0BD5JlKuiSMph5JFI11qlQlu+qaFVha+F3DGipRVSxpMtRIOntAE5bUTTjj0jj37n/3oK6646HsFw+9NBM+P9Zt+hXaz9vGN65e9vSsXzx46puk2HdYsCNm0yubstU0mWpNMNsxGtbQMOA0hK6USRpSCTg/cf/RRn0/dMQJOlbJnUc2cuuxcCsLKpZjzIY/MRvOF3NvJ9zvTzLszyaxXjEOF43T41B0B9z1ZRUkDbiktXGHk3vIXrDiiz4lXSs0jYp2Sh8/rhxSituxF7nnbPKKQogBaSZTK2X8uSeJx5VkpP3XNNJZqkcYRzQTaiaSbGM2afkswH9mbaGvOvCcuDFsy7Q9/osSiG7k02wHtTpm3vDzhXb9whKHKNCdnYaorme0ImoUxfJqav2GgGlMdmObJ3QlP7YSd+wYpuSGjdc3lFyyZdUrL3t5uVj7+i2/52e8lBL+7Ofjpjm8+Y6lmt/LZRQNpMlJN/1nFx/2Viyw2rmwxNnqUj9/toWOHSmhG8+VQUS0l1MoRtVKbkYEGM60Gf/gRjy/cO4Jwqwx6korTp8TmGif9iJrvPWbpiZOzCvPlB+Mc52UA99yI0O/gOW0+dJPH//n0EG2rDLaHbdt4mdxb7gpenBimmbV4b41NzS82Mzm3OVyaAluQArhl39xJFnryPe3BjO2oU8s8njI5uYfgv/9ki1RP8MGv2HRjyax0cKUwGu0W2FkunoM874snCT2pNpVpfOeMyiSx6JBprSQWZSX58asaWPIwf/BPgqOzVYSQWNmEMvQTWh3JTMNhbCjkik3T/OXTLZ7YGRDFNotGQgiXdpYuXfiLF60PvnBkvPtvGsO/mON7lqLkx803fZ6/+KNr9LLFA9tq5fiZhcNcZ+lx+2SzyYdutnlqZ40FZYtFQzajQzYLBlMWDHZYMNhg0cg0M60Gf/RRl8/fN4pwq4yEgiFfU3bMGyYxt9+cFusXdi091zKuEC4Evs7yepOemMLVtBxDv4PvNvnYLTb/6+NDHJyqI7wA37Eo28YJ2cl1zjX0ikUhjLyD6F9UeZrSMy+VeSog6fNhcg+ijCtTvLtYxeXivpNxDvR8K0ZlKrFGe1BSLyvOP6NNs53y+HaPGBdLyJ5EhklXCmlTzg3PqQvZXS4vGm3b6B+mqTQyFKlNklpIITlrZZuFw00eeMrl2JSPzlIiz9KZpqBZJlm3JGbT6hmOTgtOTkqqg4s7pdqCn9a1FV96ZNtM+mNv+InvNfy+9wAH+Id/upE/+4Mr9KozP7xtdvpH9h4Y99/0lW9O8+zuMmVbsnzEYsGQy6IRzdIFbZaMTnFydop7tkR84Ms+X75/GOHUGCsJFoSKgbKm5JnRdCc2m96ORZZ7Z/m3Z7gsQa+frjO9RJN3h77pypSCLvV6g/ueVvzZPw6x68QAVhhQdi3qNpRts/pmCzNJTDRmT7EnoJNLldFTy7WsLA+fT/IqArxogZ7rvjjZ0vWcFMp0eSxpgl2ayiw9sUmVlYHdQmvJQFWxdnmLbTsEu/f7pK6NI2Qmai8yP1OTCpotq76mpOtoHCdrzToK34txbEUnsplu+HS6DkqZ32NbgrNXt1i9aBbH7TDdFRybcI2wqaNxXQvbsqiXNUuHNaEnWLRoRatcWfJz776p/IUV4XH1x//1p78f0Pvepyj5MbjsvzI129UbL3T3yvLOHe3mvwxU3CPDjVmLWtmiVhGMDXYpBdN8+s4ON9w/yP5DPnGSklo+w75kOEgZrGgGypJSIJnqxjxzWDPbtvEdepzlXKLBzoZIrm3G/a6b4rn9nrrvRZTCFkdPRnzy61W2j9exgoCaY1FzlbFhydbZ4kTTaVvMdAWRMhPTMBP3yYu5VOasu5yMpfstRF3glBT4JkURHkv0l6lNFM/alnaM6yjS1KaR2jQjhzixEELj2DZpmhi+jIDlA5qfetUMOw75HJyxmZYuriVxYpXdOczdIrazNCW1shQld10whW7oR7SjLvuO1php+JQDzWAigdw6MOLai7tcdU6X3YfH+eL9be54cJBgSlCvpEzO2hw45jHb0bTU8ulNaxf/6pXrtn1usHY2b/3p//z9gt33J