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{'Nk2': 8820, 'analytic_conductor': 39.29403585418026, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 247385127567292741, 'field_disc_factorization': [[13, 2], [73, 1], [877, 1], [22864643209, 1]], 'field_poly': [560, -3204, 2208, 41, -109, -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, [-504, 900, 1682, -385, -99, 5, 1]], [3, [6879276, 2078280, 87921, -13100, -718, 20, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257013, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '245.6.a.h', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.6.e.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(-3-\\beta _{1}+\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.6.a', 'trace_display': [-5, -20, 150, 0], 'trace_hash': 1409809671149923480, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.565', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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6}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[5, -1], [7, -1]], 16, 4], [[[5, -1], [7, 1]], 18, 2], [[[5, 1], [7, -1]], 19, 5], [[[5, 1], [7, 1]], 16, 2]], 'ALdims': [16, 19, 18, 16], 'Nk2': 8820, 'analytic_conductor': 39.29403585418026, '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': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 132, 'dim': 69, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100663541, 'hecke_orbit_dims': [1, 1, 2, 3, 4, 5, 5, 6, 6, 8, 8, 10, 10], 'label': '245.6.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 148, 'mf_new_dim': 69, 'num_forms': 13, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [6, -40, -25, 0], 'traces': [69, 6, -40, 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-658893448, -2641825384, 424317936, 775180764, 0, 1355748900, -4882757176, -329317980, 5310473092, -528330200, -208903980, 0, -639900280, 4770892060, -440572500, -7707228736, -2618177884, 953086402, 0, -3029146800, 447739188, 1503371422, -6805574112, -453075884, -392114000, 0, 750367576, 2795928516, 517459808, 1601110650, 2530190704, 1041902184, 0, 263985398, -645819800, -113644880, 2637807836, 2076370528, -1115871684, 0, -9297357936, 2334047188, -275034936, -2367996932, 373678200, 3122379136, 0, 6465117560, -4322079528, 46655500, -6104633016, -3001013916, -233466396, 0, 2013618700, -3385186448, -1722496576, -1178339028, 996447468, -542370800, 0, -230700090, -7032161864, -485201888, -131500000], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 197187
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '245.6.a.h', 'source_level': 245, 'target_char_orbit': 5, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '35.6.e.a', 'target_level': 35, 'twist_class_label': '35.6.e.a', 'twist_class_level': 35, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 197188
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '245.6.a.h', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '245.6.a.h', 'target_level': 245, 'twist_class_label': '35.6.e.a', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 197189
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '245.6.a.h', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '245.6.a.i', 'target_level': 245, 'twist_class_label': '35.6.e.a', 'twist_class_level': 35, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 578425
{'charpoly_factorization': [[[-504, 900, 1682, -385, -99, 5, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 2}
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id: 578426
{'charpoly_factorization': [[[6879276, 2078280, 87921, -13100, -718, 20, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 3}
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id: 578427
{'charpoly_factorization': [[[-25, 1], 6]], 'hecke_orbit_code': 31525197492257013, 'p': 5}
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id: 578428
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 31525197492257013, 'p': 7}
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id: 578429
{'charpoly_factorization': [[[2328635198430000, 11999598762720, -46979552744, -296171976, -140589, 924, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 11}
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id: 578430
{'charpoly_factorization': [[[3794636714817536, 94970094602560, 522164709184, -19388360, -1431471, -150, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 13}
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id: 578431
{'charpoly_factorization': [[[188618121955528704, 666515335668480, -65330890624, -2061212640, -1067612, 1540, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 17}
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id: 578432
{'charpoly_factorization': [[[-1519818793649959696, -1256689884274752, 6461324409960, 2546951792, -7344133, 92, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 19}
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id: 578433
{'charpoly_factorization': [[[-175242113143270567101, 123922496362540320, 82710904155947, -44620272240, -14581871, 3920, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 23}
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id: 578434
{'charpoly_factorization': [[[-10146718008816799297500, 876618789962911500, 2234807351887825, 31871142140, -88728846, -1264, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 29}
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id: 578435
{'charpoly_factorization': [[[604748120619377516544, 4350430229710967808, 2457044782150144, 211048112704, -80054416, -7160, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 31}
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id: 578436
{'charpoly_factorization': [[[6811573043155810454784, 44252140175226923520, 1022308764651296, -1720837960800, -97250327, 14170, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 37}
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id: 578437
{'charpoly_factorization': [[[102112689100437483487425, 77638260349353131010, 8391490364069951, -1580290318468, -233696641, 4098, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 41}
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id: 578438
{'charpoly_factorization': [[[19211969336894512614956, 102107510132394763080, -12489811241143791, -5053525366340, -114323566, 24460, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 43}
-
id: 578439
{'charpoly_factorization': [[[3119855261382976660531200, -317018564631543903360, -157744383016419376, -10172976238440, 286429267, 42940, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 47}
-
id: 578440
{'charpoly_factorization': [[[269713894175475987195216, -236906870876284150560, 10803666284913016, 7434915535840, -777874183, 2450, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 53}
-
id: 578441
{'charpoly_factorization': [[[36685923961624724941056000, -2455726357498285011840, -799743651108132656, 71039249553920, -286494424, -64600, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 59}
-
id: 578442
{'charpoly_factorization': [[[21258909503047993628439504, 3704343469809908091048, -598009689069958391, -48460451292756, 527816974, 73620, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 61}
-
id: 578443
{'charpoly_factorization': [[[-1839792705150090137204002000, -475841332540090978319120, -27290003520934171671, -477188461901340, 2533120822, 142620, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 67}
-
id: 578444
{'charpoly_factorization': [[[9957119795260239147565824, 26758457529582564258816, -6554225661784715056, -152072627420928, 5078085496, 154256, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 71}
-
id: 578445
{'charpoly_factorization': [[[-517929575301687511899029504, 123521582052378932085760, 7018304398510967296, -57971304970560, -5532951728, -5120, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 73}
-
id: 578446
{'charpoly_factorization': [[[716160812449427678770406336, -367106073283537884947584, -32929806511168284752, -277156452678016, 12328150740, 222504, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 79}
-
id: 578447
{'charpoly_factorization': [[[35111768819503996402302071664, 1109959439760497721840480, -29886635061159702727, -893393938898060, 2780781062, 179580, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 83}
-
id: 578448
{'charpoly_factorization': [[[-4698046840679161615575902556, 8622280165780180688412, 78803056260791799145, -450849137206852, -18519083398, 41648, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 89}
-
id: 578449
