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mf_newforms • Show schema
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{'Nk2': 704, 'analytic_conductor': 3.4362352803253393, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, -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': [11, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 60, 'field_disc_factorization': [[2, 2], [3, 1], [5, 1]], 'field_poly': [-15, 0, 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, [-44, 8, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217739, 'hecke_ring_generator_nbound': 2, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.8.a.a', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.8.a.a', 'nf_label': '2.2.60.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4+\\beta )q^{2}+(-3-6\\beta )q^{3}+(-52+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.8.a', 'trace_display': [-8, -6, -470, -1228], 'trace_hash': 1563723191452801501, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.365', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [-4, 1], [-3, -6], [-52, -8], [-235, 20], [-348, 21], [-614, 82], [240, -148], [-18, 36], [2140, -315], [1331, 0], [3036, 336], [172, 518], [7376, -942], [-6495, 1350], [-3184, 1856], [-4234, -3666], [2232, -162], [-17640, -2982], [2620, 840], [-27678, 3438], [-5324, 1331], [-30743, 4290], [52560, -996], [1100, -9400], [30392, -1900], [-6345, 13122], [-7432, 648], [89520, -11468], [106980, -11895], [-28583, 20210], [93376, 8336], [-3993, -7986], [-203024, 10430], [242690, -31550], [-16344, -1728], [-438849, -3748], [-108360, -5712], [-186996, -2586], [-234000, 39580], [-141808, 68870], [316992, -41430], [137742, 12760], [-69212, -10648], [47430, -8820], [380372, -47903], [831256, -15252], [-658608, 13536], [-43107, -100696], [-568400, 38700], [1332462, 36402], [-257584, -28312], [808242, 66388], [812700, -58833], [-312785, 26620], [-875520, 110552], [1126440, 114786], [-1046160, 135392], [-1227065, -147078], [-310260, -18240], [-3009588, -28900], [1326932, -109423], 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[0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '11.8.a.a', 'level': 11, 'maxp': 997, 'weight': 8}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[11, -1]], 2, 1], [[[11, 1]], 4, 1]], 'ALdims': [4, 2], 'Nk2': 704, 'analytic_conductor': 3.4362352803253393, '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': [11, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 6, 'dim': 6, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217739, 'hecke_orbit_dims': [2, 4], 'label': '11.8.a', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 8, 'mf_new_dim': 6, 'num_forms': 2, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 8, 'trace_bound': 1, 'trace_display': [-8, -41, 67, -1058], 'traces': [6, -8, -41, 500, 67, 862, -1058, 60, 1787, 5750, -2662, -28288, 4594, -15236, -6149, 46376, 45832, -66886, 32564, 21128, 46906, -10648, -70501, 245964, 24731, 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-24303963180, -183835019448, 111675226188, 59848716330, -22788479582, -96224987280, -75234965118, 8686897532, -4824929971, 26053544672, -7140265632, 95055826214, -23674724072, 79344346936, -110777680466, 8546665116, 100842656997, 125149828480, 17278778268, -10094240568, -141475353761, -212549450160, -9489696476, -28191526596, -94420581467, 153507742560, 32615622600, -39929990360, 65095915478, -310755104, -76454928669, -97146392976, 2762270664, 39375985320, 64766943808, 43553937164, -27636728648, 106293660, -68210417088, 131832182746, 59478741719, -19935804688, 3700058460, -46337368090, 97196308280, 12371899328, 128407509027, 5039290648, -42255471291, 103902296520, -38091367870, -17985460456, -24480201861, 103491645600, -90113951062, 363580392, -90272992576, 64508578720, 35275665870, -22189622752, 35386023928, 60457430984, 9068224333, 4461480108, -79803714744, -105048372576, 171979171332, -83414741920, -105533451405, -103959414084], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 7597
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.8.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.8.a.a', 'target_level': 11, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 7598
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.8.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '99.8.a.c', 'target_level': 99, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 7599
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.8.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.8.a.b', 'target_level': 121, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 7600
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.8.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '176.8.a.d', 'target_level': 176, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 7601
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.8.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.8.a.a', 'target_level': 275, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 7602
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.8.a.a', 'source_level': 11, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '539.8.a.a', 'target_level': 539, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 50200
{'charpoly_factorization': [[[-44, 8, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 2}
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id: 50201
{'charpoly_factorization': [[[-2151, 6, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 3}
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id: 50202
{'charpoly_factorization': [[[31225, 470, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 5}
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id: 50203
{'charpoly_factorization': [[[-26444, 1228, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 7}
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id: 50204
{'charpoly_factorization': [[[-1331, 1], 2]], 'hecke_orbit_code': 134217739, 'p': 11}
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id: 50205
{'charpoly_factorization': [[[-16069856, -344, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 13}
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id: 50206
{'charpoly_factorization': [[[-788446604, 8468, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 17}
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id: 50207
{'charpoly_factorization': [[[-222369840, 35280, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 19}
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id: 50208