4Lnxzv/6M/wXA4sWjD0t9dc9/ZjF581fFXFnQ6nZmOWjErWLpvipoda/NNXhxgJa1x2puSCTTOcmLHxtc2CqmK4Jlkw6LJuucP1L5ukEc2weXtIzZOUMkm4IPPyCXyZbe0bHnroJ4RBTMmLCAPTduwkTf7nx0t89JYF4FSo+xaDnhH1L3lQ9jQl17QvhZtQ9loEVofppiDKxG2cQvS2iylATx/bEL0MXyObqPb2RU1KYKK3idi+k5gxthsR+BGh32ay0WWqoZlpBsw2KzQ7DnFsZ9YtZvxkoitcsD4iDLts3uIw3fGQtsQV/QJc5kW47C+BeE7eYUophxGjg9N8+cGUj3yliiMcLMs2irG2eS2nml2+cHeJPQcXMxBWuea8WabjiCe2BwyXJfWKZqJdYfmq88avuWT0vy1d6H/qwWdrXH/99ydy58f3LYKDEf0hq7V+65cv+TjY9uYHF7xn8iv3j4zUJzjZbHDnExU2jAWcv8bimotili5p8Mz+gPFjmkogqJVthgdsFgwmVEONVmarJ8XKtkb6bbBe9HYNWcvPWoO+Z4pKN2hxy4MWX908iJJl6r7FgKuoeMroJ3qZuL9ntoAuPGuGs9edYKoZ8b8/VePBXUM0RWiKOZktGGQ87L69x6mvw6l7l3mOrHsTVScrfn23yZbdCe/7dI3jMyXOW1Hi4nUhjkM2J8iFffI7mMnlX3NJi3senuSL97vMdiv4Uho6QpZrR7YmdlRhqyeP4iaVcZ0YLJupls2JyYRSYNquJd8lqjscnnT4wA0Vlg+FvPJ8i/Mim2vOOsbmLU0OTwjO3zjAqo1Xnli5/uLfa6bJx5evGPm+AvsHAvA5b7JYzMxs6yMbz3qZUKn7vw7u+fLIB77kQRRy/gabS85MWTgyyZce8Dh20mMo0JR8SaVkUytDrRxT8rvGN4a+rFqeU5q9S7NFZABu+t2B3yUMOpTCJvc8rnnfx0c4MFmnUrIZdBQV14C75JvfVw6MtsjogM3K0TrLh1MuWn+Senmc//Qui+OzNk3pEloCL9U9uqrKuim9IRAU2ihzUxOZ9Z2l1Qe4a5sCeLrZ5Z0fGub+Z8cYqboMOVDzBaMDklpZ9hzP8iN3uxitKt7xMw2m2zZ3PGkzKUNcKY0vaS6nkXFKokRnClgUHk+QJppmVzHThJnZhOnQpVqymGm6jA04vP7KJl9/IGTzswGagEs2DfLzr5ngG48PsvHsq09ceeUVv6+1/ojjDvygYPaDAzhAtRKidfPDF11yUdJJ0vcvHvnmwHAwy7nrErp6ir//mub2x4aga1Op6qyNKKmWjKi+bXdIlYVnS8NFsTEuEb1b7ryJqBcRel18t8Vdj6f88YcHeXz3IGHZZcDVVFxN6JGdRpioElrUyja1iiBOLI5PhkhZ4fw1Mf/p6mn+9gshXdemrSRBRlVVp5Uxyz7O36IX/dZgPtwxkTbGC9p87hafR58bolL1WFRLcS2YbiS4josQEoTJMvstxkxaoqk4a2XCu395Cvlhi9u3LmCy6+EWODmurem6mihWRLEkjkWPjxLFDraMiVTCZMtlqJXSaClabUmjbTMy6PPWVzVZPjrO/VurPLajynA9YPGiNbztZ186uXjZRe84OaX+eWzku8st+aECOIAQJVrt5BPnn3vZRHv2xGpLJu87eugO5wt32pyYGGLDmODopOkRGyUqqJUTRgZa7Dqa8OCzFULbInBTXFv2p5je/HF/ROh3qZaaNKM2f/yxAR7bPYhX8qm7UMmivaHvCgLPSMwFgZXdnpVRaE0FUeySJj5vuabBzZsb7DgR0rE9MzTJtl6KIM/zh6LQT09hKnOasHpreEbEP/Aidh/WfOL2Gh3LZyBbkE6Voam22grXznnYGtuysC279ziml17mrJUz/PF/HufRd3qMNwdxbce0IrNi04sU3cgMabqxoBtLOpFFt+tzyYY2qxa3OH7MY7SqabRTml2HNBVMzkiOjg9x/irNaL3NZ++cQVSujpvK+p2Xbrx0VxCGXxXC+UHD63s7yXyxRxjYSsfHbnrt69/0gTM2rP310uDL0tHaAnXlRpfXX55QraZIaTontbJidKCDbTf4ykM2z+0vMxAaBS3TIjRKtaGnKPkppSCh5JuJaLXcRFhN/v4rJbbsHcYphdQ9QcU1op+Bow2T0elrlweu7KU5tjRDmzQzn125WHDpGS10J6abaiLVlzVThTRFo4vZyRw7wJ56VUH327ES/LDL5mdtDhwsYVs2TjbNzHchu1FKO1K0u4J2V9LpStpdm05knBs6XY9W22dypsLGZRa/+vpxHDHNVDtlsiNpdgWtrtmR7HRT2l3zWJ2uoNO1mW56rF9s8bpLp+nomGPTMNtUNNsmjZmYTbnxmx73PlYmjRaon33jVenyVet//bwLr/vA09uP3ySE8z0f4ryY498FwAEGRtbyxJY9USsZ+8ToyNqNi1es/6PFS0eZmGnioqiXjebKcD1ibGiKvSda3PFEjdBxqQWKwKMnyRb6UPIVpSChHESUwza1chPXneUvPlfig19aiOWWGPQkdUcROkagc44KVs8USRil22xBQmZWfUlq49k2l57ZJQg7JImiq0RvbUypeTuaBZjPZwr29BazHNx1ElrtlPuf8mnEXk+XW2cLDCbaqmyrBjpdE3mj7OzGFp3Iod31aLZDmu0Kv/ojit/58RPIdJrxtmKiI2l0BK0OtDqadidbP+tKWl2LRsulE5V5+dkJy8YmOTidcnImpdlKmZxxSFKHUjhNqTbI2rWr/2j9qrUbLzhz9BMl72B00XkvTvn1+3H8uwE4wHnnnMkZ61e3735qYvu73n/1e659ydi7nPDMdMPSkJKf4LmKUtDgH27W/LcPLubg0TqjJU3gkMnCGbXaUpBSDhMqpYhquc1QrYHjzvCXnw/54JcW01EVRgPBoKcIXaNbmEtMFPVT3Nz1K4vgrmN61EgTxcDmpRdFnLu6SRIn/QiuxJwNH31KN2XeUnFPZFMhMzHRrbsF9zxSoouDlbmVJQqizLMyihVRlNKNdMY3yc88h7Zodx0abZ+ZRhmtqvzqdZrfvv44qGmONjTjLclsx/iXtjoprY6i3RG9u8HUjM/S4ZD3/0qbX7juJDORWeObacXsP1rhZZduSNty9bsufenwe6renu2DQyvbCxed8YOG0Zzj+9oHf7HHnV/7DAceuVivOetn7/rcZz7nOU734v1HJuxVCzvctbXBg1sGOG+loOxHzM46DJSgXpIM1ByG6oKhWsJgtctQrUW9MkOsZvm7Lwd84EuLSXSJsbJmMFCUXLItoP4kNFeezSWey4GmEqRUgoQwNNTdfPPHEoqRakycJNz8YBXbc42ThJ3LxZlNIjcrfB1H9gpg1yHjw5ilDjOAMp2TWqXJX3zW57YnBhFOaLZorKKvqC5YL5rHzFuiOSVYSMyGTmykIJLUxnckF5/RwbNaPLXHohF5oC1cqXr0Ac81dumlQFEpJTx3MGXHgToXr7PxgwYHj4Wct9FnyaoLu1dc/pb/fe3LL/7DcMFb9Ote870fu38nxw+8yHy+Y+n6n6LTarF5+8Q712+6Ro6Orr0snfyMfGzn2GXXnNuxVyxpccejmknPJVHg2A7lQFArpwxUIkYGWowOTPPgs23e/8UBHt4xhC0DxsqKwVBTDcyCxWxb0o0NTRT6U1DLkn3XOF8RBgnVsEu90jF6I4lFJ/JwnZhFwxEjQ21m2iGJdzpxoP7nxQnmHBZhZirluwlHJxQHT3poGVB2BKGl6WSbMkprXCvFczRBrIlj3dt2T7O7hMj66d3IZqZliso4MQKmAxX4tTc2uPzsw/z1FyLu3zqMEBa2Zchn5TAlTiSWFdPuwsSszb1bNHv2lzjnzMHkqb2lBy687A1q5aolD0h54p1TUy3q9fAHDZfnPf7dAhzAD3sv3O/f8rWbsOTLK69+aeNDs83dP775yX3y2HjMtZd02LbPxnFKDFYVY4Mdlo1NM1Cd4qHtXf7k40Ns3TNIOXQY8BV1XzNYhuG6zWBVcngm5qk9GhEJSn6uAWhkJRzbRNnAS6iVu4TBLLuPRQxVXFRSoRs7eG7CBeu7XLmhyZceGCAJrb5vj5rLLuxt1TM/Penn4mGQcPdWi8efq+DaLsO+JrAVHRLqtYjDJwKslsRzFd1YGZHLtO