{'charpoly_factorization': [[[99386583460298201784407749184, 9278401357422529492479040, 231625768736917322224, 419241276168160, -27433506084, -73980, 1], 1]], 'hecke_orbit_code': 31525197492257013, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '245.6.a.h', 'level': 245, 'portrait': 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IQtMzHrp/qsm4rYMBWxZb1l2wbF3q0eFVXj+KkGT7zi89yhlJdOJmSqzbvuaPK+2y0VNcWhk+McP6c5O58xu5hwasFyZNFy05UL/OyHV9g6NcbZhXHmV0KWm5rVtqDVzejHhpW24OlXF3j5xOLetHvuDc/v6+34+vO9e+/6tu+O7/vCH3yzIfHf9fgrzeALS03afYuv+UXbP3T7b3zsHplw6vYfeecRLWWV2cV1zC3VWGp6rLQVq21YbmasNBOWmhnnV+DokmBmZpX/4/uXuHlXldNzk5ybr3FuUTO3ZJldTDmzkDHfThmf7PP6qzvcejn4skKgAuaWQ84vamaXBd0I0tQQ+oZamDExlmKAk7MprQ5sX+9Rq0RYK0D4dHqGbRsillY1WCdFVjsQpWCxLDdjNq/zaPcUQlmEiWiEHts29lntCk6e02RGM9WQ1ENB4EGaCrqRZHZZcn7JMreSEgR98FJuu6LD7VcKZhoVllYanJ4LOLcIc4spc8spZ5fh6JLlxisW+Tffv8KG8QanZieZXaywsOKz2JQsNzOanYRmO2OlbTm/KjiyavCyLj//Y15a87c+tuOK95o7b9n2mFDZT2VJgPb/6mZH/8oGma8+96fMTI0xN7/wC//Pxx/+J2dPPRAcONbhfLPLu25LuXZnRD/qkqQKsAjhAwprFViwAGRIYTm2NM7/8fuCX/ihOa7fGVOvTFKr1GlUA+pVj/GGYm5JMbui+erjIXc/mrJra5fLL0lZXumxd2vEd7/dkKQKgeULT4TMN0MqWcSJ84pOp841l2XMt1L2H/TYvVVy+BzctgeabYiNJtAx0zU4dLZCtZIQqJSxumC1DbfsbXP0TMDu7Ybj5yJePep+n7e1z9E5y1g9YrkV88WvVrFCkWUZb7yuy+uut8yuelx/aZ9LN3mkSYNur8L+YyGzi4KFlYz5lZS5ZcOpZcFcJ+a63Uv86+/tMNOY4OT5ceaWKiyseiy1BCstB+7VdsZq27LUgYWepN9NuXLXKrfubuuV1vKd86fOsrz5jtf5E+8yjfGxf/Xrv/0n/NgPvf+bDZmLPv5KMvgnv/AJ/uDZuvqFd63865f3L/6rP/zScfXi8S6LkaKTwDU75vnVH1vgukurnF+cYLlZY7kZsNLyWG5pVlqw0spYaaUst1MWm3B6RaArfV535TIfujNm57oaq50G88sVFpZ9FpuC5aaTCCttQ6tnaEWWbj9lqpGwbb0BBIFnOTPvIWTA9nWKnZssm9Z1mVuJePFwnRt2WaqVFV45Mkm9FhPHHlMThl4f9m7r8/Gvj7Nna0oUWabHJEnWox4GvHqiT8Wrcd3ulJeOxcwt+WyeCti5EbZtiFEq4cwi+J5FCMv29SkTdUm7F9DperS6HsstxfIqLDUNy82MxWbGbBOW+hnbNnf40BsXed3lmtBrcH6xweJKyOKqZqklWG0aVtsJqx0H7uUOzHYU51dTbt49y0f+7iJ7tlToRj6rrZCjZzdyZO6yLJUTv/DPfiL9N/d/TWZve+vf+mZD54LHXymAL5zfR1gJKwvnT2/75P0vf3BD7fzPd5eWeWa/5MT5lNmWYL4nmG2l3HDJPL/8Y0tcc0mV+eVxllarrLRDVloeKznIm23DajtlpZ2y3LLMNQXnOhZEh/fd0eSdNxsu2RgSx1VWmiGrHZ9mW7HSEbS7gn5kiVNLloGSlsCDSmAZb1jWTSZor8/R8zEvHwkwaY233xKjvVWe3T/Gjo3w5adS7rgqYL7ZI9SKNEuYnIA08dBeytJSlddf3+LLj9fZuRGeORzhUeWumw2p6PHy0YzjZ0K09Fk/oZmoCSqBwPcFSkBqIE4s/RjaXctqx9DuGla7hqWOpZdlbN/S5Z23Nnnf7TGYOkurY8wvV1hq5mTQhNV2RrOTOubuWFa6cL6tmG9l3Lhrjn/7Y/Ncub3C4so4K+0qCytVjpwOePSlmEsuGeNNt6z7mVjc9sfbt288FUX93s3X7/1mQ2nw+CsDcGufB8b9hdmzP/jyiyd+7U++/JyYW+7J3ZtDVpoZ5xdTllqG5a5grqM410646bJ5PvLDy1x/WcDi6jiLqzVWWgHNts9K2wVMzbal2clYbac0O4aVjmW+LTjfNEyMd/mWG9vcdnnK9vWKRsWj1Q4JPAko4lRijMBY6PYBYZio9zl81mJszH3P1Ii6FS7b7PO6q7skZpWHnhvnul0eh2c7NFca3Hp1l68+G7B+0rL/pOXvv7fF/hMB6ycl9z+neN1exXK3xbHTk1y3O+ahl3ukUZXbrvC5dGufXtrhK88qyARHz2gaVY0W0O1JjBVkxpKkgDRo39DsWGr1hK0bI27f2+VbbkiZqoXMLY+xtFphpeWuzUpL0OxAs53S7KQ0OxnNrmW5K5ltCxbbGbfsmefnf3iBa3aGLKyMs9KqstIKWVwNODvvsdRKuGxLhzgbN7J2gx1bv/vHTeOKj9Gfjb/n7Zd+syEF/BUBeBwnstPtvftzX/j8ZRtnmh85fuBV78S5gGbXIgUkqaHVyWh2Dc2uZaUnmO8qzq5m3LZ3jl/84UVuuNRjtTXGwkqdZidkte2z2tE024pmF9odS6ub0upkdHru9yx0BAsdSLKIa3b12DCZ0ela3nFrxI4NhjSTaGmJE3jwxZBT8yEbJ1JeORqCqXL5FsX1ewxB2OXZw10WFmtcuaNGY3yFx1/yuGlXyFJ3lZWVBhs2WJ7ar/jeN3d4er9myzqPxU6TleVJrt/b5fFXMiYr41x5WYf5ZpOn9o1T0TVu3GPZva0PssOLxwXrJhPmFhIeetGjnyikhMxYdmyM+ZZbY9odxaYJw/W7II6rLDerLDcDVjsera6i2ZG0OtDqZrQ6Ge1uRqtrWO1alnuSsy1Bsxfzut0L/J9/Z5kbdofMLY6z0q7Q7ATuurY9VtuSJBFICcvNlKNn+7zxLdcluzbX/sUdd7zniO9Xvqi0Nt9sbH3Tg8x2J6Lbi7//iSef/dVHnzo8eWb+NLdf5TE1oRHSEsUGay2BL6hmAmMtYJEiQwrFM4fX81O/5fHe1y3zXW9eZufmmNmlBoFfoRL4VAOPWkXTrkjqPY+xmqbbz+j0MtZHhl5kafcDlhdCzpy2xKnh7GxKEFhA4CuLloJuTyHwSLuaa3cILt1k2ba5S5S1uedpxYEjE7zthoDr967we/dYfFFlx+YuLz2u2DyumG50CVWFOPGYb0Mt1GxZL3jhQMz1uyvced0iv/ulHr5X5623WLygy9eeivnykzX2Ha9wyaYqOzZmzEzE7JxOuGpHhlIGrdz1qAYBM+MBceLR7vq8ctij09d0e4pOX9LpQadv6XTdZ2/3Mjo9S6tnafZgoauYXbFUx5r8xDsW+PbbYq7eWeP8QoPVdoVWN6DV9ej0FP1YkGaCKIEotqy2YdO6PuvUw17cvPRXDx14dnnX7hv+SdTr/m5Qqf6vC/BevwUkf2fp3AO/uP+lxyez/ipT1RpLK5qNUxD4ApCAxViLKzsBgQu0lMgIlOSVI9M8f6jK4XPzvPf2Drdf0We83mC5WaXWCmn0fDpdTTv/snt9TTfS9CNLPzbEiSVJLGnmjjj1sQakEnhaEPqC8bpgog4bpg1b1neZnmhy77Pw8PMe0ozxths8rr28zaP7EuJ+g9ddK2j2eswv1bhtt2F6vEtFB/RTxUIrQRnBtbs11XrEcwdD3nD9GLde0+a5gwrsGDdc4fND71rmqy/E3P90jf2nQrbNKDZMVpioVxmrQyUAT1uUBGNh/3FBlgmSVBCnECW4zxhl9CJDPzJ0+4ZuZOj0oBXBQkey0IG+6fOW65Z59+1NvuetliSpM7tYp9UNaXd9Wl1Np6fp9iW9viSKHbijxCAETI9VWVyWdM4s89gLX5m87Oro333o2+/QnV77t2qV+v96AD90cpFzi/aHXt13zy9u1l9at2tzSKDqdPsCIQQWS+gLpBAIoUAIhMgQAqR0WUStLJ4yhFqw2K3wia9v4WvPt7jjqlU+/JZVrtrZYWq8ytJqlXYvoNvzcmArd8SCKJEkqSBN3VJf3ERKWrSG0IdqxTBZT9i8rktKh8NnEz75UMix0zXGgwo3XaG57eoWTx1qct8TDW7ZFbJtY5ePf12gRECjnrDaiTAWlICZRpdW28ekFd59xzyf+HKVS+dC3nlLlzhZ4qGXp0iykJuvWMc7b2qxa2uTrz3X5aXTVV487rNlUjLZEFQDge+5m1AKEMJirEt2JWl+syaWKHE3cj+GXgztvmAlEiy3Qeg+1+5e5cPfssrrr8iYrldYadZYbVfo9Hw6PY9OT9PJyaEbSXp96MfudyaJwRjLmTmPs3PQiw3Hzi1z/7571l152fIv3nLjW621535biE3/awD8+Cu/wSe/up3nn3zoB1491vrIsdOPTP/4e2bZsn4D1no0O3oAujgFpQRSCqRUSAFSgJICKQ1aGTxl8bUl1IKVvmK5OcGnHqzx5CsdXnfNKh9+6yrXXdpkKquQpgHdfkin59GLNHGiSFJJmkkyIzBWILBIYQl8QzVMCfwY34s4uxTxpWckR874HD8zgTIBl2702btTccPlLVSwwMtH62wer3LlJbBhZoXlVoOrNktSY7n36YCoKxmvpdx1c58vPpRwarbOnss8zq/2efWYx9b1E1yzc4FHX2rz+KuCKPa5fOckl28NuHxLm6PnlzlyFp4+UOXwsRpVLQi0pBZYQg+kdEGVte5mTTOIU4gzQScStPqCVgKxSTG2z427Wnz4W1rccVXGxsmAXn+MpWZIuxvQ6ft0e5pOX9HtK3qRcOwd5atCnBEnhjgxJKklyyz92NLuWWabgkgtcubo3esmdfcjcyvr0xOf3ft72759n2j3sGPV/3mh3/9UgP/TX/qv7Lhyjm9P0u85dmz5Py6cXhzfd9yQZIbpiS5TfQ+tfbp9TRRLokQSKYFWAiUFSiqUEihlUCrD0wLfM/ieJfAsVT9jPBS0I4+V1gSffrjB11/ss36iywff2OTyrX36vQ5X7rRs3aCIEo8sU2RGYgtwS4OnM07OWY7PClZ7hs8/WuXs4gQ29pgIFZumNNs3aC7ZDFde2sLIRT76xRrLy2PccrnmykubfO1FgUg91k1IatWUbuIjrQQrUdqn2RfMLQuusFXeeEObx56rsGna55YrJ/nb71rkY19u8/TBGp2+x9JqnZ2bKuzZ2OXm3W2+4w1tzi0v8/lHA5a6ASfPe5w96+MpgZQSgYtVMgOJsWSpYWIq4eorukRRwuVbI97/xoh1Y4rJekCShJxfCOn0fHqRR7ev6UUFsCW9SNCLBP0I+rEhirNc2jl5V6wSvciy2hMs9gXrpg0NlfK5u1+aPrk0/Ssf/OCnf2Yb/BC2//D/TMz9TwP4x//wE3zPd39I/JOf/80PePbgb77+suPV99w5zS3Xdtk0ZdEyoV6NAFDK4mmFFys8JdFaoiRoJdBKonNt7HkGX2f42hB6lkpiqcaWsTBjoiLoxpJ2XOP4mRr/9g8nwaSINOWGq7vs3BCTpmCswVqXxJFCIJVAez4HT/nsPxJSCzV1XzJdFcxMSdZNajbNKLZvzNizfZVMLPGfPtPg5KlxbtntcfmOjF7a5omXA8YrHlNjlvF6TLXiViVjJM2+YrljWWpmNDsVXn/lKs/s73LglGK8EXLzFeP88LuX+M+fheeO1Oj0LKttzdxygw3TVdZN9Nk+1eeffaBLo9rkpeNw8LTE8yxKWYQwFOlcayFNYceGjNddlZIlHkkaYG2Vfuwxu+hA3Ys0/VgN5FsvFvRzcPdzvd2PM6LYEMdmELtEg4PBKtFLJWeXAn7tiwELcwa/cmDmW+d/d2b+6CU7N+z5sUe+eu+n7Vvf/p1/cwD+8tOf5qrLJ9VX7/nD903J1d/73bub4Us7PX7mw2f4jusSsgy6/Yxq6AAupcVTGk8bPK3QsUQria+lY20t6HsK35NEniSIM6LEUkkMUWKIY0sjhSgxRCnEqaCfSKIsIMlCDhyp8eIByKzFQdtpY0+Cr1zNRz2AKzdCowJjNclEXTE1rlk3Cds2RGycWSWxy/ynz4xx9NgY11+iuGSL5NItKzzwasrc0hg37JRMNAyh3yOQAVYJ0kwirCXNYlY6IXNLHtdfXuHa3W0efS5k/YSgGta5frfhJ963xH/8rOHVs3VWO4bVtmJhRTM9XmOiUWGiMUajmjBTS9h+fUzgpXg6RSlXogBgcTdVkijmFzRJqkhSRZwooiR/LlbLWNKPJVHsHJJ+LFwgGRfX1T274NIdcQL9/N+2Y8FqLOgbiJo+n3nEct2uZf7Vd66yIUh48PF1H/3ob/xh79GXJz/zn/7LJ7N/8Pc+9Ncf4D/zK5/iP3wuVDfsPP3+vRvO/O5kcD688ZIq972q+L/+qMfP/9AKV2yX7suwAiHcvBGtPLT28JTFUxJPKyJt8TyJ7wn8RBB5gshXxIkkig1JYonTzLkiaenIIM0sWWbIDE5vGwbgFgK3QkjwPAi0IAwE1UBSqyrGqpKJMcG6yZTtG7rUa6t85rGYh16eZHWxwdXbFNs3euza2icTq9z7dJWap5mZUNSrfV4+iuu432rpRoprdiVcfall9nzGwopPr1/l7Te1eeSlHofPKmoVSeA3uOoSw7/5gSUefLXHFx+cZqll2b4uY6WpGW8oxmoe9apHrWIJA0PgGwKdoZUdBOLuuuISVkaQGkmaCdJUkKSSOBUkiSRKXMwTJ8LJjhiiZKizC+KIUjt4jhKIEkEvEXQTQTOWrCQQxQky7XLt9iY/8+Emt+0Z54Fn1nPfk6fC+lT2+++/q/u33vT6yp9857d8LNuy5wf/egP8H78vkeeXFr/rNz5z4r/2V54L3/m6kGOzAf3nQ770+BRpP+P9b2rxgbd0GG9kKJmhpEFrg6dzCeJpvNjga0WQONaOEknki/wLEXnACHEinYOQDm2/NDNkmXMXssJuLCxH4ZIVSgp0vjoEviQMJLWKoFG1jNcN6ycjZibapHaVTz0i+diXp1gXhly9TbBto8eOTYbtG1f4zBOW5eWQyzcoJhpQrybMnZDMrwT4Ox0gZsYk4+Nw+LhlpWWYXQzZtSPkzTe0+dLDIVN1CHwfJce56lLBj7xzHk/O84VHJ9h3NmR9K2HdeMpYTVGvKKoVSSXQBD4EHmhtHcjzoHwActyNnRnIMkGakQMdkswSp5AkmSOFXF8nqSFODXHiygLiHNj9BKJU0E8EnUTQTCTtxBD1Y8aCFh+6a4kPvKnDm69VtLsxZ5ZWeOTVOm+46bkw7l/2m7/461fq1W79j3A889cT4P/5tz7HH30t+4GFpVd+5aHnjzYeDwPCeov951N6SQBBwL1Pz/DEqyHnV5b4+9/RZaKREgYprU6Ip3087eF5Hr6niDydL62SOHGp9DgRxKkDeZKzUppCkkGWOSfBGBdwGWOLHs4c3A7gKg9kPe0AEgZQDQ31Ssp4PWVmvMf0xCqPHYj5/fsqHDw+zo4xj0s3wJYNPlvWw55tLbppi6f2N6goj5kJxXgdxusRE2Mpvq8Rwt1cvchnuZWw2rU0OynzKz7bNtS59fJ57nu6y8GzDapBgqd8hBjj0s2K73vrIjfumef376vz1CvjLHU06xop49WUaiiphIrAEwSexPNcrKIUuX3oUG5xPazGMAB6mpl8dcutxdSQZoY4dSUASWoHK2KUQpJCPxVEOWu3U0ErhV4vxaQ9piotfvw7l/ln392hGnq02wHVsM+uHbO84fo23/e2DpiXGzum+U+3v+MG/+9/4NMf2375X54e/0sD+MpKG6nU3/lvf/inv3jvg2enVpsh0XKV//NjY/QSSbWmyawgbihWI49f+WOP/UdXePcburzxujbrpyNa7Qq9KMCPfWJPE/iaOHEgLwCeJJI4dctukuaedkZu/ZEzt8RYhuB2ScqcuUErlzDxPUvoGyphSj1MmWhEbJxuMdfs8muf97j3mUmWV2pcNiPYtk6weZ3PlnWCnZv6aH+VTzykOXa6xu71kom6ZKyWIWXE2QVLoCVSOBkWJ5rt61o8TUarq1hpWeaWK+zeEvIdb2zyJ1/zOTEX4OkEITyMrZGkkht2rrD9u1vc+1yXj987ybMnamyeEEzXMmphRugLAk/gey5W0QoXOEsxqMmwuJvMWJzTkjnAFyBPMyfpnI+eAzyPY+IUokzQS6GTSDopdGND2o3ZMt3izhtWeM8burzjRoMWVVZWQ9JM04sEN+8yXLMzw5oxokRBdn5qdj75yI23vVf1u+3fCqt/OcmgvxSAdzorSCn+9uljD/xi0j64bvd6j4nAsNyxNPs+sXLsEWWWbibpypBWrPnEAyEPvtTm+j0tvvutPd55a5Pp8YBeP6Ab+SSJR5x6xIkeBEpp6rzsJCu0pSTLBJkRQ61tBANVYh1zS+HcGpUni3zPEPgZlSClXomYHu/QS3p87WXLJx8Y46lXxpnwPa7abNk4KVk/5bNpRrJlfcwlm1d46USPzz8yw5jSzIwJGjVBo5rQ7GZ8+YmQum8RwgGrF2ne/bqIu590NTHNjmF+RbNlXZ333t7hqQNt9h/2qQUpSgoHclOlHzut/31vbrJ74zyfeLDF4/vGObVSYUNDMBZaqr4h1AbfI7dX3Y3smByK8qMiM2zMcIVLc6A7goAkEyTZENj9VNBNBZ0MF/PEMbVKlw+9bYXvemuTG3ZnrJ/06PVqNNsBceqRpJo0VWRGkaSadtdjuRVwfkFz7sWD604sPvKL733XG8xqs/k742N/8Y0Tf6EA7/WWOXCkz2pbfP8rLz36y6J999R03bJlQ4hWLsqv9TJnQeUarpJaqqmgozQdr8aZVsC5p6o8+UqXP7m6xfvf3OWu1/WZGveJoiAHuEeSeANHIM0UaSpJjSTLhgA3NmduM0wsCGHzoNLVcWht8L2MwE+oBDH1So+MHl99TvKHXx/nleNjiCRgx4Rl47hlelwxM+mzYVqyaSZh24YWpxfa/PoXa6RRhS1bBON1TaMGjWqC8GJavRrjdesytBaSVDIZKFKT0k582t2MlZbi7EKFKy6p86PftspH/ijg5EINrZL8xtCkaUg/lmyYCrjhshZXX9Lh1ZNn+eQDFe57dpxzzQq1QFH3oea5BJinQEuXzhditLrOgGvzsy7wziykmXD+eSaIM5ck6mWCXga9zJImKSaJmQq7vP0tq3zwLW3uuCplrKKJkxrLqyFxPCSigoz6sabb92h3NQsrHmfn4aUj87xw/P51l22Rv3zzzTenNj7331a6IZMTk381Ad5s99i2pfqexXOP/+dk+SsNT/SphhXG64JuT5NmBiFMLgssXgKeAl9BkEFFCTrKp5tq5qOQLzxZ5aFXutx8f4d/8J1t9m5rsW5c0ahq4sQnTj3SVA9A7sAtyYzEWIm1ThIMalgESGFQyqKVQeuUwE/xVEyrl7DQSvgPnwk5Pj/Bc/vHscZnqiJYN22ZHhNMNRRT4x7rpyQbplI2z3SZGl/h3ucNz+4b5+otgom6pF6VNKqGWiVGeBFBoNGu2sBlGTNJL9L0+gmpEbR7hnbHstzymF1qcNueDrdescon7g+pLCu0TBwgrSbNfOLE9XhOj4fceGmHGy/r8PSd5zi5IPn9+8aZX61yZinAV5KaJ/ALGSZd4Dkg8kKq4Jg8tYLUQGIEUQb9FGJjIUshTZAqYtNEj6u3u+/jpr0ZjYomTWs02z5R7A9X2EJKppoodgDv9DTNjnJlzJ0UYwRLs01+9aP3Tn33kv3P73jLjStZ2v38XyQm/8IA/vyLh1k/s0n9wr//g8u6recaV+84xJ4tNSyaMAgIAudMpJkL9KQUaOkYxlPgp5ZQCaraLYNdL6CXeizFVe57dozH9vWoBRF/6x1Ntk6lbN/U47Yr22ihqFc1Qqh8KZRY62qlrS0xNxYhXYFWlFgsKciUV49Lnjmg+dJTdV49VSdOq9S1YqZimaxZJqrW+eANzeSYZmpcsGEyZdNMj40zKzz0SsRHv7SOjeOamQY0aopGTVCvplSCiMcOuS/XqzlQWSuIU0moFdft7vHky+Ou8KmXsdryWFwNmFuc4EffOceZxSWefGEGTwIiwQBpqokTjyiWdHqaiXrIeKPGrbu73Hl1l+9+0wIHThvufirkqQMVDh2rkQpNFCm6iUIJiRBiTeCZ5wSsITUWawyeyBjzY0ISbr2+w86NfbZMJ3z4roiKr6iFmjip0mz7bkVNHVu783Mra1T47bGiH0lXy1Iq1Gr2LEuxodY9yfLslxqnDp6+7LJr/pZanD2aTW/4i6kn/wsB+Mv7XqI6VvVfefnJH9yxLvuV3/56zD2PbeS6PR3uvCImih2olXIBUGZdpk3m/rOSFk8JvMzip5ZAudLYSEMv0/kR0m5n/PInJrBpwvqZPlds6zM1lvL+N/fYti4mSUSutyWUmJtcf0ppEFLw6QcrvHS0htCak+eqnJ2rElYUY4FgvGZphIZGCPWKYKyqaNQVE3XN1DhMj6esn+qzeV2LzK7y6Uca9Do1dm2xNKqKelVSrxjqYYrnxdz7ZEjUlXjr8rrIXKLUKoq339zj4ecNnUjS6WW0uprVtmZ2qcrenXXef0eL516tcnK5jpIGSHK97JFkzk3qx5JOX9Ps+NQrVWqViL1b+tyyp8/p+SYnzq+ivYwXj2n+5IEqQikHbiFHv0RrAAPWksQZ29enfPDNPaYbGXu2W9ZPQZZ6RHGdNPVYaQ1XzyRTuVwcJpKK4D9O3NGPFXEsSY1bQnxPsnG94TuuX+XGSwTdXsSrx7xfWYye7N5w3fqPHT32fHzpJdf/1QD4S/tPIOTcbqJTv9acf0petT3gxKzgyBGf/qpk47QB6yJ6rQV+zqxDF8OSZBYvhVQJkswSGkuSCeqZJc4EkRFEmUdkPFIDC50GD7xksGR87ik3sgFr8qPI4uUWWV6RKIREKkWaaKTReFpSD2DnjKXmGaqBoRpANRDUKpJ6xcmhsbpkogFTYykzExGbZtpkrPAf/jTk0ZfXcekUTFRz9q5K6pWUaiWmVu1RqVQJlETJXIPj5ECSePR7gl6U0Y4Unb6h3TOuZa7mc2ZujNdfEfETH5jjV/9Ec2o1QAiDtQkmsySp54ATuRrtek9TC32qlZBqUCUMEuqVmBt2xfhewk27Uj78li5apXkSyCCEHRXluaQzRiKEJPAU5GPvlla0q9vJipjHPTt56ArWkjSPhTIH7iR1TRFx6hJJSSawBjwNG6Y11+8N2L5+krmlgGNnNM8dflx+8L3xr83NrDzSa0Wv/EVg838Y4I899Dm2bByrPPTkkfc9+vSrYqKiGW94bLcuVa6kG7UgpUAIF9m7wiYHeCWd3+oyida1YGVFRO+OzFhSI0iNJck1YmokiZVkRpOYgCy3vcqPQZZSgBbCZSoVhBVLqC2hygg8CDSEvqUSCCq+pFqRVEPtAF4TjNcNk42UqfGIdZMdNq1b4qNfMnz8vvVsHVdM1w2NmqJeVdSqUK1k1CsJ55cMR88HhL5bpaCo9BP0Y83ODYYN031afZ9e3+YsLllta+qVkHp1nA+/ZZ5j52f5zc9vRkuNxZCZzF2LXN/2YlcU1Q0l1b6mEnhUgoxm28UYvpfh6QzPy9DSNUpI6dL5Ij9c6YoARA5yQdPkVZbGxTUuvhnGOmnpOTXOps1SSZKJEdvWPbvv0ljn6EjlBooeOOnTjwUrbdi+QXP+5CvigdXkfda75Ojvf/xTve/73g98cwF+29Vz/mrz9L/cPLH0L6/YauVKO3TQGvOI8lph981SGjMkXUpeWlQO7swUYAYvt6qy3L5yhx2k2bMiWWHBWDEIlMqaG/ILKZwU0tKgBzXkOEmkrfONtSAMJKEvqQSKSqioVyT1qmWsljFeT5lsRExPdNm2fomnDkV84sFNTIQB6+uGRlU4cFcktdBQC1Pq1YinDsKLB6pcNmNz3TtMm/cixU17LLu29Xj6lXG6kaXXz+j0dA5yj2pYoRKO86E3LPPioXme3L8BrMKYzN30qSVN7KCepBdpqn1LJVSEviHwPQI/I9AGrTM87UqMlTJuCxbpSoMRFsFQzw2Dc5Ff3wLkrqHCGAdoY0QOcJFnRnOrtnS4vISrt3f/DrI8bnXFZ8Paconk6RdTaby5f11fX/F1WP0FIP6mAbzV6svFqPNz9z/+n/7JlvpL/g17pzk7X2dhRdPsSLqRIkktxtiB3+oYw+SaOE+RZzZnaTBZfiGsxeSAdzaWA7mxNrf+GCRvSpn3kRW3SFUXUkjJPGOpcNWI2jUMBJ4k8BVhoKgEgmpFUK9YGtWMsVrKeD1iaqzHppkVnjzY4+d+dz2nzoxzybRhvAqNiqJWUdRCqIUZlTDB9/o0+xYlFZ5yQXXxyIzIl3SfRiWhmxq6kdufp9vPaHclzYqi2g4Igzo7NiT8mx9s8r//nuSJ/euxKIw1ZJkhzdI8la7ox4peIKlEitCXBL4l8BWBNnie8/u1snm5cU4wuUwRwl7QoGvyOMaYIatnxbMRmEG+gZzdXZItywSJEcNygBzYBYENM6nuJu1Frj90qZVxegkic8j/gb38ix/5/r/v/eI/jn/G9/0/dzr/zw3wI6dXmF3p/sITj339H33m7qVwJa7yfd+yxI2Xxrxqp4hTn8w4DezuegdyaUAKiZQO+JmETDmAa2MxmR2COl/SiptjwNZ5GWhxsAbguewe3kR5k4RSzi4blNtqSeBLfE8RBm4kQyWw1EJDvZrRqCaM1WMmGz02zazy5IEu//vHpjl4apLtk85hqVcktap07F2xVMOMapiQZDF/cH8dqRSetCgxtAmNLdjO4/vetsJXno1pxwHdHOCdnqLdUTQDTegHBF6DPVtTfv6HlvjZjwkef2U9xkoy49LqSeoKzaLYEIWu3DUIBKEnCHwX2PvaDjK2Whmkct64FBZRPJcZwhYgZ4TR3Xcj8uItBgA3OaAHdS7Ff8sYZJQL9i7A7coDXOntcjvj1TOGa/eu8r1v7ZAl58L9L9/7j2+5/c3C2vmfEmLd/1yAi+gg1thbz518upL0U46cHOc3vujxd7+tR0WmGOOjcs0rRVHBJ5DW5pIkB7jKn03B9MO6kaL9qkjWGOtSzWZY7oxde14MM5VCuvkhssTeWhd1JxLPk65+wxeEgZt5Ug0yahUH7kYtZrzRY2a8yVMHuvzc70zy6slptkwIpmolaRJqaqGrX6mEKZUgxvMizi5N4CmBkia35YZBZpZJ0lSxccKSpgmtJKQXWfqRodfPaPclla4i9D18L8TTY1y+JeXn//YCP/3b8OS+dWRGOoBnliTNciY3RIEhjCV9Xw0kmOe54E4rm9epWLR0pcmOCOygMGsNxh24KVZNMSCdAeDz9x2AxWDlLR8mK1ZgSt+ze5bC/Y7rdrf4kXf12DbT4PmD8LVHX6qY8LJb5f/AjPI/F8Afefhu+l2/+uCjH/dX20tk1mP7FGRRlS88UGXPNp96xf3bIoNWNMZmRmAkKCOwRS3E2g+da2xr82bjETniInH7GucmxbCISkqQUgzAraSbtT2UJxB6EPiGSmipBE4/VysJjWrMeK3H9ESTZw/3+dnfmuDlkzNsGlfM1AxjFUE9lFRDRbUiqITu5nCp/pgn9ws6fZ9QkafLnQYvmhAyI0hSTS1U3HZlm6debdBNnEzpRRndnqIdKAJf4Xt+rp/H2bvV8Es/PM9P/gY8vn8diZEkxuTN0sPumsiXBL5x7J3Xpnj5ze0OcpkylHEyz/JeHOT5kV//gtmzgnxMmZ0ZKegydihRjRk2kBe1Qb6nuPoyzd6doKlxZk7i+ZZWd56vff1P/bvu/K7ql++5t/vOd7z9Lx/g3dY+KvWN4488eM+v7z8cvGHf0QpVHzZPCzwlqFbkoNDJU4AElbOtsaBNSXZYgdGFfMnrRqzNq/5K9RLlC1LMHcy19+DLEM6ZETIHd15kpAYAd/2dnnZM5nvge4bQzwusgoxKLi/qlYixeo+JeosXjkT87G9N8OKJdWwY18xUDWMVqIWCWkVRrSiqA/bOCIOUerXPQy/6rDZDJiaGafICMMVynmSKdVOKt1zb4aFnjCthiE0J5JLQk4SextM+WleQ0rB3q+UXf3ien/wNy+MH15EYTVJUAGZ2wORBIgfVhb52nVGeFmgpULq4NkMSGtyEFGl9O4B6kRBae5jSsxmwOcO4y5ZAbUrfZf4dFs6alJLF1Sr92OBrSyXIuHVXQrOn3rD/yMHffse7vvXHXtp/ePWavbv+cgHeXp2n31n+yV7z2HetH2sR7KqQJC4GcIkcQejLHFBu6XMXSLjUcOnuH16MsrYWA/YeXkBbYpASpTAsBS3qLJyeHNZ4KzWsGNQKV5+hLZ7nGotD3xD6GZUwpRom1MKIerXP5FiT5w5F/MvfmOaFY+tZN+6xrpoxVrU5uHP2DiWVwLF/GKRUg5jURLTjAKEkXsHgAw0u8pVMkqaSJPGo+X1XLhCHTBQg72d0fcfggS/xtMbTxQa0lqt2WD7yY3P88/9qePzAehKjiTJBnBWtZIIwMQSedQ0i2uSrl2v5U/mK5q6PGEg6WYpfYAj4kVhnDbgHJFTISTtclQflucV3aIYVjUAefFt6fcOClTQ7DjugSBKf84sr1CaOfNf6Ta8eTZLkp/9SGfzo8XMk/sbtxw/856vj3hzbNrgESC9SpKm735UgD+ZKzJW3el94Ucp6bpQNihqStfUkQ6vbDlm7HFQWy23eoaPy89Dauu6gvAipqB4MvSzXzQmVMGKi0WWs1ubJ/Sk/9dFpnj+2npkxzUwlYyy01HNwV0JnJxbgrgQZoZ/SqMXsP2F58LkavpR4ynXWlPe6KVyhJFOkRvPGGxIuu6TD0VMVZqqFbebmmXT7OQtrhdYeSto8aWS5cjv80o8s8tO/YXjk1Rn6SYUok8SppZo6yRJ4OJDrYvUyg95WqbLBCqekKAFclEDOBXplCPIS8YystmWJOfzv5e+++E0yNyHS1M1YkY4HXZd+5EbRnVmep/rk81f/3D//4e2rS7Mnx6c2/MUD/MlXZmmmEzuWDz767w8emn3PnnUnWTc+ybmFOu2e82GzzAF2EOSJ4nKIiyxxTpoU0qUIYMpMbS+4IGW3pMTcZXALi1TDEgAlXXeLlzO3rw2eZwg8Q+CnhH5KGMRUw4jJsS4r7S4PvwK/9IcbeOnINNM5uMcrlnpFUAvFwCt3zotx7O07gFeCiDjL6PdCQuVuMlkApvgMtuQhp9ppeR0RxZZeIkoAN/h+3tHkSbRSKOkNAI6Aa3YKfunHVvjlP0p5/MAU55oN+jXJeGapp5YwnzgQeHk5hC6cFDtg70KqFAAfnG9+0mWc2/L3UJIbZbCbNcBf63qNNJ1Q2JQMqi2zzMURnb7l7DJYf5G31M++Z/+BR7K9l1/xj609fkKInX+xAF+aPUUYLt5y4MCh933y7hN8x5sT3nlTE2MkYcenF2mSxCUAipaw4ecYBbgDsh39ubR0rQX48DGSjhhcFDfuoQhmbS5PbF416Jh72AJXlMc6cAd+Du7JDgsrPX7xD6p8/okZFjsTzIxJZsIc3KHT3dU8sKwEkmpgcwZ32jsMYiDm6y/4rCQ+UwEj9diI0WuQZa75oRFo3nx9lycPxrSTgLG8sbcfG/zI1ar72gHcrYweQroEDRYu3yr51X/Q4u4ne/zC76znzOIEvXHNuC+op4ZqCkHiRi/7yg008opAU4pBEFw8lwP1wY0phgAfAL30PbnpY6NsPvwu1/ycvzeyIjC0hpMU+ollpSuY61ruurbL5upLnD6+/X3rJsb+oNfvnfgLZfBOt0u1Utn18ouP/kMv3s9dNymuviShXoE06yKlIfA8otgV3gwCRpNH3SNyI+/0HpEfdoTZhxdtLcAL3U2JvZ0mLVwAmdc+OxvMAVsrk3foZ/hehu+lhH5C4CfUKz207vLQixm//eUGX3p0HbFpsK4hmA6dLHEWYOGTq/wQOXOX2TtB64jH9o3TjTUbqza/4dYyeB5oGle/EXqKW/f2SI0DeC8R9As3JHYj1zxdWJwqB6LLPjqwCabHBd/1pg714By/8+UeD++bYjap0A0ljdRS09aBXOdxiLJ5XGJzkOfEkMcvRT2WZMjia926MsjBXnTlXRs/vdYKXcxxSTPXt9qNBUs9yUpkOHDcpy495IuHqI5d/g9ff/vtz8dR57Af1P7HAb7v0El+8+P3M9YY33Tq9Kt32t4Rbr0yYdNUn2qYYIz7FUoaPO2RpGaQunWVfWIoPcoyhDU6GzHC2O5ZjPqBA2DbNdLEDnxcJU0OcJPXfOfgVq4WI/ASfD8h9GKq1T6+3+UP79P82/+2jqMLk3hByIa6YDLIaASWWgC1vMO+ErhsZ5gnhFz9SpavBE6eLLYyOrGPrxS+tIMAszh3J8nyQDNPb8epR8Xrs2G8x2q3Ti8R+bg1Fyt4XpbbfCq3O9XAvx4Grq7y8T13dLjpigV+6ff7fPzeGZbTGt3Ao+ZJGtrV4ATa1eAXzRBFvFSsfHIgVUrX+iIAHwF76Xv7RkAeZJ6LWIsiL5DPO89cI3MzEsz3BVEccX4p5QVPcN32w1TFU3c2Z3ubup2Vw53mcWpjO//HAG5txge+7fYdr7x64KN3f/kor56a5HfvMWzb6PN//eg81+1sOt2NY6so0YMinGIcWjnde1Fwj7C2WMPao48ipezsQDvU3bneVtIgy8ytMgdyL8XXTpIEfkTg9Tgxl/Kbd9f47CNTHJuboFH1mAxhIsioBzZPvRfgljm45SApFObaO/DdjdOoRXzmMc3hkxVCJVzGsHBQGKJ8MMbBOh2epJrLt8O7bmrz2/dM0alqGomln1iCOI8blHEDkFThDBUg90pfllsVtk1Lfup7u1y98wy/8aVJjs2OsZxW6HqamhJUc6D70robJ3eZhixuB8G6EK7MV5QtxLUYWfNiRJasBXgZ3LZchiFIMtfl1U4ES5Gg0+1x42UL/NKPtNi6LmRltcHZ06cYn7n5o1u33fmOXq/9Z0qVbwjwfhQT+B779z25ZWnuxUtFusRUUIEUXjhS4X/7Nc3//XfPcfnWHsaovJHXkBTdNUbmGUixxhkZAp8Sew9vqgupQoihPCmAPZQnBcBN7poU7J3hqdR17ngpQRDh64h2FvNrn/L5nbs3cHZpHKMqTI4pJn3LmG+o5sxdHaTvZV6nkkuT3DsfgNt32csoiTl8JqATB0wEuYtTJJ2KoLsUnwxqUhJNo6bZuSVGBX3acZ2eL6gklqgAuM7yRI1yPrYsSoAvFrwqZsa6/Oh7urzvjbP8zt0tfvPTUyz2avR0SKgVVS2oKEuQWsfm0kkVLYflDcWqOGByRuXha7F4mckHN/QFABcj3nmSA7yXClYSQSdOuXHXEr/8Yx32bJlgbmmMfr/K2bkezRcOXrrUrWy56dobTmRpgtIer/X4hgBfWlykXqvNJGn1Uw8+csQLgxo71sN0z1ANBPsOjPO5h5f5qQ8nBH48GF6pMpPP/MtrFqwcXHxTYmlrxWjK3Q6TCgNgQ17tVliONg8q17K3GcwsdHNVMrTK8L2E0I/xvZhmP+axlyR/eF+DTz8yRT+r4/s+U75g3DfUfEs1sFT9IbjDQBIEkiCXJi4xlDsTOcB9z2U+j5+3PPxslTjxCGr2ggCzeBTef1GKGicKz9O85aY2n/hqh4NnavRCN5oh8ix+Cl5i8GKDUjIfPirymp4heY547EZSDTTrx3v88w912bst4uP31Xlm/xgLvRp95eN5mlALKhICmduohb0qnYU3KFgrZqysBfprMPkQ3MOG7wsSQwV7W0FqXA9oJxV0UghMzHfe2eKaXR4HjkxzdqFKq6OxxrJ0ap83fs0tn2o1W9f2+52FPzeDn2yOyf7Jw7csHH9kbPdW6MUBvQh6fcPURMZll6xw3e4UC0iZ5WMOCoCbvPqsxOJFd7sVYMuvL5J6z8P1wmoUOYsPCoOEKbG3ye3AzAFcZQM5onVCs5Pw6CuC372nwX3PjbHcrCMrIfWKYtyzNHxD1bNUfUvFJ2dtx9yVQBL6itAXhD55hZ7JwW3cyuCnKB1x6AycbYYusZLr29HEyfBmdn2QDuSpkcSxZn1DsGtrj5dPpXQTjyif8e3H5BO+slyiFIkaV7hWfgwSZ7kNmWSuPvyDb+lx180rfO35Nr93b4Nn9jdYaldpSp+Or/GVwJeCQOJ6OKVFC5sXqg0tWFHKPRQAL7P5aOBZYvKy5i4VzWV5PUti3Mi3TiZIrUUgeOZQjc8+6BN3ayw1Nd2+pR9Bu5sQqwfHvvN9t96yfduOe/gGw4O+IcDT7vlAyvS/jlVerl2727DcrLgS2MzNzb71yh4bZwRJ5uq7tc7yOm+DUWbA4I5ZHNBtGdivwdxlViikSbk4X4wA2+TPbiqWX7gZMmGhnfLQs5ovP1rn8w+PMd+qIcIQr+7R0DDmuU6eikcuO6Dii/yQeclprrt9QVCwdwFwneL7KaEfY23C158LOHm+wvSkwJMm17Fi2OhbZjgzLDvNMkUv8ti+XvCW67t89omYTuLRSwSh59r4/BSixJZWKTXwqxFyRKa4Qw4bFYzz2ytBxAff1ONbblric4+0ufvRKg+9VGe+WaUnfHq+RnsKLQSeFHhS4gmbSy3rHBZKEjH/sl4jH3SROpYc3Iyyd2IhMoLYQJIHorHQfPqRDTz5iuT1lxkCLyLL3ATb+ablbOdQ7X3fdsN/7bXm9gK9PxfAz58+Qq+3yqlj5/n+u2BpdYxOzyczgmqYIqWi2/fROkXJHNxCoozB2MwN3BmAWpQufhnga27/ATOULMEC1INnB2yRA1zrDF8nhGFCP8o4eBZOnFN88v4x7nmmwfxKDbwQ3fCoKknds9S1oeJZKh6EngN36LmZhK7MVJYOkf93m4PcDEDue6497eg5w8vHA/C8fJm3pRS9GKG58nKdDZoF3Djnq3ZGXLGlw4GzVXqhoJoKgsQSKXJrz+TsXbgphQU51CoDnz23Io1Ref+kRz/2qFQifuDtEe++bZWvPNvhj79a5cS5kANnq8SrAWmg6WuNVNKl8wEtpdPlDINQJUr5iG8A8oEVSNGcko+osIw8G2PBZu4fC5C+T2QE+8+k1HxITe6udAwfvvYMx44cZvbsN56l8poAt/ExkcS9f/iFu++dvucpuOWKVa67rIvJArRUZAYQCVqnaJXi9mQomFoOWNslceQFAB+6Ja8VUNpBQAkl1hYmB3hGELhJqmmWMbsE9z+gOXqmwoNPVTi7UuHouRoEAaqqCbWipi01bZyL4FkC7QbHBx45iItD5ofKAU6uuXNwexmB59jb3Vgxxxdg/4kqnhy1BwcShWE9+ECLFk6KkXmfo8cV23vsWtfllWMp3dSjnrjmaz+fCahKAJdSIKQcYXIY6tti6FERzKZ5P2WSeUSeT6MS831vi7jj6hZnV1p8/WmfY6cDvvJclXNLIVnPw0hN4iuElG6lEPnfI894Ir6hjTgAeHFTU2bzfJTeoOG56Kt16XBjLSt9TbevkJlF6pTYJty0e5lve32Lz3395envef8P/cOX9p34yDVX7Lio9/aaAP/cPY+QpNl3/eG9s7WD58b4p79e5Yrtfe68ps0V2xLWj1t27UzwpSFLyYfTuOV2sETmweXIgShJkosZqwUjlCVJ0WLl9LUXZCSZ5dhpwcvHFPc/VeWV4z77jldoRQFRHIDnoxqe69BXUNWGSskHDnRRp1GUzbq68CCXJb6v8H2Z3wB2qL29LB+673R+6CdYEzO3LIlsgNYSX1p0yWZbQ+ADkGd2tN8xTj0EmpnJGKn6dBKPrhbO6UiGBWNamZEMpBwU/ADFsCMcsQyYvNRD6WVqMH6iG/lsmIjZtj7hhksienGPv3W8ySsnfO5/MuTl4yHHToVuR+lAYaXCCMlINqiwQAefcfhhnXFUTlkWyY5yg3ipYdyY4b/LBFZINl+SsWk8Zs+2iDdcE3PFNsPkmOT2vQdrC2ce/C4h9Uf+PzH480/fy/n5tvr8/a+KA0fGGNOCpSXBPectD74YUaXL1o0drt7V5W039Xjz9TFYN3q4UouhGN1gBGni5pSMBJbI1zidoUOilJtjIqQhiS3dvgP+iTOSP7ovoJsoXtgXcuR0wGLHJ8p80D4oD9VQ+FJQUVBVllDhxpmpvPBIOdb2PeGSHmVwexI/lyWBD4FP7pq4lLmnDb6X5hnRhEoYM7+Scf/jdZrtgIkxgc69eFnCwQWftEh8DbS4JIoU01OKu27r85Vnepxq1uh50skUDV7qhiU5zzr32GXm7ELKs07k4G8Yq0t/wwHdzxSZVqSeIsk0SeLlVmpCzU+446qUW/dGvPfOPodOS17c79GLFR+/v8rxWQ+EpNvTZLEqyjexuriLRwMOu/ZDDwDulhiRWYQxAyav1DI8zyAwvPn6mG+5IeLKXRnb10uUrRB6VbpRSLfrsXuTYKV/WkTiOvXFu+9L3/2tb/vvA7i1sGGm/mvbpuJr+jsUnZ6l3Xc74M63K5zvVDi+v8YTr3b51Nd6zEwkWGO4fnfMB9/aJ8vc7sAzY4brroqpheRrk7goZ5fvdSktza7gxZc8llquau+p/R5ffCSknyj6ieL8rI8RmsR6GOGB1ohAo6XEV4KKtITKEigIlCVQ1tWA69zz1UPm9ou+zAG4Vd6jKQbs7XsG3y8KtLIBe/t+glIxDzyv+OwTdZSvnd02or9fm8ELL9zpcEmSKfp9j3e/rsfnH2vx8a+P0UlDarkO9wodnhRJGTvoFhJiWLrp/pQc9ZzNUJOnmSTVjsk9rUi1RqeZA7rKUMoN0p8IU163J+W2PQlWRLz/TV36ics2fuGRgKf3+1QCwWJL8eIrPq2uRMi1avxCEiOXJrXQcN11CdPjmWt8ySwffGuP63YlWAPT4zDRUKRxhW5UY7VV5/xClWY7yGfISNqRvGbPlWO/JgQ/+t/F4GdmV5iYHG88+sBn90zUMrVjk0+r48b81tsGXxkQkrPdkCiGuZZibiUBMg6dqvDFBxruA2SWsQnDLdfE1Cs2DyC+QYoyv/OlFKx2FM+87NNqKqSWREYSWe2YSei80FwjpEZKiScFoXJebiANvgRf5WBWwxl9DuRi2PCgXSNA0XhcBrdj+Lys1isYPCsdKYFOsDbm7KJPHIUEYxI/T3urvCpvJItZdPQwmuwqmDUzijjxmKgrtk7H+KJPLw3opYKKdkMwixqSIqGlZLm8VQ7+lvsbRf7BDLOnxuS9k0NplKZZnhRTeYlDSpJmqMSNmdAqQ6qULdMmXzEMe7f1iW0PqQ3NpuCZlz1Wu042rWXxgsnLYbYxllpoufWahLEJg03df63kbYbWKtLMI4k9uv0Ky80688t1ZpcqLDddU/tS05DZSO0VrT3veMf7GtYutYSY+sYAP3F2mdPnmx85cHT/mzbPLFEN6iw3Fe2uYrWdYkg518YtTcpzpy4VWEOKoVksP8rSWrWcf6BW+ojl5xEzcKT42AqJKbZcIH8WahjkSIkSbuZeIF3K2Zc234LE5vNPhoxXgNvTrqPebb3HANyurcttiRL4Al8zKDF1DJ6zeD6Q39MpnpcQBAmnFw2//5UaaB9PimGAOZAn4gIGL1fhFUNCHdjcYJ048fjwXT0+91CPfXN1OplHNXWb0roqQDvsxMn35Bn8LRhKhWKlMLJU4FUcZlALo7XCyzIS5TKmrqDL2ZEDC1ZlA/fKDQ7K0MIibMZ01fKtrzcgTF7+mmNAjNQejqzU5JIVozHJINNBlgrS3JwwRpFm2pkVRjC/EnDsnMdqC9rdlJVWxkKrzTXX7HsT9tqP2DT9e38mg99z/4OA9NNOm02XKNZNJNQqin7kAsctm1NO9jKOrnh5oYIGVImdSwUJypJ5rPmA+be7tpq+CFYGOs79LKQctKBpAZ5waWVfOCmgJaXnoqm2VEikKc1BYbDHT9FVPwS4HMiWwLeDljbfN6XBOSlezt6+TpAy5uSsYKEVIrQmkIzIE1n6OKWvdkQ6jAAvdzri1GOqEbF9Q48DsxG9TNPPIMjceDsvzXV4ysBZGqbQ1ShZ5JfcOVpFQ7coSSODzgyZkihdbF9eMHkxJKgMbIMSxWQsM0i6iTV5iiIDPbAS1uB8YDAMkkJFnc6aJCAQ+hHzTckDzzdYXpFY67ap6UUuIbQ0t8xLT97nZ+ZChXABwNdXjmARbN60zJbpPkK47UIyI6j4GZdsmWepn/LcgfXghTnAv4HeGry0o8Sdg1yUvv0iUHIWVN4dJHDJBuGcCS3toMajeD14zhsM9KAUlEGDra+EA/sIuKV79gugF8Eng+0J/bxJopAonnb61PcTUhLufqzC3EIFb0zhl2s4yg7K2is0UiYq1gSBin7kJti+8/YOj73Up5WGdLWmkhriPJ2u5LAgaphlNAw7h4b7HpVT48bkM1UsZMr9TW0EqRLoTOa72LmyhwLoowk1Oxj7JoXJC76Kn0uTshgm6Ub8spzVc6t77X8t8bz7f5UyBF6fr74g+K37DLvXZ9R8t9dSlLhM+def69NPT7ppC98I4I88/FXqterrP/H5e26aX15lerLFZZssgacxRlIJYuZX2xw+Wc0B6rzRodZ87ccaQTIgGckQBDJPJOhiGhV5Z05+8VQ+6q3QuKoAu3T7yRejEMrAHsxBUbh+xIsBvAg4C92tC1lic709Wkvuewm+FzPbNDx3pALaR+fyRJcKlIprItYg3OUESmWjxdiFIuuYKZLE4/rLIqbGezRXqnRTRVWBl7rPojLrjqQMcBzYBn9IrilFFnnfpFvyi2yzZwSZkmTKkClBmoM8LRWvlcFdTMSSwiDkKLAHk7IKkBcdO2XCEznOvwFYihsI4dy0K3b0mWi0efXMJFVPYa1FBRE7Nva5/JKMvZeM3zSz6b2vf+jBux69841vvjjA4zimI+y3kvrXfe6RGg++rHn9VQvcfkXTJSXI+PzDIV96fBK8MB9qI/DFMLt1AVtdBOSjtQx2AOxB21l+96vi5zLI5bA2ogB7AXKlQBcd9NLJEjXoXhkCu2i+deyda27NQG8XlqBj7CG4vVx/a50gSPjSIwGPvVJHBhpfCjd/e1BBONq6J9bc5uVAc8ji+ew/o+j1PW67sse77mjzm1+qE2cBnUwSZm6vHC2H1YoDmSLlYGrY8E+9FpOD0TKfTSLIlHEsXoBbCbSUSGVLtmcJ5CMlE2VpYkeKsgbP2BGpdnF82AG4i5IPC0RxwDtv7bHaPcfnHu6SGh9Bxi17u7xub0DdH2O5V78uSVvfarPk0YsyeLd1hrBSu+vFZ7/2vesbK7xub4UvPBfw5KuCP6q3AUuGZr5TpUsFz9eEUhAWRTlyCG5R+hTioh8kv0tLad4y2w22GBFrl+H8PTlsbpYDuTKcXKWUyJk8Z/G8G8ZtKjsEtxunsIa5855NP29v83TRcJCWjoSYhD/+eoPMBqhB9rIcYA77GgtnY0SDI0qjFBy4TW4XumBTI/D44Ju7/MHdEasmoZeF9DKBlzJgcSktMhV54ZnJ7cK1a7UsWZOiBHJBpp2jkSqBpwyZtk62ZJJUutqXVMqcxeXAnhSDrHIB8HK90LC8tkjcjbD3BYiwo7gYlEEbl6wyikoo+eAbI+66eRGDSwZNVT0Wl8f54sOTnF1a4aqs+b3vuOstDx46evYruy/dPArwVicmyfRlZ+ZXLx1vzPLhb1VMrGvyHz/d4MjiNEiJkArPk4yHECrw84GWsuiJLLP0RZA9WkSVX/o1QC+z3nC2YGnZL+YMDl4PZ3sUe9KoXJYotWbYTQ5snY+38Mrg9lzHvWtMtjlzDwNMXWLvwIt57ojk8LkQqzyUlO5alG/K3CYcOIRrXJTiMHa4j9DQr3YgT1KPSzclXHFJhycOVUiUTy8VhNINKNWpyIug8i6cNNfDSASG0T8pSiwuStLIPes8DlDG5lLFAVdnIk+8yRH2dswth3X5ZRYvZaKL73pUqpQBYS+CjaHcSaVCKkOSKgLPZ6qaolSKkm7k2+9/NeJLj1i2TC1w482rlwriy7SKv3IBg0f9RSRt2u2UWmjZvuk8/VRh1TSVWkCo3BJc2HEFa0tZ1tGjd+JrAfxipZZrazbKulIOJElZsgjXPZ+/X3S6FExe7HtZ3v67AHh5+I/rtmcA7EG2csDcWb5deB5c6gRLwp98vcrSUgURaHzp3B21Vn+vlWwjPvhwXEa5jnvgTRtFkmimJyUfeEub5440iLKQrvKpZE6Lj5SzpqVSVkzuiReFuY7FWaPHB/MeS1OotCGXSm5FyvKssjIFqw5Z3K0Yw5p8MQAnjLopQ4BfHBqj/61cQSoHut8jSjJU3wW8vk6RqkcQ9Dmy2GOspsnimDOzi8RRf/CbBwC/+94/QinJ2bkW/Sjii8/V+PITk1R1QMO3BMqM1AWvBeRrYHoU4BcB9lCW2DXgHmSBB39LjQz1WcPgavg8lCsSpUcB7ut8AJBXbB2YZzi1xRuk4k3+Ohs5tHKdO/tOwqfuqxNJHyVVnr0cncmyNoO59tqMdruIETfF5AyeZpog03zgbX1+954uLx2rkCiPrpT4mcndI4HMykRg8/YyW/orJv9bo/sWlZl8CG4xGITqVkaDzIoRE8ORy24yrRwEmUMGpwR0e4EcLV+Mi+KlFH2Wf0+xUgxaElVKJfT4njd3Ga+d5/RcwOmzT3Ni7nhevFUC+Lnzc2zcsK76L37uv+588KkDnF0cRyiPyUBQ0Vm+3+IaVyA/mYud5FpHcC2Nl5m8rLvXSpThIB8xAh4lRsccDOd7DKVJMYdQFQyeJ3lGwF2k772iMdm4mSGDFrE88aHT/EhQXszhs5p27IPSuTyxa8pjL/xsIy5KSQ/btV543o0zTPxoap5gz+Y+Lx2OyUxAz/iEmavZ1rkGV8Jt1uoSS8X3YmBQ92MGX8Agw5nXw+h8skExDUHlTcAunnGMnRk7uN7F2OW0mGQgClt0DXsPVrCSPPkGK7sdufXdfynbiyOAlz7tnsH3Ktx1Q4IkpdkTyHDLzutf//eqP/p9/6S7bv16B/Bu6xzns5W3venmdT+5dG4fm8Z8+rHF5MZiUeY5wj52zfMaVnqtxwhzw2CrmJFgs9TDODoccgh2Vy5aeh4wt0CWZEl5F2NPkXvhDtwOwMOhQAWDe3oNexd9nX7Mctvw//xpnaVeiAg8J09kyd0pD/r5M6zTQRmpyefClN2UPHWfpppGVfPj39Hma881WIp8YqnpSYmf91CqkZvLJT+GjoQZXGSLycFtsMg1zor7XcZalHHBubFu3LUuQD0oIFs7qoMRli2eEYzIlgGYX2M5G8FRLqfK83XsyL8Vg5XBGEG3r5hdEmy7bMNPypcPPRrHvc8NGPyJ518iCHyOHD2B1BkbJn16sZtYOhxez3D4fKm37oK5gRdrP7vYHVtmuAHTiRHmHgF4aVrsCMDV6JBNVQK1lhKdSxI9AHihuc0gqPS0KYE7c534apS9PZXg+zGf/LrHq0crID2klASyZGeKUQ1efLDXrCYssfmwCXcI8tS4lrM09bjq0i7vuaPF794TYnRAT/oEUgyTPlKsYdJRJhdlJi9lCss1MUaBsm5VMFagjAvYTb5qZlIg82H+A1t4kHAasvfaJuVysPmNHuU+gfLNP9jJo0QC2WDVcwP2+5Gi21ul09zH/Pk+aeI2htAA55dDwsDnzLxHqwNb12uqxRYZ+d7laVreRqQE/FJ3NKUvzN18drDMDF7bNeAuLV2jDkqZxcsSpQxwkVuFJXBLOQT4INFTANy6Odm5FPFUCeDqQubWyrG3p93UqpWm4QsP1FlsBhB6a+TJa0sUxJoqSlu+Vmtsu3InTi5RklQz0VB825u6fP6xPkudgFhpepnM7UkxbCkrAvPB6jHU4dYOu37MgM2HsyCVzXW4EmjrgJ2Z4e4YUjp2l9I6sI/YuPkNJYtzKPVujmjx4pzKwqQ8E6e0qpjhTT+oocl3jEjz3SPcHkDu30w1JDs3+6zfWCFN3GfVq4v7qTcmdhzc9+xPVPsLLNQqIN2mQf18P8M4cbsIOMC7/cxHwV6wkC2d6DAFK9a8LksSysxNGSDiAlkiigstyvJEDDtcctZWZWCr4V70umDuMrAvIk+0Lid1UrRymcvjJwSHToYYAoR07okWw9KBUQdlWHYgSvRVrkUZMvlwixBb3vTJuL7KNNNgNZdvj7l0Y5+lAxVs5jsWz3LPv+TiDGw6yoVeReeMLE0xyNnclnxyOSSsIrYxEky+SmRy1M0arKzlVaPchyqG5wEFm4+Yghcwd3k1GwW1e3Y7t7ke1Tg2RIkhSS1n5nz2n27y+jdUfuLWW+544dmXDpzQno7I0t6GdZOtu6699CDNjdMsNwNW2ppWV9HtSXqxIIrlCNCTzA7qvofyZTic/r9Lh69l8tJdX2brIdhHh9oPntWQwfXABy8f+ZbWqgzuIci1Kg0JUkP2VvnPWicolXD3E3UOL1bAH8qTsnsi1rD32nERF1uS124RMuqmlMpoY80l0zHvvK3L0/uqYDzSzGlxL8uHfGZrXa6CSctVfTnIrS39zdLfl/nrfMMCB24wUgz0d/FamJJ9W3x+xJotUcRAhxf1RhdeiDwEXrOaGTPK1nEO7DjOx9pFGd3I0OllrHYsS204uXieHVcmd/V70YZuPzuhD5z2GW94PPJ0yH/7Y8mH3rzAbXtDzsxO4OnA+cY9QU9J+ioHujTI1JAKQyopgRysdLq8vDiOgHsE5KPBmJBi6KmPSBMxAPlgJshFGFyVwZ3PJxxu28EFwPYGcwuzUnBpcpCnTp6ohEo15omDis89UKPX96Gq0VLgiVFpsjbALEuxiwKcNYy1xjIs++JJqhmra977xj73PNblqYM+tubRywJ84SopXXGaKIG7zJijIC/7Xy74zB0d5dg8k06PFwAfMHfO6DKfmyIEzisvx0+SNRItB/6gPuUCtTYy6SzL9XbB3Em+I1ucuKGcUWTox1m+K51hoWk5uWS45ZpVfuwDTW68MWbDlGWiatAiM5CleJkibk/yqQcywrDNrvV9okSB1YMBMyIH2oj9kzkjyhR3vLHDjvm1CC+7CgOWcy+GS6soXaQhwAdH6WcXYObJHVksqcP55LrogMnHBQ8PUxqpPJxd6NjaHUq5ANP3Y5I4457Hq+w7VQXPQ0iVg6oIMIdbgQg5yuIXSLJCLRSsWYw4Mxd64cVR2IVxrNm7LeXtt3d48USFKPXJpEfPKPyM4bkMJFKp4GkNyO2acykqno01mPzaFpLFKpC5bJE54AuSkcIi821pBp/bWEadJDtCaBdbyWBoWxZb3WQG0hTiAtyxY+1elNGLDL2+od1znWZXXdbn/XcopNlIHAdEkSWOBfqZpz6DReGJFj/wTsGJuQYm8onTlNDPyEyuq4Tb5LKY52EK7YYhwyKMQFj3wV7LUbnAPRlIlbJ7IgbsPQg25YVAL4/8VQPGLgA+nJw6kCi6mBNucifF5IA2JWDn7J0Hl1q5iV2vnBR85bEq3Z4PNQ8pispBhvaguEgWsyS7yuvXsEra5hrYrtGf5b0phwVYceJRr8e8/XURn3+oz4vHAtA+fSPxCy1uIMnKbgaIDKeFhXDzGcrF2WpoDGiVu2JqyObFqjJIrpWAXmSUhQRp7PAGR6y5BqWb/M9ylMwwBig0d5pCkkAcG7e1Sz+j17f0Yje/0VcQUOXplxVHzll2HXmUbRufJYoN+mtPnCfNBBP1mM1TCevGAybrmixzHeRCWrR0M/CMUXnU6nRRJgUqZ2t355b098VE+MALXbMXjBhl7aGLIkpbkogSawzrT4qCq2J4pM5/LphbDeaDFyODC5Dnk2fVUINr5bKVWrmkjuclpDbjS49WePiVCoQapGto9os0eRnUrDnKP/AaX2zZEitiGFN2VOQI0KO+x51XdXnn67u8ejIkTT2sUPSExsuG5yOykrNxwWmMMnl5iL1SoiSdTM7kImfpUaBLk7O5KeUuBgHnMAYZDXZf+1EeqVFYgMWRGrf3UD82dPtuOH4/tsR588dqC5ZqGds2ZVyyaZktM4IoAX3H1Q20gpVWxuxCyvSYwPcjwiDFUxnGCuJA43muyqwbyZEgyuQfDGnzjFB+2S4yQHMtwAvdXWa7YaJnyORlYA8usCgxds7aqqS9RyTJANwl3V0CdeGcOMfEPSuV4HsJL5yQfOrrdcAH6SGEwhNFk4Ud+sEjzC0GS/Lg844Aa7i6jejwge0qnVTIBEbJwTiOIn1vreaDb+5x/+N9njnqJgkkRtHNRF7wld90Wc7ag66aC+25cv6wPDBzKKMco0shHahz8A2SWna0OE6YUiUlzie/YMW+GLhLnDi6Z9PQocsyN11hpW1p9SDK3ArjSZe4M0YyESiOn65y4ISHxKKvuqyFIJ8qZAxhYBir9alX+3g6AaDbU6y0K3SjcZIF7RyUfFkdSIuCla0dBDCDlH3pE4k1d/RQ04sSyHPmHpEmoxG7LMmD4XYcBYsPd3fQg+061rB26VkX+lsV+jvF81KSLOXBpyq8fKTiZmJIXWpsuLDqce0mTqOsOcqftvRi0ABh13rAQyfFqDy7mWmi2OPKS/vceYtj8V7mWDwSPn2DqwDMJYnMCpvOxUsX96AtVq2pjylIIz8nKU3+Wrh2SisGLD5g7kKH21IBnhEjUmVwo5dikrW28sBqzt+XeW2/pwTdyHJ6FZa70IvcdfWUpJG7KC8eNYyNRYRhijEWPVFPQEis6dHqrNLsWRKT0IpilDZkVvCFR6ucntOEMiOU6fCkbFH1JTCiIIiLr0NrU7UjwaoQJXmy1hosZTNLO5YVuxzoku4egr0McjOUJaWh+MV4Za0ylC4BPJcovk44fF7we/fUiRIPql4uTxi0pqkLajCKz1Z8yAu0wQhllYFelinGiFE9foEW19QCyfe/vcuXHq5x8Ky7+TKj6GbKVRlmebYxB7fIBMWOEGINyEc2HcgDyoF0yn9W1mJNSSra/MhlkLQilyoXd1JGAS6+oVxxGcwSuIWrMaqFiu1bIt5WWeLUguGex3wyKxDKjb8IfUmnK7G9BonxMMagj3Z+dH3SfeFfnTj+Fb76XMC5RYXW7o50MwAkR874SKPZvV6wa2NMraLQeigjEHlJz0VPWlD+vsvglvkbsgz4grXLwC4xdpEWLjP2wEEp9mIf9GWanMXNGgelYO38tVyjv1VKbFM+8/UaLxyuuHYfoVFC4oti6upoc3GZzSl9od/wMaLB12ylaCXWGAdsuzb5o4n7Htfv6vEdb+7wH//Qp2c8MJpUSPrGWZiyMAiy8spZrvgor7Q2j6csarCyuEPmq8tAktgC0EPAG2tL8tIFiWvLLtYGnBeubcMzK94vvn+tLfWqZfdWyaVbwBDzrhtjhDRIVVQYSk7Pezz6YsLb7nz7v3rDzVf/iB7zT46fWUje8cgzY5w4q1jp5vMEc3xrCZuqlvGqZbI23GdcGlePDWXNma8+5TMWowAf3djowm3rCjC/Jsgv2EWt0N+5Ji69HgV3sZ2JHbB1YQUW8xV17px4OubQOcknvlYFqUE69h507pfjgPI5soa1Suw1+GENeIY1F+VkT3GdRd