/0JqUm8BI8r8VzBwJOjIcM1oypa96KLIcWV5zRovYz4/zxRzX3PztMN7ERQhP4CYtih4lmwjefFly8Hi7dCLPRQlUb2vj5t/1k/b/s2z8+u2bt947D/d08/l0DvHi8+rVvYMeeXbOu6799anL5zpONJzetXTb5xnbjSaoll7XLFMvGYhaOTHKyOcOnvpHy1QcG2HtsiPOWSWKd0mgbg6tayYz7N61OOc+dZe8Jm8ZUyHCl3+uQwggOea4haI0OznLnli7/94Y6r7/IZuOyCqMDXcpBTJy0jfqVVmisedJturfhkx/zV9PmrqulCFsgbI+aA6MlxUhdsG6V4rWXj/M3Nwbc8+gItUAQxWRC83rO7n0pSDjZbHPTZhdPJZy50sFzHMqlGKU1h0/47D9aY8XCCd71Cye5cXOTr94/zP6pEpYFviuxHYsDx9ssHtvEqpXhDUtXXfjU8qVL/rrdbs8uXPTd2Xj/fhw/NAAHWLtyNcDJo0cO/+Gbrztzue4+zDfuH3hjku7AdydwHM2dWzX3bx1i296UiVnJ0gHBpestLK/J1x7WCOFRDi2GapLFIy1wmnhumSYmciMMh1tkvWnXUdRKRkj0C/eWOXa8zvZdNhXPwXcx/o/aQat8ea2w1qZ1T6gztybsOyz0rQzNz5pCsngLCV2ohbBk2GbjEo8l9Q5vvmKSLTtKTLZLDFWMRHH+uEa6zYzbowiOjCs8lTI2aDFQleZuQpu7n6hgizqeqxiuN3jjJZK1oyn3PdXkuV0lJhoxE7M1fuTaC5HBmTdcc9mZ/+3k1Oy++sCiHzQEvu3jhwrg+TG2cBFaH9wH695xwbnlT1x8zvrf2PzYjqvGm4/y0BYoOwHXX9mhWpnijodKrFrs4YUxtz9u+Ckl32KgqvC9Lvc9Kzh20mVJ3RSZSbYQoJSJibalqVc6bD0I+46WWFiDUpDpfiSSVPV8GRAip8lmbT0NaaZLopQZ/Ii8UMxlm4W5CIxgj8xsRkxIz3nuliVotCTHJsusXNBg9YI223aHxEPmd0iJIWxZ0I5sjk0ELB6Z4fwNbR7eEjI1m9JoW3Rji26i2XYQAilYttDlGzcPUvHrLB+F81e2UcrldVedQ3Vo/T1DQ6W/rgyt2LJvsrtvw/IfPnDDDynAAYRYArBTab1TwFO7D7IQZ+0/vM7Zvubhxx+1lLboRC71ksXikZjE6lAvVaiVzGSyGiYEfpsTUwKpPFYvtBgd0jy8PUWhGKwaNHqOohPHPLrdodF0GBs0A6WeQZbQKBQIB0fKnumVY2cenLEpZpNU9+4Mjt1X65IC4lgSWTZRbJMmFqjULC2brIc01XRimG66LB9zOW99l12HErqxjcB0a+rlhEqpySPPBowN+owNlVlQb9CKEhptm2ZbM91wcP0S402N7CZMz1q4UqIS6CQJS5Zflb7jNSt2qo7zy2eefdkRYLsoqhD9EB4/tADPD2negO3f3DK9XZBeu2QkWHzeuRd8/uktd1e/sXlfabSuGBud4l/ulPjS6LHYtsBzU/YdV3xzS4nVCyxWLLJZtWyW27cqhPIzQEpcR9HqKrbu8kgji0rJDJR8T+O7Ka4TkxIjrADXsggdTTWzSjw+o2k0YUSbhQulTBHoOZpKmDBUa9NouZyY8kiUwPMc4thBJRGkCd0EOjGZRJpgpmnhOS5nrerw1fsTotgGDCW3Wo4olybZskfQapdYOFzlJZsa3PdUTDv2SBI4cMymVi7xkk1TfOa2DkdO2JyzfoSpzsrmq15+9Uy7m16/dtXYIdu29v2wAzs/fugBnh9XnF1Da70PLjiAbp7Z6epLFy/nQ5OTe8qbdz1c37JngjPGXGr1hD1HNOetT2jFCSoNWDQkWTCkGRloI6SL6vnVZ/wQO8VxPAJHEnqyN0yqhBHlUotGFEG2YFFyFbWyYNkCl/M3zXLzE4pjJwMqoUlTjNNFyuhAi2MzM9z+0CDDZZvlCwXl0CFRjqGsJh0m2iWmO4JmR9HqGKJTq+OSxJaRYSsUs1JCouHIjKbiKg6fcBislwndhCjWLB5ts/9Yyt7DAeevbVCuiNmFCy6bOGfTGXac8kul2poHN46WppVC/UcBN/wHAjhkLgmgtu88MlmpLr5129a7Vlz7htf93NI1V/zWkanbouWV/aIcHt9wfNL1m51Zvvawz8KqzeIRi4FKjOu2CD2PUJrlhLx0OzwuODFpUQ0xjMYA6pWYamWWZ/Z3iVOblYsSHnomwbFkZk1ocdnZiohJPn6zRzuSWQTPDG/9Fnfdp7hvi8XlG1IGqhZxbNFsw45DDsuXdBmOpxgfrzHclIbo1HGYabmM1GHhcEzUMH93HEOrbZPikCQR0w2P/UclwwMlXnPxSW7+Zky5VCGy6CRyYNvaDWc6V7z6ok9ccMH7/+IbX7/EGx4sd+JkVgnxrZ2Df9iO/1AAz491axYCqKnZCNuSH3Hs6KOWZXHxBcusSmXDBxYuttZNTT57pdAnrAs2SKoljRQd7nlCkHYki5ZZBJ6m0TL944e3uTyz0+PClVDyJdWSYqjW5uhUiz/6yCKuPV9yyfopvvFQhJQ+vitwHVDK4nWXdPnsnQntyEVpwzkJvZRWFHPzgyWqliBKFJ2u8ZA8OSN44JlBLlkX8qoLp3jnPzc5MVtmQSul0baZmHG44AzN+RsSHnocKqGgE6ccOm5z5hqHq86aYcuzAY224OndPheetYBrrlyQLlm18b5wibu9226+TcrZ1HVCtm75XS3EqtYP+v36Xh7/IQGeH/WKm3+qAf43JBOTE/9l9Xpv4ODhc/98pnmHG1j708lm6fz64MAFzz4kSBLFhqVdEt1h18EaF5+pqJahEjjGrTkUDNdjqqUmn/maBVGFRTUYn06wLUHgmo0iYyUiDR+kFdOxPZTSWccjoVrq4HpVRApGrFLS7tiUU5uhss3R4zUsIXjTlcf4hy+XmJjWNFuKVtthplFipmEGSYtHFduPdDh8wmL1Esm560NayXLOWZs+uu9I57GwssJ66ytfGrnB4B+oJJoMyz+YzZof1PEfGuCnOwYHBgEmgV8FeOyR+1BKXrVgYOZVl06sv/6Ss+L1G5fNcMf9jxL4Ds1OzIGjKUOlBN+TVEKwnRa7jliMT7pUArAdjSc0g2Wb1YsFWqdEkVnQDRxYtbjNwUMVktQs/Q7Xu+w4As3IIrCNVJ2UKTsPSqQb0olBJCmNlsVwTbJiUUI7hUZbMduCg8dcFlRm2ONF2HadM1Z3EfZZjC4tsaKsn0tLCz+/dpH79bVncM/Lrn7JD/ol/4Ee/88BfP5x/oVXAtyz59DkPa97Off6drJ6auqY2vnFXepHr1qxcnTZxt9zth/mZ66zGD95DEGDL9zTYKhc4przU/71dk3gxVS9FosHQs5dH/HEDhBSMNNqcmwq5BdeM8M/3uQRp3VcJ+XweIMP31xi3Zgm7nYBGy07PLrdolJ2mJpp4xGTpIqbHhjg0tUJ9foEz+4YphnXONHeyJUXtli6ehV20nrPhWuf3DO84hJZrS6S1ZLYtWkTtwpn+Af90v67OP6fB3h+rFw8AHBr/rXW+wG3fuDQ0QfWripz4YZufGJ6429WQvnK+r6YRXVBe/puBqoWSkp2HikRBiUWjYyzdZdpb9zxeELJrjA81OLVF7R4bFsJQcSX73WoeTFjwwo/aHLkmEWjk3JsOsBzAy7a0GX/YZtY2QwPj/Dyl1/I8oVtzthbpV7Rt23f13j/0AjO6OpN2P7Se7R649TSZf9vpR4v9vj/Af48hxDLAKaAGwH2HThKfZRtoZ8sGF6ECuyIJx55lDCISbXg8ETA5KyIN5113p8cb/P6ki/ikzth9ZjkwHjCymWCrm2zak0bQpsVC1scPh6yYnGHR58NGRm2nDgMvlL2n/yTVYulMzFloxHUaxVWrDqLwark3JolaxX72Dlns6daH/tBv0Q/FMd/nIbnv4OjNf5lpGTBNx5o1zxH6Yd2OmxYpNh2ULJsBMYbmis2tJmccViyoMuOAy6rFic8us1lZMgRR1uD00LoY2/90Wt+0H/Kf5jj/wOCkwmTcJiVBwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTowMjo1OSswMDowMID3VY0AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MDI6NTkrMDA6MDDxqu0xAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