6IkAPb5ul7lWvxTPOht3T57INV9p/xIR+rFhkPncuTgV2X5ZZhVnJQSmlyB3Rbkkug8tfKFs9gRUlKiSLYdH/H5NfBitHYyqxl8ous6IMfbOm9gY4f5jaWWyFHz65jrBqzZTpB6yyfKuDOqyIDujsDVpajd9z/2MlxrUSHRjVixwbBalsw07CDDyhylvKUmwRVCVztx8gJFkFmzhDItV63GAV3/n4B7OJ1ubiqeB44AoOCoiGwB69VkWxZI03ybUxUGdz56GH3/lCiDOeKO5BnKuWLj9bYf3iovaWQzvsesPdoO93aDOYQ5ILyd1hmKPd6TQPyWk+8aGczApNJMlmwuJMqey+LePfrOxz9RECcSRDaZTgRKEq+OAKJJRFDJBV1ImX70lkEQ39e5jaiylcaKYavRZ7Us8JlPkUBejn0HNYW0Y2S3Sibr1V2ZdBb6yzDbl8BAb2+RmszaLSAItmoOXkupT4dM2n7aGMNQvZR3iqenmYmb5g3+bJUWHZaD8ecKTXcKrs8cGatmS8uYO8h6EfAfEGwVmZtOxJcjm4TyAi4BwGmLCV35FCGFKl3VX4vnyuulJtU63kJx84r/stnGvSllzP4aHA5OvdkdEOsb2gVlIFdCqSKneaGrwUXS90PJYoiM5o08wiylL/3vg5/+mCVo+c0qARrNLH06BmByoobzuY7ptkR5DjdPeruqMKflxaFcMaBFU6HC3euBXNbWaT189VCun9rStdk0M44snqXJWuJxIufLSNsn2ZuYy6QpJmgF6m8g7+cNIPxWkYmOggVob0MfeBEwPxCndPnJ7lks0Yrp6fS1NkyxuSMK8nLT0Xe+yhGG2tFibEu+BClGpM1emzEYloTVIoiU3gxcMs14C4BfOCayFJAmR9KrXFNRrzvmFZs+M3PNzg7H4DSuTUoBwOG1hZVjUiTNUw+8oW+FtAZBpcF0EddlCKFLwfHoBlCKrJUs3km4off0+aXfs+nmbipR9ZIIpSzDTMxAHk52MxtrwFvFwmogSfO8AZUxQ0oS9amBMUQ3DZnblvc+Hk8Ze1rX5uypB2RdLjvfLS2yd3ocWrzEXHu2hTJIGNhYUWxeWqMyy7xaYwJ9A17DCvroSE8UuNjjKAfu21K+nFGmtnBkJaRLKIQJZ11EaZmzd0qLlzK17L4UI4M5VERVF4I8Fwm5BOsRhi8BG6V/6x0OaA0A0kylCYJXpDw8S8FfPRPGkTGc/JEqIE8GTQVX6TAaiQ1LYaTXr8RnY9WFJYTP+XNumRemmwuTOEbtxV4qFN+9P0dDp30+Z0veiBjQJHlAacSFpmVgsyyN17Oag5OZihZHIsPz0vmmtxIF2jaPLi0Ygj6AWkVYJej4B1UHY4QoRgyeP6eySWRNUXp7jCDLXArRZJBP7L0IkMUG4yxdHqwGAumpgR6eqJFzWvhp20QCWkqWGr6nJz1WW4JktQMvohyGWjxIcr6evB1ijV35ZoPWGh2KS4mS9wHH6S/L8rew+4SPcLgJc2tite5WyKzge5Wa9jb+d4Jyyvwp1+rshIV4HYA9yS5e1IeRFS6MUuWmCw+81odWWZsOwru4tmU5MpgZ7piC5hysJlrcWUUxjjNPeZnvO+tXT77aJWltgKZgFEkaCIhBnUqZX9+EPyuAbnNdfjATbGu5hzs4Pxkmc2FcMEnIKx7LWXB5Gv1+CgRDsnRXhTs5QB1dFqYuz5JallpZZyZT1hquYlXvSihtj7B+in66OkK/V6bbqvH2FgboUB5VYydQgqNr9WoVsqDkhFOWiM719YejN69F9fbYg0zFuAeBHMlvS1LIB8JLvM5Hm5AvM21tRm8V96kSo0ElgleNeVLD4Q89XIFU9LeSspSYZVdI09eAzClYwRDFzxKOriU8BnsgvBaVYZWokq+eJp5aJNy61Ux77q5y+/f7YOKQUisEPSNduUNgxtwWLt9wbmURIsTuKWMpnU3+FDK5IAXNq8idd+jlSKP30aBLkoYEkIg7JDJnXtS0LctndFQSY3eIMMLKqUlJsb4EQCTNcElmxRbN3noZldz+rzHPY+E9DM3CGddVTFdy6hVlAsq5ZCFyxH38ItZ87Wt0eAX1dxrahaGHeElO1AO3x+6J6NB5aiLUgJ32edWa7YYLOSJdEfgJRw9Jfm9L9WZbftuv2vpBr0rgeuaEaUOlovEEqNZ2Yuz99rHSKLnAolSHu8wbIawJU9c5aW0SrrtT9bXMn7gXR0efTng6JwEkQAKg6Qv3EReaQqysog1zF1mclGAWrobY2gsDm3DQs0UmU2br76O1R2IC/092kpXAroVJZwMwTRSrGfLN13uCAmQyg1x2rJece3lMD4W42lDs6VoTKRUqgn64NmUc+cN83Me9YqP1ZBICTWF57kdDlwB03Bf9KKkcVADbi+8TGuXorU9loNqNzlkw3wbmJLOzXW4KobbDGWJVGtZ/EJwX8DcBbhlhpZOmvh+QpQZfv2TDR5+ruJ626R22lvKvGun3Ng77EG8IMBc+9nFmmuyBtyjGcwSM+bgKTsoQ0clr1MZgFyRZYZUalSqufOGmB/5YIuf+3WfKM09XiNJhUdPlOvti8bk1wa5GkDa1YYPzlc6R0blr60QgyC1qH0pWHvwbMmz06Ou04WxW+nmz2+yoqGmIIBC9mqV36JW4ssaFekTKMPYVI91myLCahc9WVXYccVVOzTjdc+NVfAV1VBQCdz2HUrZQTTsZlq7UsbMDKP8Itpdy+BrXZLBLEK5hsVLluDawHI4aGaUybU0A6C/FrhVPhlVFXq7ZAkqmeL5KV9/xuOzD1eJYg8q2mlvqQbsPdxGb9QiHCmuGgBbjAC6XDm5lr7L6RY7sONGi69cC1m5CUKgMomRebBpi6DTdeBXqinvu7PHfQ/3uP8ZBcqVYmAkiXD+eNk2HG2IWAPy/BxVTumWIZvb/OYo2LpwggoWLnozbb7yUQSGg8pDOwJyy6jsdX0F7jkzefeYHco5IVzDuWufVHT7itDXeNoSaMUVfoMJM4a+6hJFe1ox7bstNNLMfSHFrD7Pc+wpRLHJlCBOBSIVkOYpXBhosOL6FHfZEOD24iy+RoYM3xsFc1l3u0pCU5IoxRTUPIkjy9IkG/G/neZ24Pa9hNWO5UuPVjl4PnTSRLiSWDFI7FCaIGUvkCajlYTDJfgbCO9RnDuEDLzmkSkFtqRzrSuflXbI4AWLS6GQmUFKTRJp9mxIeNcdHZ7a79OM82URp8djFAox0OIURvJFQG7F0Cp0g7Fyf3yYw3crzlpZQp7eL0Au3VTbciOGHRgV+aCicpA7uMktad78nuRHZsqunkvh9/oG3REoIUiNpdVJ6CvBhvUS/cShhHG/xeU7z9KPN7Hc8hGUSk7lcLh6ZgVJIlGRu2Amc4Z+tgbYA4dEDsFdDiwLAA+AXwL5SGCZb7S0lsUL52SwhbccgloNdj0eau7ycwFuT6cYMv7b3RU++pk6Vmjne+fOiWNvJ09GPwuj7FMOfAoJUGajb8De5XkfwyVZjADdlBjdWunGHxuZ24YudW+kGciVJPOQyvCj7+1y5JzHRz+rSdK8xsBIDIK+kK5OpQzytUxu3eox6q4Mmdyl8gudXmhwd23AOSuFVJHFDVIwt3RZVVNcqzzVP3qJik4nSFNLFFv6sSHJ8srXfGV0K7JrXxTAcgeWu22+7e0rXLdXoa/dnjA7J3j8pRq3XJUxNZYMJvvr0mhcayHLFFGsaEqPOBWDpMDI4yLgXsvcgx3IxIXPRZVgmcUHQ2fEMKiUOYhlGdwluTLYjSDX3ENpkqJkgucnHJmVfPbBGp2OBxU1ZO+yc1JuS1vrAF3EJSoL8T8ryVNmqwuPHOh5o4Et5KAoSZaC1Y1ESqfFpXQzDeu1jPe+scs9j1Q4cl4OCucQbjODPm5Ep6vhLo1Vu0CDD90Vlf9oc+CCGKzcdg2bS+HY3rkoRbGWkyrS2DzTOZQvg7EiA0duyOqZsXQjS7sH/cRtCFsEr4VsdFYwJAZuuzKkHTd47ugYWsoQ36uhxDhJCpumO9QqyWB/lmIkLjhPttX1iM+NuQ2CUpdBWqu9hzUZOdMVdSXFEj/SqHsxcOdBpRoGdOVgcvizqyTTpUHta2VJcbMWQJfSFVhFieG+J2t87fkKBCoPLPUF7F2cd9lFKfouXcB2cSD/2eLkosQ+epQ63kcCzUF9ihlN/AiJzBRSKJJI8dbrYt56a4/TX/aIjASRT/FBkApN34I0o6HvMIIYlSvlTKbC3SuYHNQSN08oZ3MKoMu8xFbgaNzkkkvklYnkPf55kVfZXi76AMBp7X6ScXpZsNpz1ZXFWRZlHFpa6gFsmgSbKDxVoVapoOtjV662OvvuWbeu/+1bNy4TJTHHZ12nuevGMANLR2nBqbmAZ17x0VTxdF5UX6rRHnjiJVmiLsLaai2LD6TJcMBj2RYs2HsoS0ryZKDDS3KkXGeSOyaF5y39lIee8fm3Hxsjsxq0l1cMaoSUbh+goqhKjDK4FHaYzFlTS7PWEi2+rG/E3mUWL1DugGzXJH5c+t7K3FkRDuS2DHKhyIxBGk2auv2F/uUPtjh4RvPQ0xLjD1ncGqfHRxedIVtfAPKR/5YHnwWb54BWonCH7ACchUdeNAy4gjwHdiGLC1BmfkZaFAMfJscFl+5oEx7qcWpeorUdXvz8VJWSLDc9ji3B1o0wNRbes/fSS1b1z/7fH51LM/kL4w2+ff95y6HTIa8ckXjaXfWBlSQkyvfIUo+q9dm7JWFmUhP4Kp/BzaAmvByAXSA51jgk5Vl3o6C3XOigDKeLKnVxcA9kSZm5c91dAP30ouQ3PlfnxNkAqkPmHvjegtHWrzV6e60tyOBzi5H3Rpbbi1hgF4Jc5EmePJgrBZijY9aGrzMjkca6ZykxVrmtAo0iTTQ7N8X86Ld3OHbc5+RKafnJK1Ji8q25rZMqRdA5wuS5PrFG5IVY+XnLIaALz7Tw2Ytzl7K4GHnQWfyNHORKujijyJrCcGKCpyVhAOsn4YpLBHfd2iMzfUI/othrq9g9WyvJC0d8Dp7weeM1NbbM3P8L7dn75vQteyr4WjC3IvnyI4rzyxqTQZp3Z6c5vrUUVDzBTM0yPmnIjMv9u9oUmQcko16wvAi4HQuXQTwEeHnA40XdkwLcBaBHgsy1PvdQd2s5tAczP+P3Pj/G5x6oYcNCd+tR9h7R3mX2XuuaXFhkdoHhXVyU1xQtYsCLw+rCsg4vW4f5c67Ljb2YbBlKlUxoZC/jfW/qse+Yx0d+SxMH6YhRb6xHZEbCYkfygx3LRB5Y5it0Ds6i46YwgVQRFMpRV6VYDWwO+oEuKf6OddMYynNahHCY8jVUPNe80mpX2LxuismxLoEfoVWGwO03lGaKNFW86UrJrvWafSdn2Hei6nBwvhWjpKDXT9lQh5mKY5B2JOjEbldbgfODK76hEViqQdG1YQdJn3L/ZblGWpbstaKtbABoxTCBI0rJm5JVWJYkcuB7m1GZUrD1ILAcDS7loOYk4/6nAz725Rr9LJ+CL4eJHcfetsTea7t27KgkeQ1GH8G5GAXziEQpSMsW6tdeIFvKgB5ocTlMABlZqlMRFpnlUkUYRC5XAs/wg+/s8PiLPvc/L3OHo7APBRmavhWlwK7cJO10gy1t0WdxBVxlgA/T+HnQaBhocyi5JC5r5CSKsPn0OPf7i8B1oALyUzQGun3N/HJIL1IEfohWBrAkmabX13T6HlhJP0loVDs0al0AtE8IVlDVGZduSqgEkmYnY3YpZbVriRP3kbWyhBoqAQR+MXQnPxnEyBc9qrPL4L6Ixy1M6b0Sa5cAX2xXt3bHr7XgLjYsLYJJqVJkocF1QjeCX/jtMY6dDbAFuHN5IoTI2Zs17H3hDfuawBb5ul1eyi7IX67VKt8gq7nGC7+QsQs9nlccCjtMAMlCqmhkbLhkc8LP/FCTx/9FQLufn7gpoglJJhV9U0DbliCes7AUjskGSsKdl8oBXjDzUIMPwWpLoEbimp8VbiuhvFFC2GF1YnFBiiA7zQT9RKL7HhZIUrdRlgXiRLPS8jm/6LHahsDzmRgD33cd93rPznUYqwhUmy2T5xEq44mXPZZWBYEeGoGegtCDij/cSLUYWXyxNrNhGn0U3KpIs+c+9wWSZESqDAF9cQ1eDihzn1sOmVvn4NY6Ic3gP3+6zvMHQud5C+UOWdbeNk/sUOq5tH82Y5dkykiFHOJCxXKBrzoEeQFqQ1GHYvPmk9IErBFffBTsVjpNLoREGIkUeYub0EhjuP7yhB//zib//pPjxFnB4oJCU6RG0WfUohsMKCqW5xzUTmcPA0mgJE3KHnnusmTOVSn/nkLjZ/k1M7YYwm8HWfIsnyAbx5J+ngm3VuBpp3PiRJGkkvnlmMf3JVijePMtG9i+uU4cZei3vu1t1Kp1Xtr/Ao899ipaKg6fbVAJFL3E+Y5eviuC74t8T8nh5k6DrUNkMaeklLgp9UsWUqXsY6uSNBlImTV6W4ryXo1lgF8IbhdkDisFZVEtGGZ89cmQ3/l0nWbPA7/Q3h4IPcLew0B4bWPDGqCXVq211YMFhV9UdRdxW7moiPJ7opSyLwG9kCY5mF2jb87c0uaNEG4TKisLLa6cm2UMMlU0QsPfeX+XZ18NuO8JBdXUsWpx8lKQGklvAPI1q06R5MlBPWiIyH3sgYtSfMZB9jOXOcVHze3D4QRcB3I3nSHfTcJYt9V4PrpNJ27IqpBqMFzI0260dzeCXdtiUtWjF/W58443sHvXDXR7bTQEeNqn2wl47uVxtsxUuGKr4sYrFviTR2DucI3Jqtsj3bWsydJ+k3JkDvegjaw0dGek+0aV5McaSVK2BcsgHwF7ecddsQbc8jXsQZ1y4ITmv3yqzpFFz52ouNA58Urae21ZbOG3XiBTBuy9xj0ZkShrXpdAXa6UG7xXDjJLMqUoNjIl9i5Ab3Pb0PVGFkAv1auYnMUTy6WTKX/vA21OzGoOnxVYPXp3WjxSK+lZcvCXzrhcmFVIlgLUpWAUkYPbDAFvS5+tqG3J8nIA8hUjK2KczJIWWMgEKoEoNzNcj7DFeoJKmHLoXI/PPDDGjZfV2bGpwli1xWSjgvZCQpOi3QgIxbYNmvfcodk0A1vWt1jutth/bpw0H4DudiXLGdx32wl6ntuxrNhFwSvmAMpyffYocyu5RnNfDOzSlBI9pgR2M7K1dAFuWdLeSqVI6Q4/SJhtCn7htxp89uvVC3S369ZxtmCwRnuPet+vIUtkCbuihIERJv8G0qQE6sG/saPvG5t3xuRSpNCpLqtZBKASmTdJOIlSaHGFESYHuEFkBk8a3vemHs1I8pO/KplbFRDkMsXkTGs8EtzwJZecKYqr3AcdtLeJvG/TFL54MbBzqM0teXLIFFWH+UOS/9b8phHCVfEx3MzWXfvcxizyLfkAoDRwe3deuqVLzyjufspj27SiEfpMbNXMbJJ0ehI53xbMdYLZ1ch8Zd1GzdaNZznfnOcTD2kWFwPqAYS+IPQkgScIfEnguW2w3SZO5PvdjM7/G06VKgqfys0JRcPvsANHlSv/ZOlnNfr6ouAudPpItjIhxvDFxyp89enqsNZEunQ8UiOERIu83lty8X7LNYwt1zL2COjFBeAerUYVo0BfA+aL16SU3jOv4YcP9tmUpY78Ensb5cCeVxwKK3nbzT3efXsPX2RuhKtNweSHTbHWEhvoW4iNIDGCxDr7ODWCdDA3sPy69F5W+nnwuqgMzAdrGgYz5tPMuv8nM4OdRZLUEKeGOIEogSgW9CNJP5b0Ikm377Np0ucDb24ys36JIwtNgjHN5Fj/K9MzYnbDTIr67V//j9xx5/WrwtrVV471vucT95/n8483OHh0nM1jgukG1KuCaiipBIowUAS+JPQEgVfesWw4e/uCccV6dJza2hEPI5WBJaZfG1S+FrjXlsBqnWCk4fMPV/g/PzrG8fNB3sSgQbpZfkiNlG5T1UAOy2J18ayGG0upki4fbudxkW0NRXnq7XDywGCmuWA4iaDoPc1jlWL3ClGKX4r3y/Xyr2VVjg69L2VTL5i6ZcHAZCNj72UJp+cVh09pjB35n4p/7ALeIuYY3LGlJav0enQBEoOirJEb2Jb/O6O/oyTgLywayFulrRgwi7ESrOaanYbbruiwa1uLm6+9jDBc909PHD/05GV77nJ79Pgyox5kLK0qnnx5nO0zIXs3GhohVCuSaiAdsAPlmNxnsL9ksedNsXuZqwthAFy9NqCUaySJGNXhUhknS8RQrgy1t70ouKUqaW6Z4nkZxxclv/OZGgePBlArSxM5sAU1eUpelmVJ7r+zBkT/b3vvHSbbVZ15//beJ1bqHG7OSTknJAQSUYiMAQ/2BDO2GfgY4/EYwzCMwR6w5bEHDDbGAxibZIPJQUIIEYSQhIQklKWrq3t1k26+nSudc/aeP/ZJVd0SAiQEzLefp7qqq6q7qk69e513rfWuteQSlpwSJ2cJTcqSXuZiA15O8JQ14b18vKjVlCUnVGu7kbS0withCrqitUBImab9JcLInK7EHc2WdTH//sXz/PBuj91HS+CWIo9fG+nQzcJ7mZYki4uX9eDGbm6TJoEyhzMrhlAiE2WRO84yP1MVOpaigKaYCFfMg8rOUBKtIUpcOl3JXNNjdLDNhVuPcbhlODpljSOkQ6jWrDmBajXkpI2GfVv2MlAR+J6TO5OeK1PuLfHTKh9PPbrF7omUlKtxhO4BeD5EtAfMmcOpewEuiujJYnDbeLcUtv3D1LzgfZ+sc92P0pbHeUgwA7rtkJul5HsSO4soSdZ/sNexLBm5HMypEvonElqZMk2hlPDpA34WGizzca3Tmkfsly+zMJsQ1skUBqk1WggSIRFC2V7uQpMIDU3Nxad1eONr5vif/zDAdKvkDUuTglxgpLIgF6X3J0Se0cyiKEbbT6+EBX1mJGSqNZEy7adSSs/bKJAdkWKHKGS6G0gcXRpAlRY/JDKd+iBpdWC+KTk243LwqEcl9Nl84ibWbd1GFLUKgHuV5Zx0wuQ3f3DDjVecfcLAH2ndRQiZKwUdR+BlA1Tdgo6U6Udv1KScpOkFbo+1FoUcNwez6HM0pe6z4kl+LctS2FRn0paGv/9ijY98vsZ84vRFTbJihnJSpxfY5aqiJWPdJZ6dY7tsuUVx9fiBXm78UwJ2FpJb0rpnFCCz4qTAtvxbSpNz8Wx4qhbGxsa1IhEGEkPNjfjtl89z+Lji/Z+s08o+nE4PQup8Gqnoks1gyqro7ThxnVpqLQrnUgqr+c6OpU6BLoUdNGvfXxGMSYx1VpW24wu1sr8nyuAkIuXomiiWRJGk0xUoxx7hJB13Wa00MEHzitPPOembsAdIIzb/5wN/xambwyh02xuXjTQvXzU+h1ICbRw815auVXxDpTz3fQAAQ9RJREFUGBgC3xB4Bt+1Fy+9ZGP5nGyCQqkHiVPuGyiL6IrMxVL9MtjedLyUvUmdnqiJzKIoMcLV3P2Qx7v/scHeI74N/ZS0JragwbaBCFLe7Ul6uHd5oGvvcNf+CcvQP95QSZHqKEr9zIVASpk+t9TrvMSve657CivKHPuxuXZWTVQUY/TH7QtOnm/QtLws8BLGBhNuuMfl8FFlrfMiL9reoRGpYS84ebG5e2sEckc5PzuVHem+x0pam1yekI0zMZn1LkrYskqfTldzeLrDg/u6RNqj3eGTV1973Y3PufSFhQUHOOtpz8J1K+x88Gp2PHg3t+1YzkTDY6iBBXI+9qPXWVys+uuz1qUWw5m23FZ19FpwIUrWXpToiUijJyKz5KV0vMjoSozjau7a6fL6Kwa5e4ePcUuZSplZcTupopDDFta7PyzYX7nTI64qW+4SgHLKstj/+jEkvDeCkoFDpzw1f6op3295sM4SJCUrLkXWRD8dLSMkUlgrJ9LkjxYSkVnyjuakDREf+KMZfvvdwvZD90pWvCSOMiii1JJrIfBSXq0kdr69SMOF6SZTJcu9qLJLgNCilFgrWofkRd5x75ADO7XahgpdVzBYF5yxap7v3tVk68knc/mll9Bstfhf7/pvvQCf64xRd0K+c/s43/72Kk5YWyH0oRpoKn6C55m0eWWZJ5coRn56L99nSiMtykBOfWKpS1ZJl0Cvi+vsIkpS2MxqizgFd8K8EXzwS1XuuM8nUU4J1L3UxBHk6fhivuUS6Xh+/O2CniwRHiTrbvXYRKW/I0EWecgVhiWKslhlWCpvowC+1ilVSbm40CanL1kKPxHKfgfC2lyVGE7b2uF1L17gLe91mY9TdGTj7otR9yAUsRBF4x8tcFJergUpFbJA12XDgSgZi8KYxIK0kX6xEXo6nfUB302lIqEWBJ6DScb4t5fMcsKpVdatGyLq+vnxzAFeDx1C33vojM2VnQOmvl6JhHo1oVGNCP0Ez03SlHt2UEgdblM6XZpFYM4ADPQ8Lzu4th1FmYvr9P8UWcsc4Kn+RIr0ohIcN6GZwEe/VOWz36rSkSVwS1U4mOnBs45lFvdebL0zSC6qu6Sw5GXNe/alL+LjP5GnWfDuXmsNxdjtrPplMciLyEoBbpm2fZPaoJFoaRDGYKm39fI0qvguEo0nDK+4pMn9exw++sUaCxHWGpRBLrN3qEi0pCOsZsvTlpfr/CxSAL0YSmVKEaj+4b9l36e0ESgbFZOHYj1H0+kKkiRmvpmw7+gQtWXDOzedED7UzsZulwG+ZvUK7r/zC9dsXOt8yo1r/312+hBDDRgdbBP6EYkxxLHIT5+G4gvJv3AK8Ocdi/LNkEtzSqAxadaqBHZRiraUaUnmWJZpiYqZ78JHr6zy7n+oc2TatenUHNRFYid3LEWpx2Cf9V4yudN30AsHs2/GJ6kD+pOCuxfnPc2UCqvcn75PHbSsT3ceObFWMgO9SJWGGNBaW2uOTePbqJ8BbaMrQtsJ1hPDMW/7rTkwgn/8Wo35KLUAOcjT1Gq6NIKuFiQCEmGdziwqlWQWOfvOS6DODSQmP3aLzpTpc7LPrY2d0hwllp5VPRhvGAKnS2V4kulu8Kl//ur11/zmyy9bDHCAfUd8lBNcNdv0XjgxEp+6fOw4Dx+OYD5m9XjCsjHJQtMjihSxth1My60icvD2ADp7vDcFkFs70cvBC4DrlLakVjunKVnEJEEGhi9fVeHPPlLnUAZumdVXloCehq7Kw6OWKmDoAbbsB7rJkx09vLsnR784etJPZ/opxyKEl+wGZil6UtAYncpMRa5NMTkHL2c8RWbNjckr8xNhEGmdZqLT70cboo5hcjDhba+d5fic5FNXViEgr8DJLbnIrLnCIIjtXsExIg+9SpE+Wsr89mKiOH55Q6LsUKbZe20gMtBNC3C6rZix4Q4rl3URRvLAIwFrR3xG6s4dJ2+oXDU33+45pD0Af9all3HndW+5YXSlvHX/0eapn/qO4eqb68x3YNvaeV5x0SyXnNaEwKfd8YgThbFVpqnmrPDQF31vS01doxfgIufiqVNZsuD2dhHzVr7mof0On7iyysEjnq2KLzmTxbW1Ill/k/zAiyVEVTm4e5vS5IKqPoeyTFWW8i3LZWpi6Y9fssolSWyfoTRlmmIsXzWiX3FYmg6RWu+8/5+x3FuXqCLaKvjQ6bHXKj+jxl3D5EjCa56/wE13uux8xAM//VRlcGcbIxWtaS2IBGT0XZmCdy/1mXWOm9IxI6WB6WOJsSMEkyjCEU2ed/YML7mozZZVkoW2y5U/8Lln1yC3bW/eetufXXPDVz/+jkcHOIAJJlFK8LUfNLn7/g6O8WjOwpe/3+C6H9W55NRjvOElC5y0LqbV8dBa5n/b28yx9OXkISF7vTTIdY8FF2lyR/SBW8kE5Wl2HnD4Hx8Y4Du3BTbmJ8v6bpXH4cqOpSsK3t0T++7x7s0S3K/3ghA9XWR75LKPhuTHs3pEV70a8Jy25JbbxpnLSSCBLf/Kspu54hCrNMydT23nPWiR0hVt7HDvlKoIIGnHPPOMNn/y+lne/oEGuw564JbeZA8ft5w8IxzGFEAXojh5p8nRvCjCFL/0GIbyjjDGQLfLqRum+L2XHufikw1Vv8rh4yM05yo897QuJ68P2H58JUJovtp3SBcBfGT5i1FKdU9a/yXWDOxgdFCz89A8H/p6nZmFQT5xrcsJq/Zw6oYOrpMdtMI5LITyYExvezGTNnAvn5oLvl6AHGFQIrGWXCaolJpImaBcze4jDn/8wQaf/WaFrkiTOfTRkh4pbBEWXCyoWqztyE+X/Ry7BHoe5XH7/Tz2FLF+TPe3U+7VbSwudsj+sJzmtpY9lcz2WfEisiLTHigyLzI2aQLIbgyDwHJytCFwNL92aZNEw9v/tsGeI34KckHOn/o/jUmr9kmznqb/cUM+7dYkxe1ygUXGEbO/1x2ec+Ysr36mYWZ2kLmmy6e+7bBnn8dQ1eWs09fzn3/jud0kibnizT8G4GE4wdBg+ObNW1Zs+9Ed9198tD3FDx70Ga8YVg0IOkYxPuKhdYIQNrriqJiEhI4pNp8x4CAIhJ2zHidOqmiTeZcmC4asc1YRIhQ5PSkBWyQoR7PnqMNb3t/g89dW6GbTqMpOZQncWcw7Vwtmhc8p2B89idKrNSnTk94sZunnEiRzEed8HGAvLFcv4G0EpUxVjB26KlIwly17ViAhCh5ODniZ83ZhMsDnOdMU3PbdxLHBdRJe/ZwWjoK3vn+APUc9ULF9t6kePPeCU51PQTzKR8AUoE5Vi1JHhDLGIcFkVcxC0kkUXaMwqSgO4bD3SIO7diiSqIHnRpyzbZYjs23Cap2hsRXfXbF8xZtNd2HRMV1swUcqfPhfrpkzprb9E9fUL5yZNmrFkGLLCkG96rBtnc/Zmxu0OuB7TVy3y65D8MXrKtxwd4DjWuDGkWbNRJdXX9ri5HWdtPrCVtCg09Q0WYfTNFQlTR7vFiWAK5EgVMKBKcXb/rbB579ZoWsVXQWgs9RgCm6EdSyd0uXRnMqlWkPA4vvL1rn3Inp45ONF8yIdSinhQ+l3e7tI5/dEUIzVfOQWPouoZCAucfFCXmujKTYhZPm56LHiBi0UwliQO0bziktbxIngj94/wMEp154Ks2V3FlkvrJ7tnXnWmBTcESRdKqrDKZuavPrSBdaMx0SxfY7jCr5/l8eXv1dh58EKCRWEW+Hme0I+6Uu2rfZo1DTjwwFvfNEsYcUk1dFg+/6dV82t3HDZosO8COBg9bszswuv37K6cXawrHPayIAk8CWDdcGaSUMcByR6HteJ+PbtDr//N8M8sL+KjuwoO+uMaITs8ImrW7zztcd57eUdpJZobM1g9rVaK5klfHQK7qQID6bx79gVfPgrNT77jdRyy36r7ZTALW3MW1rHMqMiRZeqcly1HM0pKEe5g1UPH6cE9j5AFxTF/jA8vmV6UI3l36Z3pN9SFT4CcsdS5BSmFBvPKtZL0RSRtogwIs10Glucm1tyY/KoikinwgptcBLNrz2nyfaHHa74aJ0Y0mYmj7bSA5j5XKaw4D5d/v1l07zzt2ZoZC3zdFo9IhOed06Lf/e8Fn/wNzHX3u7iegJfCPY8otGJZrAm2fVIlbGhgJO31O7yB+Zf7wf1Jd/FkgD/3dc8m6999V+TE1euN7NH9iMFTM9XqYcJw40O1bBD6Lf55q0O//WDI9y/ZxB8H+Ur7PwU+8XEScjUvMeXb+jymsvaePlnLYXURJHYyZI6ufVOwY0juOaGgE9fU6Ejl7LW5ZBgQU16y9BSi8ziGsv+8rRe/i0WUZnyc3qcy8ySm74oyhJmvWyls/9R1mpkT+pRGGbc2thQRgHoXsWhBWu6CUpWvFwVlFnuwtDInKrY4U8qjZNndZ0GD8Ornt3kh/c7fOPGSlFNv+Qqtc3PDlq6QwMZ8+ILWjSqPnNzFaLYxZj0rKISXCdm84oOf/WGOf7wg4prfxQy2wk5Pq9x3S4LLcnRBUPgK4aXn2gOP6CSl7zksiXfhfNob+/pF51Hp9P89Be+8MPN08enq0P1kNHBDqsm5hgfnuJbP0p4y4cmuG/fEF7Vo+IIApUq9IRVsrUSh2ldQ7ozQFFdkkdSepJCWdInycGtHI1w4KvXB7z5fQ3ue9i3ZjkPB5bBnd0uxbyhh3Nn6rYl4979IJa94C5zcVLgZ9c9bLNEZ5aMmZYBXL4vtdz0W2yd370oLS+y+9LnFJa8cDRlqhkpUxVtJOj0uKf+kC7z8lQ/bidKkUdWJAknrY/432+a5Q8VXHl9xeJY9e3k7CAZWaR+SZsRGtu/pNt1aC5UmJmvEsVOGve2ojvXiel0fTYsa/EXvzvLmz+k+Nbtk0jj4ShNxYdVyw2Tk/WFrSed+enADx8Nxj2kqWf92Z+/hy2nPO+2TjLx2l27jg5sXp2wYcVxji1M89nrJX/1+TF27B+mUfEY8mHQMzQ8Q83T1D1Dw7e/GyQbVsxz2dkxSRyQJE5WS12iCb2S2Gy2jnDhy98LeevfNrh3l2er4cvpd1miJ7JwLL1UKWgTOyWxjugdJCv77i+UgYVysNwKIxu+ZemLKK6lvRZpRY6Q2Zhzkesrsts9aei+M0f/3FB7W/RsusVnmXSj9Vfu5Bljk9/XLzMoPyZKMfLM6S8oWKm+RsP4aMKpm2P2HpJs3+X0xUuz1nDZWVbmPpIQCiEVnhJcemaH4eogx6ZrNFsencgjim1JXZw4JLFDFDuMDwlO29DG99ocmpMcmfEYCCUnrpK84JIzD4Zq5jc3bzkrejQcP6oFB3jGBSfSac+ypvFD1izbxzduj/nktYM8fKiGjj2WNyB0NIFj0tpMg6usStVNq+3XTMDzTq8yNeMUk4ZlAipBCJ0eHJOGBFMLrjQ48OXrQ/7b3za456ElwN0TObFNJUUKaFcUhkWW4t6FqrE/a1nSSOT3l6x1mXv3RVV6OXh6qmfxY4+1MprSQ1tKURQbrCiacFq60dcwX4uSFS/GbRtEOje+iINnlUGFcynSih9sNhQs905PI8LYbGeetO5qTloX8e43zGIMfO36SmouNbYBisB29TH5AXSkIJTgS0mgqnz9phW4JsRVtpmm62g8R+O6Ca5jo3PtyKXZ9pkc6vKml3Z46UVH+eQ3W1x78wB+MMrz/K34jfpjHtvHBPiKZSs6dz8w/bq7Dgz86xdudKv3PtRgZipgVc2mvEWqKMxA7Tt2iJXvCnxfUAkUowMOjWCYI8eaNGptQr8LbhcpdW4x8uKHEue+8oaAt76/bLnLvFvloC6shAWdS2kiQ3rJLSWFtluW7+uxiPSAt7CmfVLZ7GcP0Ms/6UH4o4G9B9ymxMkzB7McZSs7oKWus6IcRiwDP6MncnHYsKAy5XR+AfqCtli6kkVqtMY6n92Ek9dFXPHGWbSBq24IyZMIWc8IYePGUlhwNxx7dh8MDc3ZkHt2+owOCKqhJvQ1gafxXIXvJbiOxnUclDRMzVVR0jBWi/g3z+iydeUcmzcsW6jXOq8bHNra+akB/vCBg3rZ8tW3PO3c58/edtvR6sqBhE3jgk5XM9/UdGJr+RxlW0rYqntB4EnCQFGvOAw1oBsrWh0H33fsfHjHThqAbIxcphZMQMFVNwX84fsa3Lcr49wSSkPwLKAdijCHBV+5/GzJlsf5dekiexM9PVXzYulLf7UP/SKiRXB+FHj3We4y6HuTP4XD2O9U5hFsTZqNFHk8XJQ4eX5fyYrnIUNRkt5S7mZrIyyZjFEYO9lHG2VzNF3NCWsj/td/nsUYwTU3hSSQRk9Uvisl1uH3FYSuIfQNnqOZmo0Bl06kqIYyB3k3lviexlG2vXMnkswtOLS7gsDTrBo2nHv2i2bHxlff0m4/onmMJR/rwQ2rlrN8fPho1ROveNGzT4tO3wwXngYbVgpCP7XWnr1d8QXVQFILLbAbVYd6VVANDZ5rvf6siTsmA1DqXKYhQSMN37o14L+8Z4D7dgep5e7tY5JFSnKgU+hNLC1ZXDD8WCrBpaz3Uq3aCv9pkRnvjZaUnvuTrLImJcN+7/2Lb+s8k1mKwPS0W+57Xl/bCd3z3PR+0vYT5eZCpshC67RwWWsHnTjojuSE1RHvedMMzzirhdIJ6KTIUpaEdZn/gIFubGi2E+YWYmYXDLMLgtmmZL6lWGjZoVLtjqITSZpthwf2Sq67Q3PTXQmqelZ0fNp9BWr0qOOveszj+pgAdz2H/fv2sWrV+v3nnLFx5+QywyNT03hux8am0+pp3xWEvqQSSKqhohoqaqGgFhoqgcZ3i3bHIjUrmdW2stcI4SR885aAN/7lINt3B4UyUDzWReahuSypU1AT0yOoEv1hwXyDLd4IZQ6dhwrLG4HF12XE99z/aMa7rBwsx8ChJ97dK58tW+1+AGegLcfKM6NCD6i1LjZAMZpwcR/y8v81GbBzoBe9VpKuZPOqiL/5g2kuPaeFSmJI0l4rJikKidNLoqEb2XHxzVbCQitmvmlYaAoWWoJm2/Y+0VrgOBptIjo6YWR4BuNLhifX71y1ctX+/fv24rqPGif58QAHkFJx/U3f2H3g2PxvT3dPZPuuGismBCtXzNGNbX9wa8UlYeBQCRyqobXcthpIp5yq1AW21ObB8yKkm3DtrQFves8Q2/f6GP9RLHeJb+eeegomGxI0fby5oIWLspiysN6P1nNQSvqAvbgfeCau+vGjTBYj3fTdXmSpy5uhRzVYUuSVfy8BXvc8NwVpn4VfyoKXAd1T2FzKgmYgT7Qk0Q6Jdkk6DptWJrz396d55tlNZBJZFOsIbTRdI4i0naETJdaCt7uGZseCvNmOWWgZFlqCVkfQ7tg2GL7bZe+RYxw63GXzpMdzLxi5O+rufMU13/6n3VL+WPg+NgcHWL5iOdOzLWr14MDwwA++t7qx46LZ9j7u3BWSJIpKAGGgCEOHamB/rwSGaqiphglhEBN4Mb4X4zl2upm9RFTCLvunNTfeHfKODw2yfW+I8Uo0JA83ZeGLMsiLNGMG4HLkJBPa59y7TD9K1rt3MzxKGn7R37IoulKmKUvz8EdZhqKXTVk7WgatKIOXnlh3eWhsoUcpWg9b3m0/bxZp6QV0FoWReX+T4sxhb9sIjsw3XCawE9i+JbZFhUQayeaVMe970zR//GHND+407Jmyka62DGhKgR9L2pHtl2PP6DrPAWkNhixZZzunjQ4oTlofc+v2KW56YA2Tx4N3xvHeu//y3W8B3vSzAxxgsBGy68Hrd0yOVt63vbLhos9feRDdCVkxqhioSaoVh0qgqAZQDQyVUFMJEipBTOjHhBnAvQjP7eI5XaqVDjsPJlzxT3W+cmOdI7M+xi8158kzJmXkZFa75M5llIQ+jg1LgLU3krIkPXk0Hk757RTVMz2REpGFxXrpyeNSFmZApgRqMuCa3sdMKdGjbZV7Nglv6frNwtGUWeSllN203Nvk2vFCqZhehN1hOg+ClrLReZWQySnLphUx7/8vs3zlpg5/8Y/w4AHbf3xBenixnRaSGSJ7SPUSikrL+5WsMD6seeH507iDa1ix+nyiqMlfvvvx2Y/HBXCAFuuQonHL6HjniydunH/JoQN7WD3pgZAoKagEUAs1lSADd0Lox1SCiCCICPwugdfF97rUai0ePhzzzg83+Ny3GrRNAH4xH76HOfVozBcjpgjzFVnRJSlJD2gLKlNclkrJl+8TvRsn23MUURcL/DIpWTpOaEqWuod+Z7ykZMXJLW5qXSmFBo2w/kw5UqKLmgQEeXN5kVrdLCRYLpLIWqKZEo0h4/np+80omU4znYuWIE3za7R2GG1E/MZz2/jeMd7594KHDko6VcEMDkpIq/kXkDXy1EaXxnXbzdLsCI5MSWYXQjZu2MD6LSd9ceOWNbfo7tzjhe3jB/gJm1bQWdi/e/WF5/3e0UfuVUfHD7zQmAWOHK8SeIp6RVOrJFSDhNBPLLD9mMCz4A69DoHfol5psftQzDs+3OBz3xmk7QTg+pQnLRRajMzD6o8E9VrOcjSk4NWPMm5EmiWt92NZ/ce6n36w9wP6May3SeXF+XWO8SIGvjiK0hcqzMZ9p7Mui+qz1PL3WO+ihlMuYfHtm7IfrthwIh/qmr/v9JP2c3dKrT/ixMX3Orz86V1IjvGOD8POw9AKK0zhYO12qeeJNmn3KuuUCiHwfcmh6Saz7YBwaPQrp49d8Hv3PvDInhO3rnziAQ7gV1dw/33f33PmWafc/c9f2P/Cm2+fYePyKsMDhoFaQr0SUwliAj9KeXeE70WEfofAa1OvNdl3POIdHx7gs98eoqMq4AVIqXBTDUlWCRUZiE15NkwJ5HlKrQT5EsCyS9mSZ8RmqX7fefpclq1+r/Uuhwl7UuR9IM+eU+D88XPx3KqXQU0vB19MXYoYudb2BJjzcC2y6X1pwsZOOTOq3Iq5P/69OC5ffDbT836zUeI2uiJS5aDJ23vEiW3W+vJndICjvP2Dht1HoRlW0DjERpBkHasSesZ1O1IyPiw5aUMLtz7GyvWn3X3f9pv3XHz+uT8JZH8ygAMMDI0zObHsirHRXetP3aRfNVybZ2K4y1C9Sy20gPbcOL1EeG5E4LdwVZub7zd88EuD/Ot3Rui6VaTrEShJKA2e0lazY+yu7mjBghZ0wM50KeevhaAso8lBLfqAnn4p2W35GNY7v5YFuBdzerHo/y8aVyKK9/R4sF3OZGYgzvdH2cHst9wlkGtEKa0u0mvyNhG5Fc8ymz09VbLcRPE6+a6SZP8oz1lkK4uVJ2lL5iTJQE466NeqApMU5C97ehuSY3zgyzG374hpdarE2qedCKqJJIwMQddOVWtFECcxCE2jvprzTzrx0yu2nnhFa2b/TwrXnyYlAV/80jW0konKmtq/Xh21j1wY+hGD9SauEyOlwXNjHJUgZYzrdjGyzSe/7vLHHxlmul0nVlVc16XmQFUZfGXbpmXFprGGViKYiSTzkUFnfavzdy1zoZWSEEoI0jZsXlo170qbYe1tydbbnk2pkqiqp02b7b0hssfKwM9bshUAz4VYsiSsyjeK6Ps/S50t+n7PhV+m53HrUJdni6bXstC5S9Xbaax/+ICTt6sujT9XSdoVWJdu97XHU7Y2NltJotLurj6drksUucSp/DajKa5TGLrA6+B5TRY6EW//SINPfn2YBaoIx0Oh0gki4AhNxdGMhIJqqFi1cvz6j7/rRc+9e8eR5unnXvITY/UntuAAL3nxs9n78G1NzIu7d976GfYe3UUlbLNirMMJayNaHYM2NgaeyJiPXRny9g+PMN2qI7wKoevScA01RxM4tlOtowqARwnILsxHBqM1RBGYiFxyh7J6B2QRH+7btYsoS1/3qkJo1Wuty+DNAStLNKZHhCV6LHZOVx5n1KTHvKSfofy3Pdw8izAIch5tS8XsHUILdDZBOPv8afW9Tkvbetq+Ifqc1/IBTK121udG9rbykAKMo6GjaBtBp+vR6rhEsbLlx9IONXAdhziJSBKbtEmMoB40edd/nMURmn/6WkwcuTRCQWIkswsO29Z0WDlqcKTDUG0tv/Obl3dvecg0L/gpwP1TAxxgYnIz2uibTf3s8//uEwthzVP8xvMPsRAd5lPfqNPpxLz2RTPctzvgjz88wnSzgQwqVF3FgKupuYbAtaMJMxViZjWTlEseaiYEYoHBxgLHZgTdSNp5KcqzWgdhT89J9r0sqsp5jKY+JUtcWM9yHLywtD01mWUw55untylQ/3o8gM/wnoHZThPJSvuKDawznksK8lR8rFOwizwMmG5Mbd+bVRSSc3U78Enkjmc59p19rkKGayXMTmqRo1hzdMYh8AxSBMw3fWYXPJL0tZSybf48NyGOJUliu2BlyaJ6CH/y2jniRHP/bpffemGbZkvxqW/UWTla59efGTA83GVanNjatnntzVLIH38An2iAe0GNnQdab1u/+VLz8mcc/P1h775A4vCnH13JbfcPcuqGKR7Y3eZv/6XO8fkqohJSdRVDnqHuGkLPAtx3wHfJ+825ygJmdAhO2jzHmmVH2LCsyQP7BLdtD7j2tpodgZcLenpiFzmgenh2X9x7yZh33hG2V3HYq99evAF+XD3mY4G7h2+XkJ4lfrIzUx7DyKw3Bcgzq0yqPE41moUVz8Au0g5ZqeNZ9BonPwuWN5J97wW4lYoxJuKqmxS3P1jhvr0BqyYVq0YqNNwKxjhImc5ocjW+o/FdSexJYi1JMh0SNoLTqCW88ZVN3vPpGqvGQk5aE7J6QvPhrzl87OsBv/b8U9svefkz3uv7/HchHlsS+6QAHGD9slB/65tXvePUE8ai/QcOvOUjX2l6zbkGL7/A5RWXOlQriqijQPn4jsOga6h7hqpnCF1D4GFHoaTjCa0a0TolE8OGC05RbF3rUq0o/HCB+/c1eflbFA/sVRjpgNQYo3qCKj0OYA52s4QVF4uteolrZy2RxWMCXeSUxCZNCsCLRzPnS4C8HKHLYtcFsNNJZKmqLy2yyUGeNakvKo9TypIlc3Kgy7R9GzaSIssp/CLsV95pIu90YB3GB/bBf33fEA/sHcD4VQLf5ZQVkgu2KsaHFaGPba3tSwLP9vKOkxTc6bhCIUBJTTfq4vht7to9xJ/+4wi//nSPEze0+A/Pn+bmBya6HTP6F9+69vZ3XfaC5+kffxSfJIADPHz8SHdyvPbnO48u6w4E3T85Y62WZ27TnLahw433S5qJh3A86g45uKu+IfQEgWeFWoEn7dwfX1IJFPWqZHQwodUJOXiswVAE9RjWT87x2y+c481/F5CYpBS8LVGGnHubJalJZq1zMGd9vvNm+KKHljwWuHtS9KXX/mlWOXLSkwQqx60hnw7cA3JD38g/0XMMhKEoXUvDhdmloCjF69nETmYYLP82JHz4q3V2HqxiahUqfsDKqqHhaY7NRAghqFcV1UASxIYoFsSeIE4nNGRaGFuWlhB2PULZZWxA84M7XUZDweHjVc44saIvf/ron4iK+d8m2tf9WfH5MwP8t175b7n66qtbF5526hfP2DDyTj3/XcZGZvnSzV0+8c06B5shoSdpuAW4K74g9CDwZQncitCXVANBo2pViEIY29E/dolilyBxOXNThNQJicoaxpRAsgSwF9OVYnBt2ZKrPsudZzfLlfUlR7Oc2MkFVz/DcczpisnDycWHSmlJ5grqtAZTCvIZOOW4pEh5OamjKbCR1qw7a6ZHyYRauRXPnc3ik2Q0xSjDD7cHRMJDSo/QgUBZB7bdNcw3Y0uRtCJOBEki0ulqRSN7sH6RqxLans9gpcV/efkUH6s73LWjytS8z6ZtF5kVtVVfXFhotZ729Ff/rPD82QEOsGnjambbax9cd7J4/Z33nvx3f/cvt8qF5gCnrTvO7gPQ6ULd01R9QzWw2vHAF4SexPfS4VaepJJqWaqBJvASHKVTB0mQJJJEK2qViBWTMQ8fNuSjdpeQqfbz7XK9Zc9jcjEt6Qnn9UVLyuDuTzT9TCacIiYuyla8n4Sn1fWZLCd3NkV5R6THRaQbIwW6FhItdT4yW8pe3Xi5CrP0rlDSsPegYq6pMFKhpMRN/YFYQydVBSoZp/H5TGkoiwxlyXl1lKYauhybUdy1Y4Dnn17lwhO7zMuztKytf/2pZ2x58J57HnkioPnEAHz9hm0Yc0sXLvzIfQ/vqkwOrX/PqvWHGR5x+MYPBa4x1EOohYJqYKW11npbYPu+JPSsCrESatuP3LNxWilMbiq1EaxaEXPpmV0+8hXsFALKlrS3gKGnmfqikSN2bJ8qUZTMuufFxbKUvFkiLGiB/bPY7UdfGV3IUvmG1GEsvQetTY8lt39iMvud/6fseOiU7iRC5DNyeiWzi6W6ANIzfOtWl/37HbI0fqbtjhNDJwKvY3CEBmIwKp+KprWwSkWdVv8b+9q1Soeu8bn+ngYDqspzL1zD1lX1P7h+4OyPfOk79ycveea2J+Q4PiEAt1/02Rw4eCh52Qtf8tDB02+fe/Dez9fv2BURuA2qHgxVoRZKQl+k4HYIfJmWuEHgGzsHKC1b8t1eDXnWEP/BHQ5fuC7rkUdPSr4AtlkyalKOkCgpyFqsqBK4e5I1S3DtJwvQ5dUfMlxEz005klOAHDKhlCHGjkkUAhJRXGcbV6eOn5F9Gc2UquSaACDpCl769C7/cGXEsfs1xmgio4g0dBNhtd2RSXs+6WIDpFPRssGwcUpfjAHPqeF4MavH5jg+M0R94ulz5553+kMnzh9ORs54YsANTyDAAWqVkFr96FdGhk9+w45H5t57yz3XDftmnokhGBlwCH07b9xGSiSBT+po2sFWgZcWnnq2qtpzrfduM2o2XJUkgrmFUtA8/ZJzVSFLqwjzIa2iyFiq3IoLpBI9rSJEar2tpj49vfZhO/Nxi/vL4m5y/2+pv83uK8fPewhCP03pe838b2TKqUU2XttSjTy21BPaJO0LLnKQ55cyH8+teFbJI2lUbPIGk2C0ppM4dBJBN4ZObHAj2//RvmUrf7VTjQ2JttGUOBG02nZKsdaC0aGYlz09ZGD5M497A2e+6Qf3zn3ltI3VJxKSTyzA640GAM352Y9ffsmljqf8Kz72me+MDflNVi1THJuxbYeroaQSQuilU9ocW7fpe5Z7B16C7yZ4bozrJLjKjghEJhxfcDF5XaYsWfDe8X85PZFlnl0GdQFupUoUpS+KkocDyxgu8+B+wIvC/j6W0Kon+pL9KCE8V/OV/nf/fVmEJBtEJY3NIhZxlMzhJJX+WpWeykZ/y76qHvqFVyX5rIHhWow0EYmJ6WqXZiwIlMGNRDrwl9wRTrS24qnIhgt1YnX+MorZd1jQ6ihq9VFGJi4+sn7jJX8Ux9HHt65b9oSC+wkHeLYqtQYHDs989MwzzpNHDh37s/bxH4zNdWd58GDI1mUetQo0qprQK40RdAy+q1NgJ/i5YKuL69pCiVai+edvVtC6sOACYUvVRF8EhSWstwSpRIl/ix4eno/cliVnspTIsV92qtxLb+fApuDLOSgfh8+Zgbtfgpu9YJ7ZzJTD5bNC6W+lIB8Sq9InqQzmIo2GaPvZEm2QWXRDZ+P7yjy8rAUXaK2QQvLrz2ry7VsqzMUdYumwID2C2CbnbCbapCbHzp3vdg1tBX6k0QYqocfG1fN8/84Odzw4wIknn3XkzHOe9lZM66NCDj4ZUPzxNZk/7Vo2PsBdP7rhIyuXNd68aWP1+L275nG0Hfs2PhSzYqzD5EibgVpE4NumL7bxi8Z3M6ltWiBRaeG4Xf75GyHfvLmKlqWC455wXTmpYxZFT4ouViVakl6c0kVJiVISp3RRSubz58vWvahCMSXAm1TGXtzXb3mBHh+hP/qTAbOn1lJbGUOSQBxjeW1cup1fRBqqIw3XpdOCy7dL1ESbAuzlU0jROsKC/Nlnd3jVc+ZQcQtabdpxzGwsaMaCTgxRDN3E0E0Mna5htmk4NG04eFxzbCZmZi4GPLasa1MZGD7ejupvvuqqGz7yZIEbHqN12xOxPvaxT3DFFf/jnvrwCf/u6OHW6MqhKVZNGtYuW2B4cIpK2AIU3dieSDzXUpQw6FLxu9SrLQYHFrh9R8wHvljhfZ8Z4MisD45HNtxVSYkvwZe2L2JmTVxl1YT2WlgVYRnITgpmJXIwKyVxnBTMSqT3pYDOIyq9bYwtbTAly1roUhB2Q9j09OIE0VIyggzw5ZVVyicpwPPZ7bq/LK3/G8hoiuilbTl9E2RjH7O5lFn3A6V0MdVOWk+3EmrO3tZhaCBibt6wf79LrOx34JWOvSOt9Z9tGY60NNNtQ7sjkCbh8BRs2bBxbnBk4g3H5pqf/M1X/5rhSVxPCkUpr8HRzXEUxa/dtunedd3m/IdmpvYFx5tz/M1XHMbqFZ52QoCUDkpqQi/BcRJ8L6Jea9GNmnz5+/D+zwxxwz1Vujqb5lB2Kek5xZcLg8tOZplvqxT8KgW/UqXHpOzh7LlB03aeepJkDXOyYl1jtSAmS92nw1lTlGpjZayLEygsAnoO7iy5Uypmyqx3nI6tznyBsihMZWBXZbCn/kC+sSS2e6+d/64WhQlF30bJ+qNIoq7H+EDCH7yyzQUnR/z1ZyK+d88os60GoZJUXCt781x7vCuh4CWndBkamuNfrq2Q4DI0uaYtgtX/8fzVo587OtP8mdLwj2c9qRYc4F1/+k5efNnKvX5F3DMx6NzbTsSLPvrVeWfq+CAnrvHZczRiatZW5NeqMfVKh5GBBTSzvPdzDu/+2BgPPDJMJCvguoV5k7aNmyxZ8LIVsf0RLYDz69Rqu05mwaW9dqwFdx1pNeSlS3YmkLmc14qb4iQrs0qr2lPH04JX5PKQzPpnY72L8OMSDT8znXfJqpPShyi2FS9xotPIhM4t+ZLdrnoiPEucNWShLc8stkq14o4yOCrJL0omacJNEsUeRvusGBU86+wmodfhtvt9WpFPzYe6bxiqKzaugpUTC8zMNjhlvcva5QvE3qZ2WF/5G2s3Vr9w98Mzyatf/qonG35PPsABPvwPX+WKt73ArDupcv/1P6g9kHSrL9g02XS3rV/g7ocjmgseY0OSkYGIieEFlJrh/V90ed8Xl9GMB6mEPp7rkOBgEm2byqTBYCEVnoRA2UZYZXDb23bsc0ZJnBTcbgnY+Xhox6pxPaf0P5xUIaesVQLLc210wKQWNeOvKZiynzmgRZoZLbrN5h1sVakAQxpbhFGK/CBsursbGTrdhG6kiSILcp2YPN6sSw5of0ayHA3qUUpmr62KoghX6VTLHeOqBEdFaahWY4xDuxOy0A7pdEJCz+WcLS2kanHLgyE68RiswOigYtNqh6DS5qZ7YWE+5JStm5qb1i/7d699zfM+N7llt377G372NPwvDMAB/tdff5nG6Ct5w2s79y7MTO5at7L5rKtvPhLct9Nn/WTA8jFYPtbC96f50FWC939lGZ6qs7wuGKsYBjxDYiBUC6ybnGVh3hAltkGQKyWBMnjKgtNLAek55MB2XYHryEKW6y4Gd3ZxVKpRT3+3oUxwHevAtruC+VZCu6PpRialK70lF70UpAC3yrOm5GC2dCkFd1r84Sq72aS0Ib1m2zC3ENPu2o2VJJYaJRkPx1Ck27PMfknKW/IBsvBpPiM+rYJSjsZxtO3umvavCYIOiemy8xGD4whanTrHZxo02wGtjoeULudubYFsc9vOKp5QDFUFg3WXU9Z3qFfnONZcNzMxtvZ3X/i6Q5++9ztT/OYrf+3nBbufH8ABvnHV5zjvnNfwrIv23T06Un8kMuueHkpdGWl0WTmesGriOJ/6TsR7Pz/BUFBlVUMzWtOM1AzjDcHWNZp/c+lR3vkfjrHQjLlnh0uEh6McQmXFP35qgS0gLXi9DNQpwD3XOpMW6LZUynUzgBs8N7u2lywJVQkM9TAh1jE79ycstA1JkjWsKavwyAGd9QzPrHhZuVgknKyD5zombSVsk1++a9tweE7CQ/sTDh+P6XQMUUqPbIjP9DiYRZpdpDy9JC8QhfRALnr99LXTCQuea4vFcdp8/BqP//TeCfYfrxK1Bmm16jTbHlHs0Om6SOnx9FMWmO90+eEDNRq+dWI9f5wNW04/Nh0PvengQveT/+GyQZ79/J+P5c7Wk+5k9q/nX24/4Nzs7Mde+iLHOX3b9//81h9ePzY+tJdHpptcefMwy+sVlg9oKp4VZ9WritFBl9M2x5x9Qo2RWofff+U8Ow/McvWtFRLPy8u9skxm9gX2OpPWoitVWHInoyEOuMrgOGkdp2NwlUnb+NpEVODHDNXbVGqzfOa7Y/hCUvHKBRumJ9Rn0+D0RFjody6z95rSBFdlG0unAI+QqsUnv204eKTGSNUQuMJuyNQ/0AqclKo4acPMQpwFotTiLqMpThpOdNKwYT4pIv0bKTVB0OXa2xXv/ZcxDkyN8vXvO8wcEpyyyWVsEAZqilrbZaHl0el6XHbWNN+9bZZ9x+qsXdFgbPWFRy688IK3nHtu/LGhocbPG2pPDcCzVW80aLcW/mHD1qcJIcSf3X//Z8c++rU6slvltNVQ8R0SrfFcwfCAy+So7Rs9NecTBhUmhjs87/wW19/boRtXMH42r7OIdVtwp+HA1II7jipoipPRGJNSggLYTg60BM/VVPyYWqXD+NAMn76+y46jsKwiMEb3OHRSpMOfJPmc+SXUJKXnFw1DHUmxmTzbGWyg1maoMc15pyX89WdrGCNpBJowsRvLc9IIj7YUwhgLeNtIpxwRkT1OpkpA5fFyUSops892Hc1CK+GqG6vsPtagUXEYryZ0Izh4RAIuxji02opEexw6HrBi3ON1lx/nm7cPceklzzzy3Euf9laD+YenCtzwFAIcIAirGDP/kQ3bzorveyR5TyO8aWhy7TQrxxUDtTbb98R0owoDdcXoQMJQo8NALSKKJRKfU9a3WDHU5aEjJo9OKGlFP44sQF4kcUq0JKUklmunllult1VhtX3XSgcqYZdapU3gN/nBvT7TTWi4gjBNU6s00qKMQZlSdhBKOfY+x480MVWiCk561rCvGxP6XQZqXS44scOf/XPMVMdHCUtEir6EvRelTdpBNm1EX4ruSClQsSBW1lnOkj9xBvK08sZRmkemBPc8VCVKfFwFx5uK2nxCNYgJA8VwQzDTinhgNwyEDsdnBzhx8yRve9o5U4OjZ//hXEv/08ToE6st+UnXUwpwe9BrHDwWf/yMky84Pn/k+Ibhhv4L2f6e+9DBJtsPBGxZJhmqG8aHOywbnWbv0TbrJh2Oz9TYsqLDuae02fEtg8LkVtBRBbCz5I2bhgQ9x4Lbcwtwu6nVVpn1dmyDdtexmhjfsx26bGa1Q+C5aGNox1ZsFDngJgYnEdZ65gmYonqhXA4myjfS7KsstXlwlMFxdC42EyKh20mI44i5yKeiJCqbLC0yB1PkbYodlW0w3VMxL4S0jq6ASNmNGSuRZz7j2Gq4s/f6/bt8frSvxkhd4sqEickmew+HeI6mGsZ0uy4b185yx86Ee++pse2kC6LY8d+8YcOFD7me/zUhgqcaXk89wAEmRxy9Z/eOrzz/+Zd7s8fub3bmux+4Y/ctQmspJ0YEkyMR40OzfOuODtfeMsArLvLZsiZi06oZJodtGwObxTRFNs0RKa/OYt8Sz5V4Lmmhs6UgGcAdZXCktjRFmXROjE4pSqqLcSKUinKnLdYQa0GsKZy+ksP5eFZZZpD3N8l6mShte6Ng/6HREe3Y0EoEXpypI3OtQJ6A0tqOyzGZE1p6MSmsREFmTTAV1gjEhigRxLEiThRaC/Yfc5ld8DhhArauUrzskg5X39bmh3cNUfEThhuKTatdlo1X9fqN55l16zb/f2edvuUfd+4+3N26eeNTDSvgFwTgAKvXbOThnQ90/crkxyv+wndqje6vPff84/9zw/hu1i6LmG0v8KGv1FlWb3DgiMfqyVmiRBEbB08JfMeUnD1SB1IWsW835dwu+GlUxHdNHrlwlEnDZTodZWfSxjg2dOaoGEfFSFU0K9FkqfM+i92TRUxv9QoSe2/noqxSGj2thRTS9igxBtAxida0Y0XFSXUnWXdpk2ZNpY2bq8SQKINrev0EG6aUOFJYKx4bImVbcriOohNpupEiil2kiPEUVDxYPqSoukO87vJ9vGFXlV2HA9pxm7WrV3PhmWP/Y551/7p+9cTe3XsOdrdt2/xUwylfT5rY6qdZa9dvYdXqVa1vfn9q+59+9FV//qrLB/4kGFiZPHIsJDEaqQKWDUvqVRisdblrl+C7P6pT9wQ13xC65IXMWXJHOQX39txUe+5rwsAQpl1wK1kPc9cOP3KUSRv1ZxqNdLy4TC1qmmbMQnJLWuyy/DUXpxSrt+FlqbChRFvsr4as8ytak6TN5BMtSExR8xjnjeVtjWSra2h1odUxtDqGTlfTjewljk0u1IpiQTcSdLqSdkfR6ihabZdWJ+DiU2JOXr/A1IJhrmk4cNSn26mBjli/wuFp561O9reW/8nzX3Dxn68bPrR95erVrV8kcMMvkAUvr3/7Gy9lZv8Hk8aK1//x4NRR55Fd3/uDQweu8Zc1JJNDgtWTbYSa5apbffYfqjFWMdR8QyUQVAJJ4KVOZao/ydL1FtyGim9bPAdpYYVSpqTDEBQNhEzapdZeK6mZ7xja0dJ2Ie+bUw5XikJotUgdmN9OTTB9PL20JwIX6qFmXpuev80cS5HqVuJSWFIJm6BKstI+oe3xcCRuYmyljQYRZRMhFELYaNL0XMiqkQ7POXOBT11TYffhkJWHBZNjNdYsb/C8C87vvPyFF/7VyMjYH2vxSd71B695qmGz5PqFBDjAwIrXsTA/jy+Tt63dcqkU4crz16/8uty6sXv+4ekHna/fLvnsdSMM+4rRqqbqC6qhpFFVeK5KRVGpCCptiOW7tiSuEiTUKpFt8ezFKGmIEkmn69j2Y7kOu7fKPPANX/iex307nLTKneLRnkKLrDIoGxJLPg6FTPYq0lYO2vLmpDRfJ31aIVlFcNLGmOef3+Yz3wFKvlu5zllriBJBOxJ0EutEVjxDrIsCDdfRxLFG52O8raPc6gg6XfvijnJwZIgQ8JuXTBO4x/jhvTXmuqtj5Q7d+PY3XqbXrNx4Y5Twtrm5Wer1py4M+OPWLyzAAaq1Wnbzrff+6Au89XVn1nfsnfo/n/q6euUtd87KMb/NqlELEs8VNCoOY0MuA3XNzHybPQccK3fFOqC+Z9J4dsRArcNwo0k1bIJIWGhVODrVoN1x8p59UppcN22MDUMenZZ0mkXiJFcvUm4elFYMqcwPkKi09E1TRO4ywZWjssIDkVvkvAl9utnC0DA2qNMR3KX4eZryl+nZodWFw03NdFsjUTR8yXjVABqlrOzA9+zmV0pQq2h2H4yZmYVGzUEISRhI5psOM/N1xofg8nPhknPH9O4jWz+7f37kdw7fsWfu9JPPfKrh8bjWLzTAy+uE017Kt2/eOacGgje+7LKtO05YfdtJ+w7MvsTT2zk802Vmtkq96rByXDM+MsuVNzU5Mj1IJbDyV9cB39NUwoRGtcNgfY52PMcP7oT79wZMNjxWDHs4wsFgnU4AV+meJEhmkYtRiJTmYpXS8KkP4LqW/0thHdIottoVmSoFpbAUqlAG9slXs34lKe9G2AomR5pcM+M55BuoEsKJW9uMDc+wfZ/gtocaHGxWEcKGFn3XEPnW6XQVTAx16eoj3La9wcSAT+j7jA0ZHj40x94DPs++6ASazdoXTzrt1LvPf8bEX6M7c0I9cUXBT/b6pQE4wDPPWQ9w9KFde95+wqaXrjlyYBeHDg2/5F+vuhXP0YwOGlaMt6nVjnPj9jqTgbVqSpJa74Ra2GW40SQIZ3j/p32uvHGMJAo5c4PDRac4TAxb59KRBm2sXNT3bOGtMVbeZ9LkdzZFubCotqbT8n6J58i0c5e1su0OtNpWpKWUQBuFkDa6kyRZAXCZo5er3SEj9yot7vAcQ+BapzoruxsfUlx4aoUztkYkZpqv3nyIv/znSY4sVAhcQcU3dCOrZRHC6l3O2trmn64J0LFDLegy0ogYH3Wpj57J8LLTvnj6aRvfNDu7sFuIFU81BH7i9UsF8GxtWLeauD21e+Xk1j/84R3Ox1/wvE2/Z5o7nx7PP8hw/RDX3afpdgJqQ1nPQwh9m5yoV9t43jxfuknyue9N0BABp6yGdeMqfV7C3IJiLlbUK5aPhn5cSoBkdaCid6JbiWtbR85mTEMfahXNQFUz347Ysd/QbEKjmo4VkTb5FOfVOgKdlMrJdDFq24YRBa5IKZcLFV9QCyXdGOZbmk4EDx8IcR2XrWtdXnbBYR7cfZTP3bScqZai4mmqgUkjKnbw6uRoyFnb5rnuZodVExUGxk/lmRevvW6+Xflrr7r1zv2Ho92rV/zygRt+SQEO4ARDADuMMTvOOo27t99rljlq898fPHTrxm/cdoequ4LhhqASKDwXGtWYwXqHRrVFs9vifZ+bxDEBayY048Mu48OS1ZMtmtECdzxUZ6gWAA6hr4kSOxcyEyIhJBKB0zdsNi9eSLm35wpC39CoalZNNDnemmXvTIXWjM9qYcOPniOIPcdacAPlvoFap2cOLVOAW66f8XbfsY71+LDH4EDETQ9E7D0iqFcS6hWHSlBlw6pB3vCyQ3z9jnmOtYdsyzXPMNTQzLfg0HGHieGQF5wTs3716cnpJ56yo9Pt/u7YyosPjGi2O+rHlU3/Yq9fWoBnK23psH1hbnq71vFz5yKx4r/+zoWfveF7321U1IHq8ekmrnLwvAWEmsJxEu7ZL5ltVllVNQxVJUN1h2VjmiCY5W+/rIlamtM3agbrgjgumuQUqiqFI4QtDii1g7OjPmSu9fYcG3mphTFDjTZdMc98x2FmwWeknspw/aw6qJhKrNP4tu0lIom1wtUyb/CX0SNH2f6OA3XFGVtabNt0jP/9qTEOHVcMNRSDDY/h2QqjgxU2LW9x+44BurJNK3GIEwcl55leqJN4Jy9cdMH5s6sPRK8YH9u831Fqt/w5NDj6eaxfeoBnq1ofZKFldp960sjegX3zJ25cxnnz7ehDN9/+YDwe7Bi+8ubj9dCr8MqLYz5+tYtMHBqhoRoqGjXB2GAb5SxwbGGQwVQJaLTMw3/ZEkKAdAikTfm7qoiklJ+jZJY5LYRTroqIdUIrEnQiQzc2aciuN7sJFuxxIolihzh2kVLlkfIsap69lhS26eVARRGZNkdmXJbPJyw0JXMLLuNDIa++pMnBQ5pff0aHeq3NrkdWzD3v2auON0a2OO1O+NsDw+tuOmWkPgNGi5+h4fwv2vrV+SRANRQIIfSy4bmpDRuWXV2p1je/+68/u+GMC179ruHJS+8JvBN/dGRutC3FKGuGbSrcUYJqAONDTa66RdGad2lUBL4r8T3bJ9F3k2JstpAI5VBzDRXX4Ds2Pa4NafFDVoCcVsqkwiklE9I+sFbDkpBabvKiZZlqUKSw3aC6XUW749oZOLGLMTKPp3ciGxLsdrVt0TDvMhD6PPfcBQ7MGBbaOt9Euw/UGKmNcsbmoL1uxdYfvehZF9/zn1/3ynftv//jGxr1+uawtuzqB3fNTQkhfqXADb9CFry8gupysFKR5sN7duG6zl9Iqf7itDPWKLe29QMXnhVvfsZpey68+c4DynMF1dDQjuc4PuMyVHEYrDtUQsFALSIMF5haSBAyBRlWyFX3DY3QEHiCTgTzrfS1PdI5j0WdZdZANG+PTNa7rwxuG6OuBAm1MKbdVcw1XeJEEvgJQnloI3GVoO5rBhoRC13FbFPQ7Gim5xxm5moMVTrAPK3OEFI6dHWVY7NbkovPHbt+5Vpve7PZfr2juokb+jzt8r83k8s2NJ/q7+vJXL+SAC+vtavXQXFGj00y/TuXPsMfOnb0yLtb8TXe3NThZM0q94xH5rwzj03NsGVlTOgZXCUZaizwwL4FbrlngBecFzIx1EQjqHuC4SqMDypqoWKmk/DQkZhuUxJ4xdAnJ62vFKJo/yyF7dFiWw9b/m2M1bxUfM1gvYU2bY5M1ZldCGhUtdXHOAGahIpnWD0ied6FHa6/H/burrJiNOHQVMLsgmTrxmEuf+YY7YXGrZ7fvW18clKdsfHZXTcY+28rBjpTq5cPPNVfyc91/coDvH8JNQgwBfwngEd2XYuSPH3fkfZzXn5Z9IqVIwtb9h1sMnNsL81onu/cpiAKODoF03MujtQMVQRjA4JVEx6rJiEIE9YcmufK6wNmWz4TxlYW+Z6hEkREMUzNhrS7LQJHMVK1CsZmR1CLLE2RAuqViDCY5cs3CHbtFoRewsoJhe8GeF6FOG7TCBIC1yDikGecMs3VC1WCSpUtJ2xgvhOybHXwwNNGgs/OzVW+IaS57qJLL36qD/lTuv6fA3j/Wr7uUoDr5manr9u8ie95bnvD8kem9E3f+4o27uC6886eeIuvDxNUHfYfhwMH9zAYRIwNOiwf11Qr0xybCrloK+x+pMXevT5SijRGrUlMhy/f4HDRthC/XiH0HVasdDn/5Cm+/gM/Hb9ntSG+F3P7Q4Yb7qyzbaXg6OwMew5UcaVECMVItcOZW6tcePoKpIILzh4lFkf+/PDBaNc5Z18glT8kB6veQ5vh6uHhwaf60P5CrP/nAZ6temMQ4Ors9917juK4/uD6YwduPLD/LmZbKhpatvb3T5HRs0891Weorji0/4fcdM8sc7MBZ54g2bqmw9EjCiUSqoGm001Y6Ebccl+bZbUGa1ZLHKFZMZpwysYZrr9jAB0Zjk1rRgcCotjhwPFBhKzztFNjpptddu5fxelnn8PEqGHbafPsPeRfUwui9xyfwR0ZP5U3/M6y66J2Z9qrjDzVh/AXcv3/AH+UtWb1KMA08GWAPfv2IwT3e3U9MVQT2lMJ00fv48hMgINnpbC6Gb3qRee9w6V5+bLRVvTgfsnmlRG/95p52q0hlq3o8LQzJRsmPR6eXcGZp4VsXpmwfY/D+pU1tzpS+are/o13hIHn1qswUIfj8zU2bTmBes1haLAjV69ThwTsagyueaoP0S/F+tWI5v+CrBtvuhEhxMSRw4cGhhsL5uYHFOdtTQj8OR54eJBVyyLufViybkJx3/4ugXI5d1uHm+9xWb2sLsbGJ2eMMYfOOPOcp/qj/Mqs/wtdzNMuf2A9qgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTowMDowOCswMDowMGqVgGAAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MDA6MDgrMDA6MDAbyDjcAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 191673000
{'hecke_orbit_code': 31525197492257013, 'n': 1, 'trace_an': 6}
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id: 191673001
{'hecke_orbit_code': 31525197492257013, 'n': 2, 'trace_an': -5}
-
id: 191673002
{'hecke_orbit_code': 31525197492257013, 'n': 3, 'trace_an': -20}
-
id: 191673003
{'hecke_orbit_code': 31525197492257013, 'n': 4, 'trace_an': 31}
-
id: 191673004
{'hecke_orbit_code': 31525197492257013, 'n': 5, 'trace_an': 150}
-
id: 191673005
{'hecke_orbit_code': 31525197492257013, 'n': 6, 'trace_an': -96}
-
id: 191673006
{'hecke_orbit_code': 31525197492257013, 'n': 7, 'trace_an': 0}
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id: 191673007
{'hecke_orbit_code': 31525197492257013, 'n': 8, 'trace_an': -135}
-
id: 191673008
{'hecke_orbit_code': 31525197492257013, 'n': 9, 'trace_an': 378}
-
id: 191673009
{'hecke_orbit_code': 31525197492257013, 'n': 10, 'trace_an': -125}
-
id: 191673010
{'hecke_orbit_code': 31525197492257013, 'n': 11, 'trace_an': -924}
-
id: 191673011
{'hecke_orbit_code': 31525197492257013, 'n': 12, 'trace_an': -370}
-
id: 191673012
{'hecke_orbit_code': 31525197492257013, 'n': 13, 'trace_an': 150}
-
id: 191673013
{'hecke_orbit_code': 31525197492257013, 'n': 14, 'trace_an': 0}
-
id: 191673014
{'hecke_orbit_code': 31525197492257013, 'n': 15, 'trace_an': -500}
-
id: 191673015
{'hecke_orbit_code': 31525197492257013, 'n': 16, 'trace_an': 435}
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id: 191673016
{'hecke_orbit_code': 31525197492257013, 'n': 17, 'trace_an': -1540}
-
id: 191673017
{'hecke_orbit_code': 31525197492257013, 'n': 18, 'trace_an': 195}
-
id: 191673018
{'hecke_orbit_code': 31525197492257013, 'n': 19, 'trace_an': -92}
-
id: 191673019
{'hecke_orbit_code': 31525197492257013, 'n': 20, 'trace_an': 775}
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id: 191673020
{'hecke_orbit_code': 31525197492257013, 'n': 21, 'trace_an': 0}
-
id: 191673021
{'hecke_orbit_code': 31525197492257013, 'n': 22, 'trace_an': -6855}
-
id: 191673022
{'hecke_orbit_code': 31525197492257013, 'n': 23, 'trace_an': -3920}
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id: 191673023
{'hecke_orbit_code': 31525197492257013, 'n': 24, 'trace_an': 7200}
-
id: 191673024
{'hecke_orbit_code': 31525197492257013, 'n': 25, 'trace_an': 3750}
-
id: 191673025
{'hecke_orbit_code': 31525197492257013, 'n': 26, 'trace_an': -2635}
-
id: 191673026
{'hecke_orbit_code': 31525197492257013, 'n': 27, 'trace_an': -2060}
-
id: 191673027
{'hecke_orbit_code': 31525197492257013, 'n': 28, 'trace_an': 0}
-
id: 191673028
{'hecke_orbit_code': 31525197492257013, 'n': 29, 'trace_an': 1264}
-
id: 191673029
{'hecke_orbit_code': 31525197492257013, 'n': 30, 'trace_an': -2400}
-
id: 191673030
{'hecke_orbit_code': 31525197492257013, 'n': 31, 'trace_an': 7160}
-
id: 191673031
{'hecke_orbit_code': 31525197492257013, 'n': 32, 'trace_an': 9105}
-
id: 191673032
{'hecke_orbit_code': 31525197492257013, 'n': 33, 'trace_an': -4460}
-
id: 191673033
{'hecke_orbit_code': 31525197492257013, 'n': 34, 'trace_an': -2166}
-
id: 191673034
{'hecke_orbit_code': 31525197492257013, 'n': 35, 'trace_an': 0}
-
id: 191673035
{'hecke_orbit_code': 31525197492257013, 'n': 36, 'trace_an': -26375}
-
id: 191673036
{'hecke_orbit_code': 31525197492257013, 'n': 37, 'trace_an': -14170}
-
id: 191673037
{'hecke_orbit_code': 31525197492257013, 'n': 38, 'trace_an': 46215}
-
id: 191673038
{'hecke_orbit_code': 31525197492257013, 'n': 39, 'trace_an': -15376}
-
id: 191673039
{'hecke_orbit_code': 31525197492257013, 'n': 40, 'trace_an': -3375}
-
id: 191673040
{'hecke_orbit_code': 31525197492257013, 'n': 41, 'trace_an': -4098}
-
id: 191673041
{'hecke_orbit_code': 31525197492257013, 'n': 42, 'trace_an': 0}
-
id: 191673042
{'hecke_orbit_code': 31525197492257013, 'n': 43, 'trace_an': -24460}
-
id: 191673043
{'hecke_orbit_code': 31525197492257013, 'n': 44, 'trace_an': -27873}
-
id: 191673044
{'hecke_orbit_code': 31525197492257013, 'n': 45, 'trace_an': 9450}
-
id: 191673045
{'hecke_orbit_code': 31525197492257013, 'n': 46, 'trace_an': 6815}
-
id: 191673046
{'hecke_orbit_code': 31525197492257013, 'n': 47, 'trace_an': -42940}
-
id: 191673047
{'hecke_orbit_code': 31525197492257013, 'n': 48, 'trace_an': -11610}
-
id: 191673048
{'hecke_orbit_code': 31525197492257013, 'n': 49, 'trace_an': 0}
-
id: 191673049
{'hecke_orbit_code': 31525197492257013, 'n': 50, 'trace_an': -3125}
-
id: 191673050
{'hecke_orbit_code': 31525197492257013, 'n': 51, 'trace_an': -42008}
-
id: 191673051
{'hecke_orbit_code': 31525197492257013, 'n': 52, 'trace_an': 36115}
-
id: 191673052
{'hecke_orbit_code': 31525197492257013, 'n': 53, 'trace_an': -2450}
-
id: 191673053
{'hecke_orbit_code': 31525197492257013, 'n': 54, 'trace_an': -19566}
-
id: 191673054
{'hecke_orbit_code': 31525197492257013, 'n': 55, 'trace_an': -23100}
-
id: 191673055
{'hecke_orbit_code': 31525197492257013, 'n': 56, 'trace_an': 0}
-
id: 191673056
{'hecke_orbit_code': 31525197492257013, 'n': 57, 'trace_an': -97100}
-
id: 191673057
{'hecke_orbit_code': 31525197492257013, 'n': 58, 'trace_an': -36110}
-
id: 191673058
{'hecke_orbit_code': 31525197492257013, 'n': 59, 'trace_an': 64600}
-
id: 191673059
{'hecke_orbit_code': 31525197492257013, 'n': 60, 'trace_an': -9250}
-
id: 191673060
{'hecke_orbit_code': 31525197492257013, 'n': 61, 'trace_an': -73620}
-
id: 191673061
{'hecke_orbit_code': 31525197492257013, 'n': 62, 'trace_an': -111440}
-
id: 191673062
{'hecke_orbit_code': 31525197492257013, 'n': 63, 'trace_an': 0}
-
id: 191673063
{'hecke_orbit_code': 31525197492257013, 'n': 64, 'trace_an': -157997}
-
id: 191673064
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