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id: 3749256
{'hecke_orbit_code': 167772485, 'n': 1, 'trace_an': 4}
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id: 3749257
{'hecke_orbit_code': 167772485, 'n': 2, 'trace_an': 33}
-
id: 3749258
{'hecke_orbit_code': 167772485, 'n': 3, 'trace_an': 163}
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id: 3749259
{'hecke_orbit_code': 167772485, 'n': 4, 'trace_an': 1429}
-
id: 3749260
{'hecke_orbit_code': 167772485, 'n': 5, 'trace_an': 0}
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id: 3749261
{'hecke_orbit_code': 167772485, 'n': 6, 'trace_an': -4529}
-
id: 3749262
{'hecke_orbit_code': 167772485, 'n': 7, 'trace_an': 11241}
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id: 3749263
{'hecke_orbit_code': 167772485, 'n': 8, 'trace_an': 45543}
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id: 3749264
{'hecke_orbit_code': 167772485, 'n': 9, 'trace_an': -29953}
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id: 3749265
{'hecke_orbit_code': 167772485, 'n': 10, 'trace_an': 0}
-
id: 3749266
{'hecke_orbit_code': 167772485, 'n': 11, 'trace_an': -40140}
-
id: 3749267
{'hecke_orbit_code': 167772485, 'n': 12, 'trace_an': 155479}
-
id: 3749268
{'hecke_orbit_code': 167772485, 'n': 13, 'trace_an': 114244}
-
id: 3749269
{'hecke_orbit_code': 167772485, 'n': 14, 'trace_an': -277653}
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id: 3749270
{'hecke_orbit_code': 167772485, 'n': 15, 'trace_an': 0}
-
id: 3749271
{'hecke_orbit_code': 167772485, 'n': 16, 'trace_an': 726609}
-
id: 3749272
{'hecke_orbit_code': 167772485, 'n': 17, 'trace_an': -78717}
-
id: 3749273
{'hecke_orbit_code': 167772485, 'n': 18, 'trace_an': -1691026}
-
id: 3749274
{'hecke_orbit_code': 167772485, 'n': 19, 'trace_an': 209664}
-
id: 3749275
{'hecke_orbit_code': 167772485, 'n': 20, 'trace_an': 0}
-
id: 3749276
{'hecke_orbit_code': 167772485, 'n': 21, 'trace_an': 1138431}
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