{'charpoly_factorization': [[[-159113951, 61486, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 23}
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id: 50209
{'charpoly_factorization': [[[122928960, -179040, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 29}
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id: 50210
{'charpoly_factorization': [[[-23689658111, 57166, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 31}
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id: 50211
{'charpoly_factorization': [[[191745594561, 877698, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 37}
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id: 50212
{'charpoly_factorization': [[[-264475105136, 283616, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 41}
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id: 50213
{'charpoly_factorization': [[[9203802564, -275484, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 43}
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id: 50214
{'charpoly_factorization': [[[677029127296, -1662512, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 47}
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id: 50215
{'charpoly_factorization': [[[388813137924, -1616484, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 53}
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id: 50216
{'charpoly_factorization': [[[207772229185, 2454130, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 59}
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id: 50217
{'charpoly_factorization': [[[9007507329744, 6019176, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 61}
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id: 50218
{'charpoly_factorization': [[[-9239984638199, 174698, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 67}
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id: 50219
{'charpoly_factorization': [[[-11975092638711, 1151466, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 71}
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id: 50220
{'charpoly_factorization': [[[-2090754692576, -885944, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 73}
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id: 50221
{'charpoly_factorization': [[[-2681742596060, -3801460, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 79}
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id: 50222
{'charpoly_factorization': [[[-536001911676, 2282916, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 83}
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id: 50223
{'charpoly_factorization': [[[42998937114225, 13481970, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 89}
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id: 50224
{'charpoly_factorization': [[[-1834997592239, 68078, 1], 1]], 'hecke_orbit_code': 134217739, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '11.8.a.a', 'level': 11, 'portrait': 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zdGdHopc0sOE3WXnRsTtq7rUquGCGmIIkGrV2Gx5TFRFbjSZW7B4+g5wckLCaeXE/xKj7fc3OVdt4Avxzl8qsHpecX5xZT55ZjTS4aji4abrlrk335klQ1jE5yYm2RuocqFFYflJiA0aao5dT6mUdUM4gq7LxvT77hj16c3rpv4yW4/au+++n3fbUj8mY6/0gDv9bpUKi2M9n7+2f0nX/elr31GYgavS9Mzzvfe2uDMfJ1e6NDqKlodQS8UtLsJK62E5VbC+VU4uiSYmWnyMz+8zGt2VzkzP8ncQo25JYf5ZcOFpYSziykLnYTxyQGvv6bLrZeDJyv4ymd+JeD8ksOFFUEvhCTRBJ6mFqRMjCVo4NSFhHYXtq1zqVVCjBEgPLp9zdb1IctNB4yVIs0uhAkYDCutiE2zLp2+QiiD0CGNwGXrhgHNnuDUnEOqHaYaknog8F1IEkEvlFxYkZxfNsyvJvj+ANyE267s8rqrBDONCsurDc7M+8wtwfxSwvxKwrkVOLZsuOnKJX7mh1dZPzbG6QuTXFiusLDistyStLop/YGm3Uvp9FL6oeH4ouDOW+fZsXFTMjlee+wNt39A+42dj610zL+8bINibOyvruPyV1aD73vid9ix8xb+6T/91z/3zL4H/pcvf+X+y+57cmX7QmdB7tnc5s4bI7R2kFIgJUgpEEJgkCAEAoMSBl/C3ErAk0cU1+xa4fItA6oBuI7EcxWe51CrSKqupNd1OXwy4BvPepxaCGknMYfPhKybWuHdr1/lmss63HR5i5NLCUs9QdUfcHzO0GrXuHqnpDlIOXhSUa86vHwKdm80DKKUQerhODETdTh0xkc5Ka5McFzoh5LXXN6j35Ncc1lKu59yaq7OjvWKWjWiGRpmx3usdtt8+gF4/kTKCycGbNu4zLV720xMRrzjtg7f90bDrvV10nicE+fGOHbW5cwFzdmFmLMLKccWBKebMdftWeRnfrjD+rFxTl+YZH6lwtKqy3LbgrvVSWh3E5rdlGYXLrQEpxYNN1+5wpXbl+XWqXT7vucu7FhcGdxy/eVbK1NTE9/8xKc/yef/6LPfbchc8vgryeC/9Xt/wvEzt6vrLv/c/1ZTy//67Kkl9fTLIQdPpxych00bVvilH1/gmu01LiyNs9Kustr2aHYcmh1FswOrnZTVdsJqO2GxBWdWBU5lwGuvWuFDb4zYMVuj2W2wsFJhccVjqSVYaWmWW5rVjqbd17RDQ2+QMNWI2bpOAwLfNZxdcBHSZ9usYsdGw8bZHvOrIfuP1Llxt6FaWeWlo5PUaxFR5DI1oekP4IqtAz75wDh7tySEoWF6TBKnfeqBz8snB1TcGtfvSXjheMT8ssemKZ8dG2Dr+gilYs4ugecahDBsW5cwUZd0+j7dnku757LSVqw0YbmlWWmlLLVSLrRgeZCydVOXD92xxGsvdwjcBucXGyw1A5aaDsstQbOtaXVjWl1Nu6dZ7RmWOoqzTcN1u+f5P35slc3T4xw9M8MLRyocOi3YsGVdevM1kz/3nne882ef2fdUevPr7vluQ+ei468UwD9974sYWa04+pWteuXUB7/y0Pl/3+oe5v13KF48NM7+I5rTy3B02bB36yK/9BNLXLO9ysLKOCutCs2Oz2rHpdl2WO1Aq6NpdhJWOwkrbcN8SzDXNSC63HN7i3e8RrNzQ0AUVVltBTS7Hq2OYrUr6PQEg9AQJYY0BSUNvgsV3zDeMMxOxjjugGPnI1486qOTGnffEuG4TZ45OMb2DfDVfQm3X+2z0OoTOIokjZmcgCR2cdyE5eUqr7+hzVcfr7NjAzx9JMSlytteo0lEnxePpZw4G+BIj3UTDhM1QcUXeJ5ACUg0RLFhEEGnZ2h2NZ2eptnTLHcN/TRl2+Ye77i1xT2vi0DXWW6OsbBSYbnlstJ2WG1Bs5PS6iaWwbuGZg/mu5L5tubayxb5hb+9yO6NDc7MT3Nmvs7zryj2H2vyztd32L11N8cXd/yb190x80dX7Nx2GgZ9IV7/3YZScfyVAfjzL7zCdVds8j7xxf0fPXry+V+9fPJZ0VmtyIdfBGFCMA7tnmG5bZhrSU42NdftWuAXf2yZ6y8LWFodZ7lZY7Xj0+q6GZsLWh1Dq5vS7CS0uprVrmGhIzjf0kyM97jrpg63XZ6wbZ2iUXFpdwJ8VwKKKJFoLdAGegNAaCbqA46cM2gTcd/TNcJehcs2ebz2mh6xbvLQs+Ncv9vlyIUurdUGt17T45vP+KybNBw8Zfh7721z8KTPuknJN55VvPYKxUqvzfEzk1y/J+KhF/skYZXbrvTYtWVAP+ly7zMKUsGxsw6NqoMjoNeXaCNItSFOAKlxPE2ra6jVY7ZsCHndFT3uujFhqhYwvzLGcrPCattjteOw2ha0uhSSpNXVtPqa1a5gvitZaKe85vIF/vcfW+KqbVXOL06ysFpnedWn1ZdAiNEODz4n0V6o/8X/tMvs3n7jT51fufPjFe9otG7j7u82pIC/IgBfXI1lr9979wPf+tPLkkHyS//pd+9333RTyLturXF6bpwDxwWtTkJ3kNLqala6gvMdyenVlFsuX+Tnf3yRG3a5NNvjLDZrtLoBrY5Hs+vQ6ihaPeh0De1eQrub0u1rWj3DYlew2IU4Dbl2d5/1kyndnuHtt4ZsX69JUokjDVEMD+4POL0QsGEi4aVjAegql29W3LBX4wc9njnSY3GpxlXbazTGV3n8BZebdwcs95qsrjZYv96w76DiB9/c5amDDptnXZa6LVZXJrnhih6Pv5QyWRnnqsu6LLRa7DswTsWpcdNew56tA5Bd9p8QzE7GzC/GPLTfZRArpIRUG7ZviLjr1ohOV7FxQnPDboiiKiutKistn2bXpd1TtLqSdhfavZR21waS7Z6m1Tes9CRzbUGzH3HbnkV+5sdWuXF3wPnFCZZbNVZaAasdl05f0mwLDp5MOLHY422vXeLOazXN9Hti5fLP3nTne466bvVLQlT0dxtb3/VMpjF9omjww/fe/9R/Onri+clrNvS4cccUjz3fI9Fd3nh1ny3rG5zGOg9Jaki0QRuNEIpnj8zyL3/L4b2vXeHDb15mx8aQ+ZUGgVeh4ntUfZdaxaFTkdT7LmM1h94gpdtPWRdq+qGhM/BZWQw4e8YQJZpzFxJ83wACTxkcKej1FQKXpOdw3XbBro2GrZt6hGmHrz2lOHR0grfe6HPDFav8ztcMnqiyfVOPFx5XbBpXTDd6BKpCFLssdKAWOGxeJ3j+UMQNeyq88folPvHlPp5b5y23GFy/x/37Ir76ZI0DJyrs3Fhl+4aUmYmIHdMxV29PUUrjKAMYqr7PzLhPFLt0eh4vHXHpDhx6fUV3IOn2oTswdHv23Dv9lG7f0O5rWn3BYk9xYdVQHWvx9+5e5D23RVy7o8bc4hjNdoV216PbV/QycJ+ZT2kPunzPG1d53ZUVXnxlmj999Hn33XeK/7T31IYVr/H6fzw33/vExnXV/3EBrtMO6PTHH3jwiZ//ylfum+xGZ7h5R8B1uyuEccDzBw0VJdgwAb4rCDxJkhq01mBsR40rJC8dneH5I1WOzC3w3td1ed2VA8brDVZaVWrtgEbfo9tz6GQ3uz9w6IUOg9AwiDRRbIjj7OFJDVHiYTRIJXAdQeAJxuuCiTqsn9ZsXtdjeqLF15+Bh59zkXqMt97oct3lHR49EBMNGrz2OkGr32dhucZtezTT4z0qjs8gUSy2Y5QWXLfHoVoPefZwwBtuGOPWazs8e1iBGePGKz1+7F0rfPP5iG88VePg6YCtM4r1kxUm6lXG6lDxwXUMSoI2cPCEIE0FcSKIEghj7DmGKf1QMwg1vYGmF2q6fWiHsNhVLHZhoAfcef0K735dix94iyaOxji/VKPVteBu91y6A0U/lIQxSAmvucLwmssqHDs1yf6jkl7SwmGF5/Z9c3LzLvX/u+zKNzorzf5vTo5X/scD+IWFNourzo9dOHXvz7/y0iOznuhztjXOaqfPplnNno7HWFUSD+ySKqXA8yQVbTAGhNBIaVAyxXcki70Kf/jAZu5/rs3tVzf5yJ1Nrt7RZWq8ynKzSqfv0+u7GbCVfUWCMJbEiSBJ7FJvK25tUOk4EHhQrWgm6zGbZnskdDlyLubTDwUcP1Nj3K9w85UOt13TZt8rLe57osEtuwO2bujxyQcESvg06jHNbog2oATMNHq0Ox46qfDu2xf41Fer7JoPeMctPaJ4mYdenCJOA15z5SzvuLnN7i0t7n+2xwtnquw/4bF5UjLZEFR9gefah1AKEMKgDWhtiJPsYY0NYWwf5EEE/Qg6A8FqKFjpgHAGXLenyUfuavL6K1Om6xVWW1WanSqdvken59HJyKE3kAwiSDXUqwpHjvHCEcGFJZhbjBgfgw0TExw5FfPkgftnb17i59939xtM2G//ll/57njl/68D/Nc+8Xu8/TV1jh+670dcufJLj+07Mi1Nn12bfSqBQxIrHBemxwW+55KmAJnHbVdjhAApQEq7RLtKEziC1YFiuTXBZx6s8eRLXV57bZOPvKXJ9btaTKUVksSnNwjo9l36oUMUK+JEkqSSVAu0sf65FAbf01SDBN+L8NyQc8shX35acvSsx4mzEyjts2uDxxU7FDde3kb5i7x4rM6m8SpX7YT1M6ustBtcvUmSaMPXn/IJe5LxWsLbXjPgSw/FnL5QZ+9lLuebA14+7rJl3QTX7ljk0Rc6PP6yIIw8Lt8xyeVbfC7f3OHY+RWOnoOnDlU5crxG1RH4jqTmGwLXsqoAjLEPa5JClECUCrqhoD0QtGOIdII2A27a3eYjd7W5/eqUDZM+/cEYyy3L2L2BR3fg0O0rugML7n4oGESQJIZUGxZXBWlq6PYThEnxCHj5mMv5RVhYbSH3fWv2xMkLv7RhppH8X5/42u9cvuEUb3n7T/zNBfjLT/0+V925xH/7z/IHZquv/PKOyaPjO9bV6fYDalXN9IREigCtoVHVuE7GrikkKSglkRKUEiiZ4jgCz9F4jiFwDVU/ZTwQtEOXZnuCzz3c4IH9A9ZN9PjgHS0u3zJg0O9y1Q7DlvWKMHZJU0WqJSYHt9S4TsqpecOJC4JmX/PFR6ucW5rARC4TgWLjlMO29Q47N8FVu9poucRvfKnGysoYt1zucNWuFvfvF4jEZXZCUqsm9GIPaSQYiXI8WgPB/IrgSlPljhs7PPZshY3THrdcNcnfetcSH/9qh6cO1+gOXJabdXZsrLB3Q4/X7Onwvjd0mFtZ4YuP+iz3fE6ddzl3zsNVAiklAoE2hlRDrA1popmYirnmyh5hGHP5lpD33xEyO6aYrPvEccD5xYBu36M3sA9/b+DQCxX9gaAf2lcYQRhpoliTpJo0tStFGGuUBBJ46WhKGGnCGB5/bpWFziPT3/um9b/8ttdtjd/wlkf+4D/+yh/xT/7eB//mAfy//dqnueoNbxf77v2jD7xw6OTHPv+Ns9W9OyPuvmmJ9dMNVloBYaRItSDVAseReK4hyiRElICjBI6S2bvAdTSek+I5Gt8zBJGh4hkaQcpERdCLJJ2oxomzNX7xDyZBJ4gk4cZreuxYH5EkoI3GGJvEkUIglcBxPQ6f9jh4NKAWONQ9yXRVMDMlmZ102Dij2LYhZe+2JqlY5r9+vsGp0+Pcssfl8u0p/aTDEy/6jFdcpsYM4/WIasWeh9aS1kCx0jUst1Ja3Qqvv6rJ0wd7HDqtGG8EvObKcf72u5f5lS/As0drdPuGZsdhfqXB+ukqsxMDtk0N+Kcf6NGotnjhBBw+I3Fdg1IGITRg7P8MJAlsX5/y2qsT0tglTnyMqTKIXC4sefRDC+pBpAr51o8yxs5YexAZokgTxSlRFq/EiQ3K49gQp1YapZ2UQQzLXYnwQu66rcuWiXD8yf3Bx546fFfyv/zU6z9z182fMTe89gN/cwD++5/6fTZsCNR/+y9/fM8D+879zvrGweD2K9fx+/crxmvn+MAbYgKvQafvE8Uqe0n7SiRxLAgTSRRJPBc8R9g0uyvty0sJIsskYayJIkMjwX6fQJQIBrEkTH3iNODQ0Rr7D0FqDBbaVhu7Ejxlaz7qPly1ARoVGKtJJuqKqXGH2UnYuj5kw0yT2KzwXz8/xrHjY9ywU7Fzs2TX5lW+9XLC/PIYN+6QTDQ0gdfHlz5GCZJUIowhSSNWuwHzyy43XF7huj0dHn02YN2EoBrUuWGP5u/fs8wvf0Hz8rk6za6m2VEsrjpMj9eYaFSYaIzRqMbM1GK23RDhuwmuk6BUihQ2mDDYhyqOFQuLDnGiiBN7jcPsWoeRJIwlYSQZRJIwEgzinLFNwdpRrIkTe32jxPrvUVr6OrvWzYFkqZ/y/jc3+d5bfX7/q5MstA9W77lL/86D939TEzQ+/81vfjJ9y1t+8K8/wP/gU39I4Afq9KnV97ebc594+sVTQWPC4aNvO8/3RJqq36FasSlo160yCF3CyC2AHmZg92JD6BriyAZWXiTwXUHoKaJIEnnWDYkSyzBxUnqlkKSGNNWkGqu3NQW4hQAlwZHguuA7gsAXVH1JraoYq0omxgSzkwnb1veo15p8/rGIh16cpLnU4Jqtim0bXHZvGZCKJl9/qkrNdZiZUNSrA148hu2432LohYprd8dcs8tw4XzK4qpHf1Dl7ps7PPJCnyPnFLWKxPcaXL1T87M/ssyDL/f50oPTLLcN22ZTVlsO4w3FWM2lXnWpVQyBr/E9je+kOMpKLSntPTAGm7DSgkRLklSQJII4kUSJII4lYWxXySgWNjCNTAHqKNZEiS6uaxRDlBiiBOLYECYQJoJ+LOjEkuUeCNMnSbp88QnJ/tOr/Og7+qSD48HpM+7vzc6KH63Xxj97/31/lN751r9cufKXDvBXzgqpTefDOjr732X/dCBMlUf3e5xcbLFuokt0uEIS9/ngnU3WTca0uxX6oUcYu4Sxgx8rokgNmd3NboYrCROR3RCRBYxkkiaz/PL3VJPmS6gxRbAKIIQt1lJSZJpe4HuSwJfUKoJG1TBe16ybDJmZ6JCYJp95RPLxr04xGwRcs1WwdYPL9o2abRtW+fwThpWVgMvXKyYaUK/GzJ+ULKz6eDsgjAUzY5LxcThywrDa1lxYCti9PeDNN3b48sMBU3XwPQ8lx7l6l+An3rGAKxf400cnOHAuYF07ZnY8YaymqFcU1Yqk4jv4HvguOI6xIM+C8QLk2Ac71ZCmNrbJHaQ4zQGbWlKItWXmDNxxCdT2QTBEqSCMBYNE0I0FrVjQ6WsCr8MP3jXP227q0u7GvPH6Ljtmx3jpWI2nXzgT3Hbj4GPb129zfM/7QyzP/PUE+C/+2hfA6B/R7aP/8ZkjZxrXbIXAFayrSQ4dm+KR3iTRIOYbz7RYbC/yU/e0mJkI6YcV2j2fMPaIYofIdYhip2BzP1HEmXwpAJ5Y/zdOZHbDIE2tk6C1Dbi0NnnnfQZuC3BVaHoLkMCHaqCpVxLG6wkz432mJ5o8diji9+6rcPjEONvHXHath83rPTavg71b2/SSNvsONqgol5kJxXgdxushE2MJnucghH24+qHHSjum2TO0ugkLqx5b19e59fIF7nuqx+FzDap+jKs8hBhj1ybFD71liZv2LvB799XZ99I4y12H2UbCeDWhGkgqgcJ3Bb4rcV0bqyhFZh9alBvs5AGtKYCeB4u5pk4SG0DmsqNYBeMM3CkZsUgGKXRjQScRdPqGOB4wWWnzd+9Z4n/5UJ+K69PrVVjp1DlzYYxB6OC4Ma2Vk43Hn5X/9e43bffmT3zy4+t2/OVJlb80gLdaPZSSP/6x3/3sz3vu8amdMw1OzqUIDJM12KE1dV+yNPBp9qb4Pz/nc/DEEu9+fYc7rmuyftaj3a7SDz0iz7VAz0Cea8g4kQXQLRNJ4jR3XWTGVKC1RBuG4LZJyoy5wVE2YeK5hsDTVIKEepAw0QjZMN1mvtXjV7/o8vWnJ1lZrXHZjGDrrGDTrMfmWcGOjQMcr8mnHnI4fqbGnnWSibpkrJYiZci5RYPvSKQAYwRR7LBtts1TpLR7itW2YX6lwp7NAe+7o8Vn7/c4Oe/jOjFCuGhTI04kN+5YZdv3t/n6sz0++fVJnjlZY9OEYLqWUgtSAs/KNs+VuI7AUdjAWYqiJsNgHzJtsE5LagFvJVy+4llGLwCeWm0dZVJkkEIvkXQS6EWGqBuxebrNG25Y5Xtf3+OtNxhIG5xv1uj0qqy2A1baHsYIdq53OTc/xomFc1NXX771l66+8f2q2+n8Zq1e/+sD8H6vhVLib504+o2fH5cHZvtU2bHRoeI5LK0mxElMFGtSrZEIHKFYHYzxRw96PPxCi+v3tvjwnT3eecsqMxM+vYFPP/SIY5cocYiTLFjKwZ5IkiTTlqkkTUXhxli2EhSqpOSjK2VdB1dpPFfjeykVP6FeCZke79KP+9z/ouHT3xpj30vjTHguV28ybJiUrJvy2Dgj2bwuYuemVV442eeLj8wwphxmxgSNmqBRjWn1Ur76REDdMwhhgdUPHd792pCvPGlrYlpdzcKqw+bZOu99XZd9hzocPOJR8xOUFBbkusogslr/h97cYs+GBT71YJvHD4xzerXC+oZgLDBUPU3gaDzXuk5K2gfZMjnk5Uc6k2paD1e4RA9XvVhb+RKnovDSB6mgnwi6ae6qRFQrPT5w1woffkuHG3ZrZsZdOt0aK+0K3X5Ap+vT7tlMcrNjO/nnlzUYyR988cjsTQsP//z73v5Gvbza/u2pib/4ZNBfKMAXFpu8fK7HsXn5w83z3/wP509/duqGPSvE0SStXkyjWkEbRbuf4nuGamozb1JoXClYdQLOdT3O7avx5IsdPndNi/e/uc/bbhswNeERhV4mW1ySZOgIJKmyANeStARwbTLm1sOaMiFMFlTaJJHjaDw3xfdiKn5EvdInpc83n5X8wQPjvHRiDBH7bJ8wbBg3TI8rZiY91k9LNs7EbF3f5sxih1/7Uo0krLB5s2C87tCoQaMaI9yIdr/GeN0Uyao4kUz6ikQndGKPTi9lta04t1jhyp11fvJ7mvzSH/qcWqzhqDh7MBySJGAQSdZP+dx4WZtrdnZ5+dQ5Pv2tCvc9M85cq0LNV9Q9qLkGzzG4Chxp0/lCjFbXacBo+9ClWpAaSLQgTbHATi2w+6ll7UEKcZKg44jJoM/db17lA3d2uP2qlEbgEUZVlleDgpB6A49e6GZZY8lyS3P0bMTcsma5L+iGZ7nQ+dzs+onBf3jrm1+fGHP0d5NoBtcf/6sJ8MGgzw3bqu/5k3uf+pUv3/uNRiXok4gq3W6fd926wq4NAUfPTJEkDo4C3wHtGQQghcEVkkBJ2nGNxcjnT/dVeejlHq/5Zod/8L4OV2wNmR13GKspotgjSoZAT1KVgVuSaok2EmOsJDBFQGkfJqUMjtI4ToLvJbgqot2PWWzH/JfPB5xYmODZg+MY7TFVEcxOG6bHBFMNxdS4y7opyfqphE0zPabGV/n6c5pnDoxzzWbBRF1Sr0oaVU2tEiHcEN+35ytElmVMJf3QoT+ISbQNzDpdw0rb5cJyg9v2drn1yiaf+kZAZUXhyNgC0jgkqUcUS/qhy/R4wE27utx0WZen3jjHqUXJ7903zkKzytllH09Jaq7Ay2WYtIFnQeS5VMEyeWIEiYZYC8IM0FFqIE0giVEqYsNEj2u29fgH72tz8xWaRsUhius0Oz6DjID6occgdOgPXMLI9su6jiHGcGwl5PJtTX781gGtjoOOBeHS16cunAx+pTFz22qa9L74F4nJvzCAP/b0YbZsXq++8PlPXXb+xJGGr2MWLsyy1NY0e4YjpzTjFZiqQOBqlLR+s8FkGUSBIzV+IqgoQddx6CYNVqIq9z09xmMH+tT8AT96d5stUzHbNva57aoOjrAtYqBKWUlbK21MibkxCGlQIiWMDYYEZMLLJyRPH3L48r46L5+uEyVV6o5ipmKYrBkmqsb64A2HyTGHqXHB+smEjTN9Nsys8tBLIb/x5Vk2jDvMNKBRUzRqgno1oeKHPPaKYhA5uDULKmMEUSIJHMX1e/o8+eK4LXzqpzTbLktNn/mlCX7yHfOcXVrmyedncCUgYjSQJA5R7BJGkm7fYaIeMN6oceueHm+8psf3v2mRQ2c0X9kXsO9QhVeO10iEQxgqerFCCYkQYk3gmeUEjCbRBqM1rkgZ8yICYm69ocuODQM2Tyd85G0DKp6iFriEkUez42W2rmudr8ghjBwGkUMYKcJYkhqBowy37I256+aI8ZqD54zT6gQstQKOnTAcPf1kY9v2pcvued+HVb95IK2MX/lXB+CHDh9i75513p/e98xHu1HnP+7dfIoxr8HJ85KVVkK7p+mH1g1yHcsmOmPXHHwyW0YdaZmm4ghqiaCXKAZuhb4O6HYS/sOnJjBJzLqZAVduHTA1lvD+N/fZOhsRxyLT2xJKzE2mP6XUCCn43IMVXjhWQzgOp+aqnJuvElQUY75gvGZoBJpGAPWKYKyqaNQVE3WHqXGYHk9YNzVg02yb1DT53CMN+t0auzcbGlVFvSqpVzT1IMF1I77+ZEDYk7izIDMwxYmkVlHc/Zo+Dz+n6YaSbj+l3XNodhwuLFe5Yked99/e5tmXq5xaqaOkBuJML7vEqQXPIJJ0Bw6trke9UqVWCbli84Bb9g44s9Di5Pkmjpuy/7jDZ79VRShlwS3k6E00GrBVmnGcsm024YNv7jPdSNm7zbBuCtLEJYwaxIntBopjhzi1wX8cO1neInO7MnCHkSROJLYA1CXVEyyv2l7UVkey3DKcnIu50DrH39m57j8unnmsN9e58uOHD70U7b386r8aAG8un+bwSwt7VhZP/+rjT31D/r172qyf3EIlqLO46tHsGLp9TRgZEq1JM39aCWMLhAQlgBtcR+AnhsAx1FNBmGZLpnYJPZfEwGK3wbde0BhS/mRfjBCpvUnG3iTIzBLrBSKEQgiJVIokdpDawXUkdR92zBhqrqbqa6o+VH1BrSKpVxSNqsNYXTLRgKmxhJmJkI0zHVJW+S9/HPDoi7PsmoKJasbeVUm9klCtRNSqfSqVKr6SKJlpcKwciGOXQV/QD1M6oaI70HT62rbM1TzOzo/x+itD/v4H5vlPn3U43fQRQmNMjE4NceJaqy506fYV9b5DLfCoVgKqfpXAj6lXIm7cHeG5MTfvTvjInT0clWRJII0QZlSUZ6SjU4mQEt91AJ9+6LC8qkgTRZI6NuZJFUkWA8WJzIL90Sx0GA9t3KRwtxSDCHp920643Ew4PAerUY+XD9wrPcf71VTpRzC9l/4isPn/GODfvO/TDKK00jr94j2dlRdEM+zwwomI2y5fAFLG6zWWmw7NrqLdg17fMAg1YZxmFzmvDLSWnVIGJzEkCrxUkKSGijYkWhCnptCIsS+JtSTVDrH2Sc3QAsuPIkspwBHCrg4Kgop9eAKV4rs2Fgg8Q8UXVDxJtSKpBo4FeE0wXtdMNhKmxkNmJ7tsnF3mN76s+eR969gyrpiuaxo1Rb2qqFWhWkmpV2LOL2uOnfcJPFt+C3mln2AQOexYr1k/PaA98OgPTMbikmbHoV4JqFfH+cidCxw/f4GPfXETjnQwaFKdkmhDnFgZ0I9snXYvkFQHDhXfpeLbDnnfS/DcFNdJcd0UR9pGCSltOl9kL1u6IgCBySorWzqLZ7L3PMbJg3lry6rsXRa2ra0dsuC2LA5hJOiHht5A0+kntLualbZmrglnmimvv7bF2ESHP31gn9i9c3DPa2/YfuyPv/Dp/vve+6HvLsDPzPtev7f0L06cnv8XR+cGcv+JWZ49FPO+N3T4/rec57qpBucWxphbtuMJVh1JS4osyWJdDSlziWJwUgvCvPkgzRMSmZWVpoI0q5SzXq4oAiUQIwC3mTwbWDlS40iy8lpwlQ18fNdmLwNfEniSiq+oBIp6RVKvGsZqKeP1hMlGyPREj63rltn3SsinHtzIROCzrq5pVIUFd0VSCzS1IKFeDdl3GPYfqnLZjMl07zBt3g8VN+817N7a56mXxumFhv4gpdt3MpC7VIMKlWCcD71hhf2vLPDkwfVgFFqnthw2MSSxKepJ+qFDdWCoBIrA0/iei++l+I7GcVJcR+MojVLabsEibWkwwsZBOZ0Pg3ORXV9Bmtr+VGu/yqEdm+a5h2EeIs7yElEsiCJBP7Jbs7S7Kc12bIG9CieXDdVaj5/83hW+7/Y+WvsEYkXWquf/N5FOeZdtHvs5IPquAXzQH8hB2P/pP/3C7/7jhQtL3uJ8nYYwLHfg41+tcXiuyXtf1+b6nX0mx8Y4fGqSOPEIY3uBtDHAkMWVtGWxaWpZrgxwbaxHq01W1J95uDlrl+T2GoCXVgeZZSwVuI5tFPCy7J/vKQJfUfEF1YqgXjE0qiljtYTxesjUWJ+NM6s8ebjPT39iHafPjrNzWjNehUZFUasoagHUgpRKEOO5A1oDg5IKV9kgOj/suUnixKNRieklml5IxnApnZ6kVVFUOz6BX2f7+pif/WiLf/c7kicOrsOg0MZOn0rSJKsTUQwiRd+XVEJF4El8z+B7Ct/RuK71+x1lLMCVBbfMnBUL8uFhg08xrGMxoqhnKXIMqchsRZnJDwv0OKt1sXUuEMe2zLbbT1hoag6cA+MOuO26Fu993YA3XaOI43UsNStsnnQ5eGLJW27P/bMf+P63uINe798E1eqfO53/5wa40YsY0/q5zvxX/tHG8VeC11zpMzshuLAUs9xOudB0efqFaV48WufqnR3efkuX3eskZ+bXAbam23VsoCOEZW+VGpzUFtMXWUhDkWbPO9zzTFyeuBkBuBhKE5GDW1hwK2UDXCdrRXMdie/ZAUCBb0cyVHxDLdDUqymNasxYPWKy0WfjTJMnD/X4dx+f5vDpSbZNWoelXpHUqtKyd8VQDVKqQUycRvz+N+pIpXClQYmhTaiNBXiSuvzQW1e595mITuTTywDe7Ss6XUXLdwg8H99tsHdLwr//sWX+7ccFj7+0Dm0kqbZp9TgrWQ0jTRjYclffFwSuwPdsZtNzTJGxdZRGKvuZpDQICRKbHyilPIvrm+cSitWylERLtSjyDklBTHYCV5zV8SfDsIiVfsxrrm3zzls7XLvdoeqNcXa+zvxKwGLTNkucmos4tXw8WEgf+J9/4sNvEXMLzX+5cfbP543/uQF+/OgpjNG3/tan9lfedsMF9m6bQcoagedRq6TUgpjJGiy1Aw684nPmXMwdV9s+QpPFNkpZx0NKQ5pJlFSZzCkwGWtk4DYiS0oMGbsM7PzIAS4FCCmymzhkb8fJ604kritt/YYnCHw786Tqp9QqFtyNWsR4o8/MeIt9h3r89G9P8vKpaTZPCKZqJWkSONQCW79SCRIqfoTrhpxbnsBVAiV1ZssNg0yrYRUbJgxJEtOOA/qhjU/6g5TOQFLpKQLPxXMDXGeMyzcn/Pu/tci/+i148sBsJhV0llZPMybXhL4miCQDTxUSzHVzB8tkdSoGR2YAz4HOaDIov7YFk+dBaJEBFdnqKopVNycmC3b7tQEcRzIz4fHOLQlvuF4xVpmk1w84e95nqeWy1FQsrGguLMUcO5/S0gNmvUcqc2d33irWOj5/2QC/7xvfYKXpVr/1+Oe8M3MrPOJ0ed8bZDZmoYLrOvieoBokTNQ1gxAMPgvLkulxjeepoorPFQKtLbi1MiW2toVRqQGjy6C2tRPlG1CAG0rafjjSLQe3knbW9lCeQOCC72kqgaHiW/1crcQ0qhHjtT7TEy2eOTLg3/7mBC+emmHjuGKmphmrCOqBpBooqhVBJbAPh031Rzx5UNAdeASKLF1uNXi+4qRaECcOtUBx21Ud9r3coBdbmdIPU3p9RcdX+J7Cc71MP49zxRbNL/ztBf75r8PjB2eJtSTWOmuWHvZghp7E93RRM5+fc94s4igb0OdpfOtmGaS49D03JXCb0iqqM4AXVYqakWKuvHLTUZZIZscqzC96zGOtwk5PstoRLDXtWOezi5pTzZQP3LmAT48Hv/VZ7+67PlT91gNf773pzXf/5QP8wOGTzMxuHH/soS//2vET8RsOn1Lc+9Q64nSVD96xjGAKIQIcZRsSagNbnw3guRKlRKb9BKLEaCZna2OGFW85W699z694GdmIUXBnRUaqAHguiyyTeS54ribwsgIrP6WSyYt6JWSs3mei3ub5oyH/9jcn2H9ylvXjDjNVzVgFaoGgVlFUK4pqwd4pgZ9Qrw54aL9HsxUwMTFMk+cPpc6W9ThVzE4p7ryuy0NPa/qRYBDpEsglgSsJXAfX8XCcClJqrthi+Pm/vcA//3XD44dnibVDnFcApqZgcj+WRXWh50gcJyvCkgLl5NeG4vMVDyEXp/WLFXPNayQeGgG9Jar8kALSRLDStpMNBLaAq9s3NNsJS82Yc0uakyuGD711np/6npAjp+rMLZs3nDx15Lfe9e73/J3Wyonm2OSOv1yAh905zoeL/7y9evTDU0GbbZNVmm3NJ++DO26YZ+dmQZJOY/CRUuJ7DlGc1ZwUTDpk2nI6PdenOZit9isFkmVJkgE8z8gV2lvmFXRD3Z1XDDoKW5/hGFzXNhYHnibwUipBQjWIqQUh9eqAybEWz74S8i9+fZrnj69jdtxltpoyVjUZuDP2DiQV37J/4CdU/YhEh3QiH6Ekbs7gxfmKLK7IbLbYpeYNbLlAFDCRg3yQ0vMsg/uexHUcXCffgNZw9XbDL/2def7X/655/NA6Yu0QpoIo1RmLC4JY47vGNog4Olu9bMufylY0e31EIemkGN6b/LqW+eTVgT4kIbvCDu9ZTjpaG+LU/g4NxLGm17fzI+dXNYfmBVs2rvIjdw1YXd3AhcVJnj3QZePq0Q9v277/WBzH/+ovlcGXFs8yNb1p2+/8/seuOX7qOFNTMRs6VZrdlNMrNX7jy+P8w3vazEwEdAcOcWIvYhRbbZZfMJkFM+Ul++ILJ0qgFiXmLnGKEGtkyXC5lVlWVKksgeQYXGWB7TmmqB4M3DTTzTGVIGSi0WOs1uHJgwn/8jemee74OmbGHGYqKWOBoZ6BuxJYOzEHd8VPCbyERi3i4EnDg8/W8KTEVTpb/od8mAfOcapItMMdN8ZctrPLsdMVZqq2Um8Q2XkmvUHGwo7CcVwbjEvrXV+1DX7hJ5b4V7+ueeTlGQZxhTCVRImhmljJ4rtYkDv56qWL3lap0mKFU1KUAC5GQJ7XrYgc4JTvW4l8stW3vMpa81EUIM//Ta0hTjS9QUKnr7nQhqmpNj/xzh7xYJozC2OcXXRoRX0m+0d5+aX6Nd9zz9/ddvL0mVPbt275iwf4ubk5jGxsP3Lwyf+8tNR5zzefTLl8i8FTmukxiTGG51+a5Ld9xY++LcVzDb5nMEajlChKVkVmt+YFP2WlMQLw/CKuYY/8yCucLwK3MEiV24KZt64y1nYMnqNxXY3vanwvIfASAj+iGoRMjvVY7fR4+CX4hT9YzwtHp5nOwD1eMdQrglogCq/cOi/asrdnAV7xQ6I0ZdAPCJR9yGQOmOI8M7stlSSJY7W8ExJGhn4sSgDXeF6K5zq4rsRRCiXdAuAIuHaH4Bf+zir/4Q8THj80xVyrwaAmGU8N9cROG/Czl1tINJPZhZQAPmTw4vNmH7owV8TwnmDA5AmiUnx0qXsmsqdDlO6zNln7W2QIY/vg/fDbI16zu8G5hXGWVj0cJbhut+SyDX0Wup337Nu3L33T66/9n5eXLpycml7/Fwvws2dP4nmVW04ef+memeAl/tbbGxw562RTjlICT9OoSpL+JMfO2LYvJQyeSzZ5aTTLuPZYuwQWF7L835RUochsLSHycQ95b6XJ5InJqgYtczuOzrrw8/JYC27fy8A92WVxtc/P/36VLz4xw1J3gpkxyUyQgTuwuruaBZYVX1L1TcbgVnsHfgREPPC8x2rsMeUzUo+NYESKpaltfmj4Dm++oceThyM6sc9YbMsaBpHGC22tuudYgDvKoKSLkDZBg4HLt0j+0z9o85Un+/zcb6/j7NIE/XGHcU9QTzTVBPzY9r16yg40cvNAU4oiCM7fhzKl9GCu0eQj96ogI7Pm++JmXXSvTd5sYWygv3u9whczHDjusNpx6PQlYWiIWhWeeD6g3XuFD1Wm7zl+vPr73V7v5J8Vt38mgPf6PSpBZfe+fY/9w68+8DL9KOLWK1e4YW+D80tVlluSQdUwM2mo+pJmBxq1FCWs5tXKFLLjO4G7eL/kw5DXvZYdkzxhQZG4KFL+0gLbURbcrpPiuSmemxB4Mb4XU6/0cZweD+1P+a2vNvjyo7NEusFsQzAdWFliLcDcJ1fZS2TMXWbvGMcJeezAOL3IYUPVZA/cWgbPLTZbwxG4iluv6JNoC/B+LBjkbkhkR665Tm5xqgyINvsosgd/elzw4Td1qftz/PZX+zx8YIoLcYVeIGkkhppjLMidLA5RJotLTAbyjBiy+CWvx5LZxRaXAPiau1IC9RDdr3YbDVaqYSDwBfWK4sRZl0pgC7MGUcpKK2V+NWJiqstbbxiQdl9gpXnVP7zpptc+1+/3jlQq33nu4XcE+MPPneJPv3I/jXpj44Ejx994YTli0B/j0xdC7rldM1FLMSjiRIDJrDcv070qTwGXPdVv99vEyMW6+E8pXWyboBCCkYyckjoDeN7QkOIqXdRi+G6M58UEbkS1OsDzevzBfQ6/+LuzHFucxPUD1tcFk35KwzfUfKhlHfYV32Y7gywhZOtX0mwlsPJkqZ3SjTw8pfCyh00Wa3x+Y7NAM+tAihKXijtg/XifZq9OPxbZuDUbK7humtl8KgvSVeFfDwNXW/n4ntu73HzlIr/wewM++fUZVpIaPd+l5koajq3B8R3wFEUzhJPFKcXKlz2Q+Ti4cvKsEIcjFsvwZl3q9ppLfJP/TGb/WBhrVloxnZ71vOPE0OmlbJyNec8bU8JwmvmlAe2lF9945EC4sdNpHzH6MELu/X8GcK01W/a+bntr8cXfqMtnuONaycKKz1LTp9+TjPl2CpXOkzfSal3HMUXE/2c9RphbjLyVonpTuCW5bztkboOSdmZhwdwqr8NI8FwrSXwvxHf7nJxP+NhXanzhkSmOz0/QqLpMBjDhp9R9k6Xec3DLDNyySAoFmfb2PfvgNGohn3/M4cipCoESNmOYOyhDJTuS/k5TSZw4XL4N3nVzh9/62hTdqkMjNgxigx9lcYPSOI61Wa12zkHuli6gXRW2Tkv+5Q/2uGbHWX79y5McvzDGSlKh5zrUlKDqGCpOJleUwM1cJlU8kCV/vAC3KFbM8v34tvfyO/xB/oAqYbKg0xaC2WtkP0PgVDh8os5yU3JuMeTFMy/z935i12/ccMtNb9dp+ztKlW8L8H4YE3gO9z3y3Oannzu664XnW9x2jcuNe+sstRw8RxP4+Qhfe+QsIKUuaTkzAtZLXgCz5k/LS2JxkU1xYfNCoSF7D2ssbDtaBmyV2M4dN8H3QzwnpJNG/OpnPH77K+s5tzyOVhUmxxSTnmHM01Qz5q4W6XuZ1alk0iTzzgtwezZ7GcYRR876dCOfCT9zcQpffugalZM9SSqJY4dGzWHH5gjlD+hEdfqeoJLNJ/EyeeVmEsXJXQ+hXiV4VcyM9fjJ9/S4544L/PZX2nzsc1Ms9Wv0nYDAUVQdQUUZgrz4LGNuR5bjhuHoCSnMqDQs3Zu19/Y7AX7tfc3rkGQ8/D1gH7r5Zc1Ky7DShm0bO1y7PWH1/NFd54PG5g1bbzmZJhHK8f58AD9+aoFqtTYTeOozzYWX3FuvmGR2LGG8EVGtxBeBrvxkSjGsbRD82Vk8//v5ZRnKElNIEymy+okSwJXMquSUzuYWpjgqxXNjAi/CcyNag4jHXpD8wX0NPvfIFIO0jud5THmCcU9T8wxV31D1huAOfInvS/xMmtjEUOZMZAD3XJv5PHHe8PAzVaLYxa+ZiwLM/Bit55BEscJ1He68ucOnvtnl8Nka/cDOHAldg5eAG2vcSKOUtL61FEghh8N9coDnHruWVH2HdeN9/tcP9bhia8gn76vz9MExFvs1BsrDdR0CR1CR4CuDJ2363slJSmSlDiWXqny/C9kiMnfs/9ZNHg1e5avgSIgUgR0DsrBS44XDDkurz7p/a+dNn4Hl65Kws/jtfs23BfiVO6fkcy+9cssjj9w/tn3dIm++wRb4+F6KMRDGtug9zarMjMmhnIc+oyd06eNidi+zd87++QXI65cLBs+K960dmKKyl+dYOeI4Ma1uzKMvCT7xtQb3PTvGSquOrATUK4px19DwNFXXUPUMFY+MtS1zV3xJ4CkCTxB4ZBV6OgO3tiuDl6CckFfOwrlWYBMrmb5dmzjJfWTbB5kVKWlJFDmsawh2b+nz4umEXuzaiVExeBHWw1dpJlHyRA3INXUa+cOT25BxauvDP3hnn7e9ZpX7n+vwO19v8PTBBsudKi3p0fUcPCXwpMCX4GVdVY4YxhBSGiTWQiwzb1mPfycWvwjj4uKvi05/bHVilAq77aIxnG8aUp3yhmsHPPXUN8cu7779lsnZK7/Gtxke9G0B/vyhs34/jP+7iU/UTCXl4FwbKVKS1LB+IuGyjQLw6fY90lSRaJUBvYTUP8OTbYoTLD0UI8FNDm5dsEgObNtEbFlbyRQvdzNkzGIn4aFnHL76aJ0vPjzGQruGCALcukvDgTHXdvJUXDLZARVPZC+ZlZxmutsTdsBnGeBOguclBF6EMTEPPOtz6nyF6UmBm0m0wnZbc8KmXHqaKvqhy7Z1gjtv6PGFJyK6sUs/FgSuwUssi4dxLsNSq8HzxImQIzLFvkqNCtr67RU/5INv6nPXzcv8ySMdvvJolYdeqLPQqtIXHn3PwXEVjhC4Ug4ZXYBTinfyysh8YRpKlj+bPr/U/Scjx9TkTc+CbmhIZczuTX02TMSkiQCh0FLx7Euna9dcF/53mR6/Auj/uQD+zP4DtFodPv9Am1gHJKZCkkK7r9m0rsdbb2rx0btXmR4P6Ic+ceLYpl8tiuwja6zBi5zCct8kJZCPMHbue+uMuUfB7TgpnhMTBDGDMOXwOTg5p/j0N8b42tMNFlZr4AY4DZeqktRdQ93RVFxDxYXAteAOXDuT0JaZytJLZH9uMpDrAuSea9vTjs1pXjzhg+vaoK3koIgyhTP0j3Mnxbopdpzz1TtCrtzc5dC5Kv1AUE0EfmwIFZm1pzP2zt2U3IIcapXCZ8+sSK1VNn3AZRC5VCohP3J3yLtva3LvM13+6JtVTs4FHDpXJWr6JL7DwHGQStp0PuBIacuOhUFBSbpYZhdZID10W74DoPPPytBZSo3dHXqQQhSlrJto8dG3r3DX9QmbZ1za3YAkVWgjCMOQ9spheu1vPzDoVQHebZ4WUTj4h1/9yh9Nv/GqCRZX7f6J3YGm6cLZ81X+4x/VOHXhHP/+b3UZr8WEsYfWyk6SykCeP5k5sl+N0MvZLitLhqw9ZO8c5BpHpvi+naSapCkXluEb33I4drbCg/sqnFutcGyuBr6PqjoEjqLmGGqOpprNE/cdOzjed8lAnL9k9lIZwMk0dwZuN8V3LXvbByvixCIcPFnFlaP2oCyz3UiiZ1hjbcteFUnicuW2Prtne7x0PKGXuNRjQeiAl9iMnyoBXEqBkHKEyWG0AKqQQakseinj1CV0PRqViB96a8jt17Q5t9rmgac8jp/xuffZKnPLAWnfRUuH2FMIqTInRQ6L2cgTbUO5klcjvlqBqylhIPfCc+a2JdIGnUSsb7T52R+Z572vVyyvznJ+oU6r69HpKdo9wfwKdJ8+Pf2RH/j+f3js+Nwv7dq58ZLQelWAf+wzDyFF8uE9ky/V3nl7naNn6iw1XZodQ7urWbeQ8q1DPp+9t8E/uGeVTbMxThiTpA66NLrBtpGJQnys9cFHJEnxbkrSRBdBpJRWX7t+SpQaTpwRvHhc8Y19VV464XHgREA7DAgjH1wP1XDwlaSqoOpoKiUf2HfyOo28bNaWc/qZLPE8hefJ7AEwQ+3tpjaz6FqdH3gxRkfMr0hC49u55tLgCIYJk1ECL0CeGjHS7xglLgKHmckIqQZ0Y5de1oDtxcOCMUfpkQykLHcq5MOOEBgth0ye5m1mEjdVxfiJ3sBj/UTE1nUxN+4M6Ud9fvREi5dOenzjyYAXTwQcPx0QJwrjq+yk8vf8lXN3qfht9O6OQLxcMGezn3lVXQppgogjNu9s8cG39WivbGT/kWlOn/dodqHVTVluao7MxdRqR2r3LN//4dRzfun/FoP/8ie+Sr/XVadOnhCHEo8ffNt5XnftJKfOj7HccukPJFftTLnjtgWeOtCiFwk6/RilUmoNe2ExEqNtE2oOdHtOoydd8HqhwU3mYxuE1CA1SWToDaxzcvKs5A+/4dONFPsPBBw947PU9QhTDxwPlItqKHwpqCgyKww7zkxlhUfKsrbnCpv0KIPblXiZLPE98D0y18SmzF1H47lJlhGNqQQRC6sp33i8TqvjMzFm57vILDOYg/yi25zd02EbmCQMFdNTirfdNuDep/ucbtXou9LKFAfcxODGuWedeewytXYh5Vknsvgd2jijrWapxEsVqaNIXJWNwXMzKzWm6sXcfnXCrVeEvPeNA145I9l/0KUfKT75jSonLrggJL2BQxo59g5KiXHscmUoPWyvduL5PTcGERuEzkdWpFQqMU4toebFfP5bHo8/75OGgiiM6EealY7h2ALU6y3edytcmDsprr9mj1o5+8fJ5Ob3/dkA7kio12u/OlFZuXb/4Rr/7ndTfvzti1yxpce29XZGXrUSsXHDMjde3ufffGyMxVXJjXtjPviWPmkCaWKYGU+4/uqUasXY8Wnm1Z7qIciFNLR7gv3P2S2mK4Fi3yGXLz0SMIgVg9jh/LyHRhEbFy1ccByE7+BIiacEFWn93UBl9pcytgbcseC2U2RFaZh+Gdwq69EUBXt7rsbz8gKttGBvz7PTnr71nOILT9RRnoMvTeYpM+KgXIrBcy982LyrGAxc3v3aPl98rM0nHxijmwTUMh3u5jo8znMNpugWEnlat+BSWdL6owBPUkniWCZ3HTsKwklS4tjFUSk9ZQfpTwQJt+1NuHVvDCLk/W/qMYjtOLc/fcTnqQMelUCw1Fbsf8mn3ZOZShKvLsSzQiNjoBZorrspYmYssXUpqeGDdw64YW/Ewqrgf/vYJM8eDJiZShnzDb1YgJNw5Z5VfuzukLA/xsm5zrWvvbX+q2nKT/6ZGHxpucvUZLXx9a99ae+L+5RqNuF8c5x/8iseP3D3Ah+9exWpXYyIOXAi5mc/PsFjL9RIURw5a/jSg3b7DJNoxiZSbrk2pB5oWyNcfnovweNkdRDNruLpFz3aLYV0JKGRhNqxzCQckA5IhVAOUkpcISyYpcGXGk+WwCyHM/osyMWw4cGxjQB543EZ3Jbhs7JaN2fwtPRK8J0YYyLOLXlEYYA/JvGytLfKqvJGspilarw8vT4EuSTViih2magrtkxHeGJAP/HpJ4KKY4dg5jUkeUJLyXKWURa/y/4OmSV/dGkIvi6Cz7QY/5BmSTGVlTgkNqsY52Mm7GvTtHWqhEi5YuuAyPSQDrRagqdfdGj2bGxQvqWX4jGwmctaYLjl2pixcQOJlbKBsg0Ze7Zo/u1HW/zLX/dY6sWEjiTRKT969yo/cpem15vi3HxAP3LUswecvW+7+92NJOq2Ha/27QFukgusLju/FHYOv+mqbV2qnmL/Ec3xpSq/9dXN/O43eqRJBGhi7dDu+mhfAYIEQyunJkfTbmnOP6SHdFUUIpRDjfLTbr82QqDzgm4ktltYZixlnQMl7Mw9X9oERc6cblai6mVAcDP2LjrpFdnWexTgtm1dtgPJ9wSeQ1Fiahk8Y/FsTyDXSXDdGN+PObOk+b17a+B4uFIMA8xCnoiLGLxcUpoPCbVgs+PnotjlI2/r8ycP9TkwX6ebulQTuymtrQI0w04clccpw4CvyL7kK4WWpQKv/KWte5NIHEfhpimx0jgqxVEOStlEmZSZLZk7VzK18khou3pozXRV887XaRB6KDXFWjIrx2DWfMAI0tQnjfJJZHZTgwECKTSvvULzJz+3TKKXMNjmEEfU6PYmOX1hjGcO+xw9E7K3c/xNe644+0tJkv7d78jgB174KqC8wDnA5g0dzq82AI/1dY2vFCuDMQYphKl11x1fjETFwyJ4WwueUgJ3UWxyKQYvp7aypbY0R08Kkfmx4EmDKzJAZ5acHfmWN9UOC4ncUmmorYXOmnCz7pYhwGUhW3zPFC1tnqdLg3MS3Iy9PSdGyohTFwSL7QDhOPiSEXkih6dSnKUpXSddGsswlA+KKHGZaoRsW9/n0IWQfuowSMFPBW5qcJNMhycUtumwVkeNEEZ+ye2k3bznVRT2ZOpoHK1JU4lytN3kS2qUUja3kGeHhbHDgpQu2bSmMAJEbg4UKX0zLP4vnurcWaMwHgrPvvDvhzMlc+fJlYIkUZjUY6UX0OoGgKCbDDjVjOgcPEb1y1/3tL4433MRwI8cO40QcOREwMGTHr2+oOpbzeo7mron6GXbVsQ6t3YgRWRWD6RIEgOpUYUNNGxkeHWAly21HCAOGYCFKRIOtsZjNK3sZMztlECej4hwlN1cynGG81AsuKV993Kg58FnBu68+8fRhURxHatPPS8mIeYrj1WYX6zgjim8XJpIM+qgrF2xR1q91swbSRWD0E6wfcfrujz2woB2EtBzHCqJJlL2oVZZlnRYFJUDLf9NeaA57Ii31mE2UyWXRlrgaEGiBE4qs477bECQVEUJxNDJ0kUGOS9VHgF5uTSjNGtlxCo2opBpBlnYpUYLdDFZy8qr/JpEicMgdOj27RblaSq5dU/MlVtcTl8wLC+euASu1gD8Dz77TYSqvT5e/dLNM+OGK7ZW6Q7sZkSdXornpDiOwQuz/VxSQZyPCiimTYlsUqkgyZMZmW2V21fl6pTyjZfChkZ5EkGSVbiJXNNmXxezTvKl2u4nny/dZWAXc1AUth/xUgDPA85cdzu5LDGZ3h6tJffcGM+NuNDSPHu0Ao6Hk8mTPD0/Wok3eqKWucyQyfPrlmcdU0Ucu9xwWcjUeJ/WapVeoqgqcBN7Liq1c2RUXAZ4ljcofpEcbfkzAqONZXMt0MrqcVcLUiVJlbZAz75WWQmEzCZhqRzUOXvLIcDLY+Byu/dShzEZgyNGWFvrsq0piwc/SRRxaksZ+qGi3XNpdh06PUEYuXR6hpVuzLatzs0/+YNvef1HP3THozsuf9ulAb53awfHCd95qOtcH7iaq3alaC1YbjmcOi8L2aEERQd3nJpiHkaS7xZgso1Iy0mN7KnNy2rXENowQZDdqDw7JkvgzqvOcgkwBHiZxUsDfqRAFRJlCOy8+dayd6a5HQq9nVuClrGH4HYz/e04MYKYLz/i89hLdaTv4Elh528XFYTlAqWLfeFyoDlkcRtoplrRH7jcdlWfd93e4WNfrhOlPt1UEqR2V7Ni9RIlmSJlkRgb/qpXY3LQjrQrcCZVyuBOpCxGvBUgL0okzEUAF+XM85CzL3GI0kOXfyZZKl2QwyA4FcVwzyhWGcAVF5YFZy4krLRTtAbPjZnsO9c//ELvnUkcP3pJBj97do5qtf62xx+79wcf3r/IRK3JFbuXEMKl3qiw0q4xv2z3gBHC2BEMpf1c0myCkd0pwBSjA+zuXqWunTUF72tLJ4cVgyWpUtK0Ug5ZfDiSbQhsle2EbKVKxuJZN4yrRsFtxymsYe6sZ9PL2ttcJ284SEqvmIiYP3qgQWp8VJG9LAeYpUZbhvZdocGxJGCKuSLSAi3Ng00HgcsH39zj978S0tQx/TSgnwrchILFpTTIRJRkg7TB3sghhxIxH9yTa3/HzqBJtMBVmlQZC3RpbOVitiWhSm0LolQmq0M3qLIsKVg8X6O4JJPlLTDDpvI1Y+FKwz3jfN5hIouJtcYIuv2Yowshi12NJ0PefF2XdQ2Dx9U/+NY33/Xg4vz5e2fWbRgFeC3o47nystnx1V1xr839B+o8+IIh1uBKxayf4GdzNWQmA+wmRVYjJyqfZmQyZ2DIFkXHdbFMrXmm15RfjupwM9otX2bxrMWqAHY+5yOTJUqtGXaTAdtRYuikFHag7bi3jckmY+5hgOmU2Nt3I549KjkyF2CUi5IST2qcrFZjKFGGAnyti5K/htO7RMmvtiCPE5ddG2Ou3NnliVcqxMqjnwgCCW5qcBJha0OyOTMyybQwEqtm18oisSa4HbK5kwFMaYOTWqArbbKHSAyZPB1Wcgohi06qYkotr94UMSQ5MSKbcnAX+3gmWZ18OpxWG2dBsVKG6/ck3H5jB+nE6ERS8ao8+mLKiyd6u666tndZtxfeexGDLyw28f2IM+dDfOWwY6ZCq6cJtUEae7M814LbdqIM/dg4EajE3twkG9iT6ovlyUgH/VoGpxSQCVMAfC24h+/DDZac/GtVZvLhmDYnY25HZcydDf+x48xM0Wmej5PIm5PdDNx2u/AsuHRiDDGffaDK8nIF4buZq1MK/NbWoJRWqbJFqPUoq45401oRxQ7Tk4IP3Nnh2aMNwjSgpzwqqdXiTikmseDO1wqdeeKmxOZyyKDFg1Uej2cNAkdDKhVKaxxtSgmlPHgebTLJ6/LLVZ95HdGrHaPsTRFM6qJmxu5unW9Um88X10ZkHWMeOp6A1NAPFfOLiiSOGA/6dNrLDAaDiyXK73/uj0m1ZF29zc1XBjS7LstNaHZskAkWVAars5OkHFVnJykFMrUBp6PLDD46Abb8NJfZuyxTylnAoTwR5LsSF10gBWuLkjwZ7n2pnNL+9o7Ey3aY8Nx868AsKeQYXDeXJNnLSUdejrKdOwdOwWfuqxNKDyVlZg+OzmRZm8F8tSLKAmwjTDaUKaQuH3jrgE98rccLxyvEyqUnJV6qM3tUWFYtHn57H/KCNftL8jaw0X2LTInJC3DrLFjXdhvGctnBcOQyJRZnqMVz9hbD8107OCj/evRBs169LQobjl8Oo2yz38jugZpq+w92epLzS3agVLOjWWmlLLchTPfTUAcJo+EvcwCOnjjHru0bq//m//iVHYfPzHH97lWu2FWh2R7n9PmAVtchSYcDXpLUgj6fUGWMzrzL7OS1wEgzMsduLYOXxlGPyJOCyQtwD+3DMosrkbP26NiD8tQmx8mBnmlvtQbcefo+B7bSGaPn4NaZPEmyV4xyI46cc+hEHignkydmTXnsaAXhRS5KSQ+btV541o2TlkBecwV7Nw144UhEqn362iNIBa60WllmUqVg8SLQ0wzr+nRxpYsMZ1YP4xiRTRITOBnglQSlIZVyZBRHGeCiNM2gsAdHgupLBZqihIcyyEVRthDnG83GgkEo6Id2e/EkHcrdJDW0eylnFmJW+xFbNvTYviFg59YdO2654x9VP/CBf9Krjm2wAG+tXuBw2Hrr9XvX/fNf+0OPe58a5w3XDXjjNT3qFQ8p7NOVS44kEfRDm4RJTUKSmmwOnSgagYcj2HK5acrTBEYAPnzaL55UNcrgw7Fs5Tkehf5W2TxCNWTt8i7GriLzwi24LYCHQ4EKBnfWsHfe1+lFrHQ0/+2P6yz3g0yeDJM7wxY1MQLyV1+qs2ujRbbzSpnBraOSJA6NqsNPva/D/c82WA49IunQlxKv6KEsP1yGYupjZhvmZbQGnYFbW/95xFkRdtXVZjjyTudxjQ0u7Yi3iwFeblEsWLxEWCOrVm4Vl6VaNjk4LYM8hSgW9AaCTk8ziOyY6PJ4uF6oqdZS3np7lzdek3DmvEc73PTPTx5/5dEw7P9JweC91edI+x7p4DRXbEyZrVU5fabGcy5ctlFQDWxjcf6Bk0TQ6UsMkv5AFCcjhSUMIUCWXJM8PTs8wVHmzr9Yy3pDqSK+A8BLgzZLoLYgzyzDIl2fa25dBJWFLMmBrdJslsqQvV0V43kRn37A5eVjFZCunb0oS769GNXg+cm8ajVh6fqUZ2/nIE+0bTlLEperd/V4z+1tPvG1AO349KWHL8Uw6ZODT+ZaeJTJhSkxeTnRUqqJ0QqUsauC1oK0GH0nMjYfSjCpRckAMNlDnT9Ua03RS4G8hIuRpFfOfVaSdPua1VZMN0ztKGZjcaEUBJ7iyi0BO6cdXjricur8APfCSU4uQpJEQ4my0nHwY4fVrp1AetkWD8/NRiZUNI1qSuClhS+a37DHX3DpDjRxMvzFMq+HyM5kBNxlgGcMPgR4aT51uYhe5qtC3mhbBvowoMyZ2w6UzPR3nrIvAF4Cdz6r0NFZv+PFzO0oy96uY6dWrbY0f/qtOkstHwJ3jTx5dYlCfk1G7nIpwKRk25U7cTKJEicOEw3F97ypxxcfG7Dc9YmUQz+VmT2Zuyll0K2RCRlr5z/SBZsPjQBlS4jQeTwjs88lIZUis2jF0DkpGL00UqJ83jnIS8G1PW9TALtco2KydL4QlogaFcOF5ZRDZ1JAZzkRO3LOdy3rz827NFs+niuRUrB5SrJhnUOcxY3OgUNHGJ+Y2P7cM8/8/fNzL7N+ymfdVD4tVVP1EyqBHXNm27NixqoDHtgveOTAFMQe9UoW7IzsppsvlOaiSVWXBHhWz3xJiSJlweTl8WJSikyDZyyuhG2tykBdBrid1UJJZ5uSRNEjL8cpJ3USHGUzlydOCl45FaDxEdKxG6wWpQOscVDsMMtCfosh3MrxiC2GKmfzSk0Q2QZQSeqAcbh8W8SuDQOWD1UwqWdZPBVF36QqLDuyppFyoZex7J39id1qURdFToWclKIAtc4ds1KXfZnFlc5X1+EYvbwOpRiRsdYeFSWJsrY3oFi1DZ5nmJmI2TC7yqELmvufm2C8Imn4dqZLxYXuIKXV03bEtC+ZGnNYWWhy1d7637/22huev3DulZNOGCf0B+H61V74NsMh3vVGgU5tf6WUBs9NqFViKn5IxR+w3I747KMuH793msV5h51TJttFLFs6yjOmKSz/4ma+2jHqhYvS1Kr8IophkKlG538XIM8SPMOtSiisTCdn7tIgzovAnVXQ5eydV9Q5ToJSCV95osaRpQp4Q3lSdk/EGvbOS6Nf7ShvxaJLcqHsCxdltJHDzumId9zW46kDVdAeSWq1uJtmQz7TUalUSJUCaeUbkIN7aNUZI9CS4l1n+5lKCTojMKlNIQ+1yOeYrB27nLs4r3bepbXFlFfvzG93wHHs3Jkt6xP+0ftXmRzvct++MY4sVPE8l7orGA9sh5YQhkGaADHvdM5Sr1z7tjjurxdicNJRwgZJGMHLRz1OzEvuuqXJO2+JUEoiRczJC5pDZzWf/laVl8/McPJCA5n4bGpY0EhRDvRGRwuUH95vC/Ds//I+P8QQ4NYeFKXZefYBUCIDt5LDlL2iBHJTaG875epiYOcDgpzia52BPLHyRMVUqiFPHJb8ybdq9AceVB0cKXBFKbgUFweYa5fri240Q+1ZDvZGEj55Vi9xGKs7vPeOAV97rMe+wx6m5tBPfTxhbcphzY4YyTAOwT36blS+omTMbgRG2ZY3lbG3zqVKKbEmpdXjKrckWRNoltKY4lXOeZTVh6PiAGSW+IoTSbNTY8dsyr/+gQ4/ctccB88qPv2tGqcXq5ydq6JxkE7C22/pcPdNCqUDjLHbnSeJwpkZi/GDiKt3GJZuaDC34rJtZpXj59t8fV+FXuzwpScmuLBQpZ0EeMph0oepMcN4RVPxbALI2nDDMbwjE5ey/3s1kI94poKRpTX3vvPew1H9LYZzwDNQDwfeD4dL5vrbWftay955gOlk7O0keF5EHKV87fEqB05XwXURUmWgGo6nK0a0vUoV4YijUrYJszjF6Et44WvswihyuGJrwt2v67L/ZIUw8UilS18rvDS7BmkOtGGQaSWDgDR3WHKpMvws5LIkG3ddeOVSYJQ1DaTOgK5z0AukNqWVa7Sr/lI18PnKNSJbS2TmZG6mFJJ+qGh2fIwZY6zmsXtTnyu2DXjPbU3OLq3w1Sc8+rHgK/sqnFtoMHd+jCOnU/wZxU3VhE5H4/z2p79IlHhsmJjnlmvnmWxIzi3H/ONfW8czL0/iOD6OJ6i7gq0VQ82zr4pvihkivjdMicu823stuEvVc6/K4mIoUcrNAjKTLEWgudYiVIwyeA7urLdzCGiTsbYpsXdW5J/vI1m4KFZ7+17ES6cE9z5Wpdf3oObarG5pZkgxz29Eg4/e9PKjnNeiFDXSxqxxU0rVdaUCrCh2qdcj7n5tyBcfGrD/uA+Ox0BLvJIWl+no5yEtS8AswMtjo4LFwTF5Lb/ESCzDZ58pr/uxWe1MuujSPSrir6FduNb7H4JbFA9VOaNtNyMTxT4/xjhoY33xfujQ7vkEfkzgxWyaDPmp90b43oC7bor417/l85v3xjQqETuPPUogX6TTT3H+9LEmxiikCLl3ymHLupQnDsxy4GSd2QlJw7UjFgIn63BxyFq68gaBYYVeHuyVurOG4M7YKh+ZeykaH3FRyuDOGVwOGbyQBmVwl5hbqVFg50Pw83eVDeZ0s9pnp+hmsXrbcWJcNyYxKV9+tMLDL1UgsK1ynhR4wlwcWLLmVf7mUhLlokSYKHYjt2XHgpGdhrUiHLi88eoe73h9j5dPBSSJi5GKvnBw01Kwq0GkQxaPSxGfBfdQkxfEo0CBdVzyJJQSSCOQWhQ6XGUsLkpFcFqX792rMFip8C7fcX3EMhb5ipztap0aoiyj2c9qwe2gUzsP0netu3XF5gE/99EOTxwcsGlas3dLSDUISFONM+7bApZOz+P5A7M88TxUPdg7pam4Ois8yjphlMwKlLJ6asemv/OMoSpGGJQ9XpM9jdnmUtkfrMX4cFkb3e5i1B7MdXimB0vgltIUzknO3GWQ5/tDWpbOp7Xm7D0Et5N73yrGc2OePyn5zAN1wLPet7CNDU5uD4qhc7F2cPyon5RfFTGyZJd1eLFjmZFoo9GpQKuhTLFzTRyMcfjgm/t84/EBTx+zkwRioeilwtbEFA/cUKrYa1u2NUpavCQXjLHMrUoPn1RZaUQpTlAChLnUijVadlHC9shMmDyLmme7849TFNMpW4PiOoZBKLKWQlWabJBVfHopgVtjw0TMD7w5pduXtPoV2j0HgcF5y/URvmfra504QQo5bO/Kq/FGtp/Ly01F1v1R9qLz1H3pRLQoJvlrbZe4YfJnlL1zv7hcanrJGhQ1Wiqb78OTg7sMbJXv8KBKQaUaglyVJEo+sNNRCa6bEKcJD+6r8OLRiq3Mkja49DJrcKQYrPCFL63By18Vi1ixTIvhKle6buU6cV3yxcPI5apdA954i2XxfupihCIUHn0NSgtbBSjyOhXrpIh0COzyA1fOMpcTUDIjKGksyRhj2dwYMEIgTe6kjIJ8JLhe8yCXa1+0znEx3MCq2P4xqxLNY7ucZB1HFWZBLjU9N3t3DMZEHDoXsND28ZTGCbyUwLcug+cKpuoyCxqlvYlqyM7OSJZQrGHQ4U3VxmSVYdmmoCLr+hEiO5mL17DCHiyx4OgejqVUeKnJYfgZhkP31asEk8Oflccrl4LKQnvbqsEj5wW/87U6YexC1QWpcPPeTzE6T3vk5maB8oheucRyvfbG5zIln+9YzBAvHJVcizvUfMkP393jyw/XOHzOPnypVvS1wk0NCjEMNrPgshTmlVrbzPDzGDBqGPiq7KFTJZlp5UpWJqst8HWxLeQok6+VY5jhluypNtlW7dlWJtm+qPnTIcXQ/h3d27P0tTQopYo8h+8axuspqTaEscYYg7P1ih9a98qxI//69MI+LtsMvqdwHVEw8og0GGHMIbiKzBZD5k5SbFtbnP1BOrSN1mqvIcBLrokY1XhSrgW4uQSD57sVlIJLmQFbmiFzO9kk2nyOuNSZ750UAI9MwucfqPH8kUx7CwclZMbepmilK3/OwuoaAfq3OUY0uChVXw5lSq7BdanTRWuHaOBxw+4+73tzl1/+A4++dkE7xFrSF7aUVuqMwXM2LafTU1M0H+QfZiQ8KrKbOdhLn1VmGl1aMpPSNm8UCa5LnHt+z1M9BHWcZNuQJznIS0FnQWilEoxSWYaUowSopG1JXFipMz3R5+47rv7X23fs/QlHD+bGq6r39oqj2bLOpxpQzJzOj2Hf3bChNgf4cBD9kI3SVBAlEhWJjNFHtwTEmGHL3lpbcE3SZMRjLuouRlnb2oN6uG2gKoHbKTF23kyr0kKLD5k7DzBjXCfilTnJp+6v2hkswrJ33rm/NrgsXpSkSVmLlqPOkntQBHdF0DVMvORNEOX5hdpkMkVZPW604kN39vjCg1UOnvVAKnSqGAgHV1iZonLApbllaJn8opgAy9hlQKrsv8jBrYrVxmCk7dJXUhRlGiZ7gKQcys3ywmEwRe15XpEaRnbDrSgxhWTJAW71uBgh2PImWWtLIKQQVCu2qfr4mejti60L487seJeG02O932O8EWOMLVW0c+yGhTiIUoZMlgrhs+/zrUqMsTW9YaSQIpvzkZSYujCGh0qwDOhXbXK4BLhlztolFi8kSsHiGaidIbiH71nG0kkycFuQpyrhS4/WOHhkqL2lkNb7LjpoRrvah6w1HJcsSue4NuAafi2Kasu1QzmHOjxrEk4VqUyLibFR5HDFZSHvfn2XY5/yibQC6ZJoRV9kw+vT0m50YvTr4ScQQxlBHgtkzK0EyJztTRFsGqMzXT7MYhuRx2DZ75IgSnK0HHfprOS1H2q6fbvhVqKH/80QA1nmtER85QxxrueTFMJEYEhwjyekXszG9SHO5NgKPbVIe/UsF9pVdm0wzIx5NDsVBpFrQa7zyob8pmoL8rxHTwz79OwvlYSRg5IB3YF9UMr7lsPFrL2WwUc7eLLVQoxqbymHYM5/5uRbmBTgNsUmsGrEDsxlST69KdPebszx84r/6/MNBtKCuwguyzsgFMxtRoMsWWLtb6dOSu7BSH14DuqLGpIzLW4suFPtkKQufprwP723yx8/WOXYnAMyAhSRcBmILPOYgq39FCVRMqrJL2byko1YsLet8zdGoLIHUmbf5yxb4i+EFkNfPFvSJDZ5pKQg1YZWz7DYhkEsi62/R2TpCNGZi8Ada8EgFiz3YGJiwM5NEd1WRDvsUgurOGcujHN+PuWr92/npbOCm65a4p9+aJnN6yq0O1WixM6gyC/FcC5G1owq7cwQJTVCpvnCy3Lb4dzSFM2OS7dvl55yhmutzn411pb5LgNrtXceB2QgL36Wg7r8nk1nsi7JkMnXBpauE9GONB/7YoNzCz4oF6SLEFlwWfK+y4yy1iIrT1r9jjXhhVQZHSVRLsAaWoclTzxVpNLWi2+eDfnb7+nwC7/j0YpthZnWkoFQKOw87yFrW3/vYpfn1SqjhuytcumaO50yc1vk8K8MH/BhFWh+3/MSDqXAdRSgWehEzPUNi207sEgZiQOFc+Jkk3qHw5SGDn6iBf1EsDrQrBtv8nff0+aW3Q2eOTiBP16jWg9wtq5v44oeV19maFQ8vrZvhtTE/PuPrrBuKmQQ+dkQluyCyFEtK2XKUlMTpjZYeP6wy4UVxf4TDs8dEuyeiZidUHjZFni2AnCoS8vgLgN5VO9T9AUWnncB7NF3pxxo5lOZVJpp9LXAtsxdBJd+zOe+7PMbn20Qatd6pcKxY+JErr/zrbRLrF0Gc8kFKgmzV2Xxgs1Zw+RFsFm2CgU6lUNvPGPywEn4yfd3eeWUx29/yQUZA4pESPrYiWBSD+1CqYcPolkTZhb9s/n3MmfrDOxZX2RhbcpSuYEk21cz0+EIjDCZZBkSl5PlUvZshXvubPLssTYvnpScX1UcOBzY+eXG4eyqixHSTi3I3JN83047fhr6ccKGepN//v1LvOmaKe57coaDJ7us2xpRHSQ4h0/VWFntkeoYz/MJY8Wn72vwtpuW+f63NhE9jzS1z0y+Tfaxc5KTF+yJpgI+e3+VhRWPGJeXjldZWqky2VDsmDREkaYf5pLETh/NQ5wRcKtyRGwu0t42a5k12ZbY21FWJg3972y/HkeXJIkuwO4U253oQnMrZWcNrqzCH99fZTV0rfYWLkLKLLgcMkl5ENFIUEzpVWbuEr7LQC5AvlamZDbrpfzwvE5cS51tNuCQpA5jXso9b+nxhUerLHeUzc5oRSxc+lrYGpXsyou0HGiurfzLmTtXKKNFWqb8vSh9n8dg2GATLMiNEcWuHnmjgudA1Tf4HjiiwT2v0/zYO1ssrPY4cLKNIWV+VfK5+yukKIRSnDjvceych5BDDWhSg+xH3PXGJT58V5/lZUEUa6STsnWdYmrKxdm1KaI/nkAPjpxP2L6xzaZ+m2cOKGZmBI/sU/QGEoS0uwkoyZOHAp59JQClENKh23VRxsV1JLUK7FpvGPc1kzWDo2TmEJR8zhIIpBh1StQIaw/BbudzUOjtXH+vZe+cuZ18S8Ec2DJdo78T+zOZJXaqEV/+VoV9L1bRJe0tRdZUnM39KO86tjZ+uCg1X7bLLkHi+dI/LEbLeyMtUIqNvXKgZ9+nmRed++JJ6uLohFuvinjXa3r83lc8UDEIhRGSAQqnZOHJcltbcTcuAfIRbrdMTsHk2T3K/3OrOLJV3jpn6Lw5pvSbSq5TmgpWOx6IMVY7Po1qyG1X2B3xIOHtrxmgpA3+nz/q8PQhhVKmmLvfHQge3edw09UDDs8Zuu02tVqF0xdcgpOSjQON860XKlxYqHHklQq3X5vwQ3d3mZxY4fGX4X//lRmeeqVOYqwWtdpC4rpZJtMIHAQbxw2+MgTZLgoV11DJ9pn0HIb1KUJkLoO4WGtfBO5RSTK0BYegliPg1iVZkgWassTaTlmeJNnX1hb03YhjpxW/8+UaFzqupRhZYm9R0oEleXJRinqNB7wW0xdh/CL2LnviZctQoqUhzabQKj2qxaW025+sq6f8yLu6PPqiz7F5CUKBUGgh6WctZkpQBJt5rXgusb4dyHMpY0RuH4oC+EgDqcCoofzJl2ihKdwbU7KLUw1RLOkOXISAOFEMQo9Wx2aRPcduKIZKwaTctDvldVcl2eqbIJ2UlISnboFPfqnK735xilqjxpUbXd56c8w1V4fUGyHO5hlBIDXzZ2Na7SrbZ8eYnmrxy59yeeroFKZWpepKfGXHFRdbzElwpfWe3WwgZN4S5rt2vnbg28mtzsieMqNR8re1AMtJnGw8xQhrX4K57Z+no5Jkjf5WJe3tejFhqvm1Tzd4+NmqFYjSam9RWIOlJFcRYK4BOmtkyhqEi0tje8THKEuUEctQX1wjrkoJIJ0qEumgYoc33hjxEx9s89O/5hEmGdUJSYI7tA5HalSyoDP99kxeqBVZkiimJF1EBnZlRgZriUy92GKtzAPXdovAMBbIgcQYlySRhJ7Cc52irCJfeYuVOJt2a+v1baXn9bu6HLkm5be/3mC21eD1lxk6/ZDTFyTjoYtz3a42x50ezwBKStJUs9iEw2fHEUGN6aqk5hgqTj6Hg1HfuajiG6ZQ8yHzfjaW2HXzqaV5NqoEbPFnBHdhD64F9xrmztwTKYcOSuGiZFsN5kGlkjGel3Dv0y5feLhKGLlQyVcrWYxqzqfZXmRnCko6djTYLGQYr1JdV0L2sDYchqWzo1Oocgux2M3YiGx2iURqidJ2Ela1mnLPG/vc93CfbzythlIFSSwUA5FvHlXa0HXE6SlLlyHIzUUffsjcYIY1tORGuf2xHRkuSLHAl6kgkRDH2aqRDQJNEkEYS1xHleqIdHF/pRy6YkplGxC4MQLFro0DZiYHOLpKmkrA4cSCC6sOzolzVVZaIXu2KG65qonylvivfzLG8cVJtowJxoOUIJsfkk9uzbtqlGI4WUkN55K4Tv4ui5fj5GMcshJXNQRxGdDDarLyrD9TFFLJUnCpLgluXaTglVrL2tlLpkhpA8tm1/DlRyscPh9YaSJK7C0z9s4Hf15CgxdgL0CTUferCe9L4nxY8GTLScvFVyYDsy1XHXrjttNHSgvuNNVIaZM/e9dHvOv2LvsO+bRCBSIGYYE0EBJJVg2Y/eZhW9sQ5GYNyJ0155IHl+YSIF+r73MvXKeQ5E8UQymWaFsW60bS3lcnu8dlGSpL8ZVjcB1bMhslLpsmFT/1nha/8gWPh1+uce02h5tuUkxOSpz10xEzjQ6uPssfPuhz8Nw0Z+aqrA8kE5WUIBsrnHfr5DUq5RkgxRgHlc/RGFYa5hOl7M+G/ZJ51nGEuUXWW1g6qTK4R4PLbPKpyicv5eN+y1t6599nzC2HW3K4ToIm5Xe/XOE3Pt/ACAeU1d6IjL1HZpCXpVUpuTPihQ+bjEcbfi9G9UiafsRRGYI7B/NI8ie3DFODlnnSRyO1QmpbTqtUyk++t8fROZff+IIdP2wNakkqXEJhHxgh8qaFUjGWwAaLwiZivh3ICyYXJYelzOQ2VCYtbSpYLFzF9i12DEk+5vqiGqdS7FUmN1tF6NLruzRqHm+/ucflW1c5eq7Jlx6tUDmXsF1onCdfDpi7UOeBR9fTDV2MEWwZs4FivhNCXsVVFGBlqdNheeiaVrKROSXDXk2nVOaaz/KWJea2TywjT+yQwa2Lkafii/3p5ShzS3kxcztrtXcmTY6el3zhoRrdrgvVjL2lQkg54nuvDSjLc0/WJnrKhVZ/lmOkopA19dIjGc5SpjNn81yD5wmgVCGFQxyn1Gsp772jx9ceqXD0fF7uKUFLYhwGZKvOCMsKhC7tk6ZyRi6DHEZ3880zeKUmihLITQZyq/xNkbRyslqbJPtojiphSOXXvRSzlcyGwhJ2DJ7jstL2qfhVZmox03s0u2Y09WlDpZri7N5SYbpaIW15LLcd2j2dZadKjcQlYJfBPNqYQFG/bVmtxPQC1lp/RTdO3ribe+FrwZ07JmJoC44kekrgHmrytGDvkX1mlI3AHSchjDX37aty/3MVOxxcrGHv3PfOpYkclScUQB/V2EWAWf7Bq4G7nOhZA2gKiSKGwCjJlDLDWyfFsrjdZMohHqTceX3EW27tc+arLqEesrgRgkjbrcCVHgadwy1HSsytBCJ/+rLg0ZHDrwGKwvA1HnkB+nyufBFPaHReQiDX4in7ulRUVbwXjS95sm8Yp1nP3dDuwbmFmCuurDEzU8fB3dasVDtf27Mj/t5z8y4r7aDQg5SAO1KnXTS1ZvdQjN7Yi1LX+YfKkyNrgT7yfjG4y26JPbGcpdek69cmc1QuS5IswLTOifJiHn7a5xc/PkZqnJJzogrt7WUriio1FOcX9iL35FXOeW2X0sgyXZYluWwZ8cLzhE/Wn5jPKxnJbGr7LjQ6laTCBpxS2/0vfT/lX3y0zeGzDg89pdBeXLC4FoJQS1Sp+WGonYf2Yf6Umoy9Bdh9l9Y+uWtBXirQymWXNiCNLeMdAXOp8rActDNyLUeJtPz3C1PHCJbbMRfahteM1b72mmu2NZ3jB35vHvg5Y/zvnWikVCuuHVVbquwa/mJG2p/E8PwLXXkRbRko5l6sBbkYBpBSvAq41+jxUXCXZEmJtVXJNbEbJ9n3vObkzJLk1/+kxslzvpUmpZJYt6S9i4D3EkGluMSDLy5B169G4CPqtjAdRJYMo+Sg5GxtCnlipC1Msl64xs6OVEith5pc2OlOOzaG/OT3djh+wuPUqrBt8Vg2T8l3NBOZlZfdJ8OaBomhE7Lmxn57kGcpfGTWpGxKvZtF08UwA1r+54fQM0PAFyR6sTOltR3O2Y81k+M+jz/3ws89+vT+eUdmG4mGkfWE108ben2XJB8IyVAbvurNKpindGOyv1tuMh4FyCiTDwHORZHzEOj5VnaGckBZTu4UdSdlHS6HSZ3UT/mdLzb4k2/VMIHKXBMLbtstTzHre2gNmkKqXNR/eSkGL/18FOqXuoL5Uj4kidHalIslidYMpUqWBNJGF8kfkSqk0EjtkPZS7nnTgAPHO/zSbzlEUgKKvCoqyfR4sQ+FwEoSXWKuV31QvzPIpbAnYhM9OUCHy1a5vbE8XWCkUqD0+/KS+vIKaIz11nuhod5IqUqXKLH/nnPsbAUpBIPIZbIesmFKU/HDUl3y8CIXLF2aTHSp4ZHFFnX53y91aowWWJkRgMuLNHj5NdTZxa5favTPCi0uh65JHlg60m41/o2nPT7+1RqDNCumkrk1aLOWRceOWOOcXIrBWQtou+vBaLvamoCsHLKVb+aa8RFGZ9V6lAGQBZlyuCtEKgRCZ6l7oZCpQQuTaXGNEA6+q/noO7o8vt/jG8/Zwln7uTI9bhRS26CzmC2Zl7maTJobSsD9ziA3OitDEGSNEBZwRSUiZE3HpqjpTvXo1jfl62OvV6nepRSI5xiTCjZMKLZtAKmylrWJRkqSCjbNxuza0KdWNVR8W/aabwSUpjLbKGh4MyAH/uh85ySRdl+V1A4xz2vBdSnyLsCdW25rNLiUa+WJHmHxUcCnhWsi12QrZRZUKpnguAm9EH7uN8c4fs7HuFlQmZUg2IpBM+y3LDa9MpcG9yVf+TqaM6K4mLfNyNtFPytWw+yG5te3kCkF4ViZYqS0O6dpY7W4HM5SEakFeBJpdm6M+Dc/1uLxf+bTGeTepoSs1j/MEviy1Hm/duSbKP7/0iAX5dPJ/52sWEWUcAPDJvRU5/s8YVvXiobkzE2iPENldCOtVAubFc3KAyoePH0YEpOyaQbC2OCs9qcJEw/Xm2dm8iRb1qXMr2rqFYPvKvqhRxzbhtahJmSoDbXdJSvfAz1OFGHsMIgkQihiISG19lOJxLPA89XBLUtWoFSlrewKKaIzAF/a7y6/XCcmTjW/8rk6zx0KrOc98hIZe9thmqMVg8O69DJzy7X6u/Rn3/bI8VEGNaOMVTBYIftMSYu/yktLtLS7pgkhEVoihXVVtFRo43DD5TE/9X1t/vOnJVEqQCjI2Fwbl1CLok5F5j5+KXFTDjqFMMXGxvnqNXL2kqEfXlyncnxhgRwnEMUwiA1hLIiyzcwSbfddHTL6cApvmkmSMIUw0lS8hEpFc/K8y6bJkMu2z3L9ngnavQTnJ3/07ShnjH7zSZ55aj+ff8Lj6SMVNkzF7FnX50N3dlg37ZAkqticc/jKapRNPqzdPhCdvgd4BavLbOuJHOJDDf6dmbvsd1+kv4tET1malCWK1d1OJeGbT/r89mcbtPruMGMpHZA2CeUJU8wUyZ2TYQZzVKrknSsj/ndpdRrxxOEi1JfrT0YKUmCkWq+QKdl+OkYItMhcFCEwIgs2i59LK09yFhcSoRUidRHC0Ag0P/7+Ls+87HHfEwqqMUPTXpJKhzCrGxHCZNWBQz0txNAuFMI6JcXn15a1hRFDCzEHeeZni9IFsBWShiSBQWRoh4JmX9KLBaGGKO/dLHS6yVYw+wtNqlk/1ueH3r3CznWadZPw7BGXZw5IalPvYOdVN7LS7OBUA8V4Q/LECZf/+oUpDp+aYKYueekwfLHd4ujZ83zPG/r///beO8yyqzrz/u198o2Vq7q7OgdJ3S21ckBCCCSiRQYzfpzGzNjjAOMZD2PM4DgzNmEY2zgAHoOxAYsBBBYiGSSUQRGh2GpJrc45VLp14zln7++PfdK9VQJsAwLPd57ndt26VV3nhnev8+53rfUuVJyDGwz/K/uwfVOMZ4OKJaHlYNsevltGxZJ2x+7L1GVS0ICKIgtAysZkpLNhBmmKVEk0H4jcVpQldKQVIxPrNcsJeXK/zQevr/LMrJvz7uQmhEyUkzRbmnfsPCslWQbcS5scBiL2wEV+uUMvdyto40qbgWBaiUQ2TLVxmXBZmdSJS5SQWaZTCW0CUM9m/XDIr7xhkf3HbXYfEWinqKwIImWZJFCWlc3pSap6CGmib1FOFJk2niZ6klcsDfClXvra07em2RMcawjaKgIdoaMQS8UEjmLLppBKEJt2tmTVC63QSvHqK5pc+3yH+Zkp2h2Xy85ocv+mFv64zWKnRKwj7MU2OC6cmpOInsvzNjusGpWsGA+J7EXe93+H+NBXJvJPsmBwMVKPufayLmVfoZPVODmsuercNq4oZ/MN+zqlyS9XxYYBWaQlYikdSaN1Vhm4jERo7keJ7h3hehHHG4I//EiNz99WNrzbKkTvJKnjCXKfwaJiUpQ1n00epPCVZRYCxYWQaMKF6F0EcuJo3FdWmtOWYvo+5+Z9CSBViOLCSuiKNjJibJyeHBnz6he0WegI3v6nFifmBfgii8JaQqgtOgn9kORAF9neol8+HOTkIgG5GNgoZtq2MCW3Ugii2NSeTK9ocvUFp1k10iWKQCtN2de84nk9RutmDmshPYMUisWO4r1/P0LcG2XFiM2q8RqOc5rxISgFkfG82XPMZagTHD8x69106fbJF29e2WRqrEut2uCxg10sb4hABtiZ4UfeN9iJ4NNfz1ejQFP2Y+7ZGfGisz0mhpykMD5XS5CFD14WefgATRl4rBi1i+n41N8kBbfZbBpvwR6KL91d4pYHSmhpg502MjggjCzoCFP+6xQAnXaJL1fzXUzwSIpgzwm4yD/p73jk6kDOuYvSWXFDJRNgi5QeKmO4k0XyOAG2ksTp7PjYRPJYWAhhuHgUOXi25poLu/zEZU3+/qsWvUiCHSWvyPT99NJNZ5rC1xT2UUkkB+L0EYEpkxWGIwulUSmP1/mCFpk6JZCOMW7dtDbiqgt7nLfZouz7yd8ziaJOt8zJ06C1kTWN1Gh8bXpxh+PzmsefaTPku4zWbF5w4UoumdA3Ta+Lj+tOiPW3f/0XXHPNRfPVkpi3nO5PzTQO0FMtvnC34rqvjyBViYmSYMTXDHuamgt1B2qOoO7BUAmGyzBa0UzWYLwqKVkOlnCxpNVn5JPeiuO3+3h330ZSF+q48+KpYpVgWjhlFyiKnRhnxjLmi9/w+R9/XWPfMc+k46UD0k2KqkxSJ7C06dhJCrqczDGp39Szb/hsseAsK0lI08gy8/MQMjfql33383LhNMsrBh/rk1OL3+u+xbZUydF9v5Nt7tLmhoRbj1QjztwUcuikxe4DxsU1dwiSaJE0w0VKYQAAS9BJREFUuKXltQVFKKUrGSMbyETmV63+PtXc38QU4XmuZKhms3rSZazm0e4GzDUCFpo+802fRtOn1fFpd33aHZ9mJ/m+49Huegg8Lj4zZHSozWxL47tNNqydRtpDv/H0U3vv23TmS0ztzLGTIb4vePqA4tuPeUhR4vScZNSVlCvFcYHkY7pV4XKRVNw5tuniqZVNJ08vgjCpFLOyxW+EVVFIeRspLu/WX14aVAMbyiLw0yIqs7l0nZh9pyUfvaHMU3t8KKcJnfRmYQmSVrTBPsvBW+oFk1IskSlsxWIrih+w6P+wv1soXxK5M9oi+ihKGsmzns0keotk0xknNRxCJ5xc64SmWAihs0gupCbsKc5YH/JvX73IA4+57D+VvGCSy5gSxNKiqwS5ilLI1aZh2TKROy7ycUwFrdDaWEckayfz15GmeM+xBa5taOzR0y7tjqTkm88vrTkSpNSMzN0r9V2RUlPyqly4KWTNmEWz1WN0PKbsh/i2MeOxAa66dDuuW2LTioga+zl4zGfNSEwUKeLEMy7NFkUxmedgxqtFMgfHMX7hJd/Csc2YwUGjzZTL5dYT6Y1laEoxc1nMVParJTKTB0NsK2R2Ef7suip3PBRAYBX0bqN5C2G65N2kFc0uZFH7uXeh62hZqpI2OuRfs1C2BP3LAFvnW5qlTcgDiZ8U7ApUct4U5CLRxWW60RSYjWUSzeNk7LYQZsNp6rIVoqV5wbld3vrTDf7n30jm2nl9YfoaIiy6GRdP0uspcCV59aGAOFGA0uSQSr7KIgZ0TlVSfPRCaLYkaIduKE1Xj20Ca0q8Y5WO9xaJV08ScON0zLdm77Ee5wab2XDWuTRb7Rzga1dPUqlN3bz/6a+8Z3rSf/vEsKbbszkxK+j0VFK3W7TaUmakG/mlx4zoS3zDPQvPTcw7Zf/8xHQ15zYReY232WQurem2ByN3n+Yd5Tcromsp/urzFT7yuQqLcdodX4jeUuJIsvk6tizq3oP9lnlEGuTjhRW7rMLyPVDwJYR8CbizSE5SsETGw2WqjSuBFnlUFyKN5hIhTFZTJJtOVYziwiaKNGVX8YuvX+TErOTP/96irZIXomWWSo20ZeRDDSIuXpnSxZ23qWXdOyJxns0KxwqLmFz2i5SmG4LVNVvXKLKS8Y4yyz+oBMjdUNLuCrohxlpaG4nx1FxEqx3jBT6Hjs6+Z/2GLTfv3X8MSPzO3/Xu/83mdSJcaISbxoea105PHeWJQzYoj6GKRbUsqJRM+1n6RKVMPMMdaUDtCjzXym+OwHVJBq6mdrdkvt15Y3CRbxd6LPt6KYsbyv76bjstgbUipBvz2B6HP/rbOgdPeqZTI43cwgHLwpYCT5KN33asAsgly3Lv3GEp58+ZMaSA3N55gHcnlXLF7/s4eHHRpO2TQvTx8KV+K8Wkk86L3pLf7R8jmKooxfY0nUvfwqyewFGMD8V88zGHE6cszEjNIuOWJqNIaktn/pjMa//66Fm23y6oTim9X/JeiLQi0Pz94sx6E51NArEbChpNyel5zdxCTKOlaHeS5ge3wT1PtSmVKkwN6b//+m133P3aV70ij+AAz3/Bywn8gNu/eSufvHEGV7icuUYzPhxTDszEq7lFyaNPC5ptcB2Zf8iFwauOY4zx3aTUw06GQhU7YfrmSha75AsqST8XTysDl6k1SVPxbsRje21+9d1DPPaMh3YHeHdCTdJqQSd9HoJlZMFUxmTpzJ3kCgSDwBPpR72sVp4CajBrmdVaFBM8hfoemYS9tBqvr24l4d5S5MkglSyqWBgNJE7BLQxvFirl4wl9wUb0NNs3RnzgN2f5xXfBY3sC012ucpBrbHrInKokaX2hRcK1E96t+qN6TpeMn3iswVJJSj7WRELTk8q8fCWJnXzfZlt50JESwihmz5Ee84sKP5njOjZkc8b6Ej83MUt1Yg3n7XgR3V6b3//td/YDfDGcQjsBx06PMVqqcs4mwdhQh5FaSLXcphu3OTLnsP/ECCVHUHKEsY9IppzZdrJxyMzK88FPeS13MZHTv5ns8zkpduhYaVo+r/GWiRRoyQgpYxw3ogl86PNlHt4VENupYrIcNSGbDryk4flZN5rLR1KRbkLoB/GzHd+JsmRUhCLo04xfwlcTnVwJc9kXCV1JaYtIUvapcqKE2XDGKo/2BmyGj8dJhI9jjS00554Z8suvbvJb73dYDJMduM5vWgu6yTgTIXRmIJTrozmlM1Fbo4QBvkyej1I6y25HsREXRJgXmEVxGjBNm6RxwdKUA826FR2ePtbg8SMOcehR9zUzzZCZRYsNKypcelGdrZuG6Xb87H3NAF4JPFy3/Mz5Z3p7VFtsODi7yLrpkInRBjd/W3HLQwFP7auwuq6pjRqJx3MtHEdgy4IZfmHwqlOYl2MVwJ4ZZg56mMhBlSROHi9WBhZpipmC1laaj95Y4fpbynSzvsq0DNZE7zShU/Q4Kfrd9VvHDSgnxQ1nRgWWAXvGSfMHvhceXjQlLUb0/g57Xdi0mU2WTECfbjpNxFaJZp1EcWG0j5STx8JY+MTJsjK2ygbkjtC84YVtdh2w+ejnqzRDDMgLr0Jh00lUFpGUxubtboWEUJrOT8x/4vT9U0agSN/zENCoPHVv5e2OtiVwHLOwPFdTLUt+9TUhTxya4+aHA255YAjpSraOLjLfLbHvRGnPBVbpmUjl7UZWeudP/+R9/NufunBPreqMP/Lk4pV7D3bZON3haw/2+OPrR5g5XWd6yGJySFCrOJQDi3IgCTyB5xq6m/Jts/rM+D43mzCs81mUSed02iGd2wGkjq8qS+BkIM94eL6hdJ2QVqj5my+V+aOP1Dkx5yZ2x04OcstGJrzbTzeWQpvkTtofWrgM9hnrZ7d+7Trzd7FyTilkytFFtgCybpUlnLxQzzKg0PQpNglxzazhZPFKopdw3uJjclC6lDq70iQEuk/STBOS9WrM+Vu7NFqSnXtsU5Q1wMl1QRBMNfK8grJw3uV4Ofn8olx1yiO4Sszxo1gZtS5NGCHRWuJYDlvXwDXnL9CKupycDbhgPaxds4pSff1fPvH0ng9fcO4FSyM4QDscIST4yra1/ivXjHR33Pmo4sa7xlhb91g1DMNVi3rVplaxKAeCwDXgFKJYhC4yupHNqczAXfC7kHn0tgZBXfAO7G9YKPqahFhezI23BrzrIzWOzyWrLO3OSaJ3Kgl6Ke8eGL1dtIIYrP0evL9EJsw+rAFlYTBsLxPGiw7FeZlsQRJED0iFhcpCZWqsTUQ3LWBKGOnO9PuazRoimY4mBEJJBBqVRHIRaxRGVSGlKmh6Xc1UPeSdb15gpiG57iuJU6olCk0QEGHRyUqCiyNSUhjnhvu5hXJCY+L8MeLk6iQhlnm9N4AUMZZlvOajyCKKJb0oYKFps3Is4OdeOEfZaXD3k1U2t/2HX7Wt+pVms933PlvFb/76w3/Lmo0TB0/Ndy+64+H2ebv2+Kwe9lk/aTE+bDM65DBSk4zUYKiiqJViSoHCcwoWxyI3BFpuNmU63cxJJwwnkduxBzt0+hWT1EMwdaRy/Yhnjtq8+2/rPPRkOuLPybm3tEltj32ZOnIl83VS0/yUhxfm/PSrJP3KSfa9GHw8vS9J53vKRFHJlBEhChF9mYVUrFCUeWTNVAiRfuj5432LLtPi85qR1IOwGE2LMnfWMlb8mdnrUq/FBH7MPY84zM4X+/byJ6kQqL5Inv9TXNPFWaEpP++L+EJk3V/G0k3T6WraXW2mP4SKMFSEoXHDanVs5hZd2t0Sm1cq1k/HuL715ePHnvzLn/zJX+oDeF8EB6jVNyGEZP2UxZkrm1QDgUIipSDwNNVSTCWIKPkRvhsjpabbs5hvujTblsloiSLvLg5/KgyB6pt4Fidad7wsuC0ZZX2VlmUsH/YctfndD9a57cFSAdzFzaWFlWwqM3eqdGObRe9+uW655E4GvmWSPRSBlW42Kf5s4LI9GMULX7VOP+hcScmie6JGiIR7C1F4LNOfSbKYuR9grCSplJGqKobGyIwXg5XfT15XjCbqaK46t8d//5V5fueDgr3HAWfgBUjbTJMoXL/yGFzYeGZgTilU2iCh+xaoFoaStDqahRZ0QhMoPUdT8hSLvqLUkgSelTRmSEpelTXTZc48YzOqwL2fFeA/+8YXIKTdO/DkQU4cO47A5vRcnV7oUA4iapUetXKXeqWN43RZaGoWWyXmFkcJIweNoQFpj+USQGcTz+I+cA9mKIvgzuwerBDXidh/SvJ7f1Xj+q+X6YmkKz7dVA6k4vOpDDpvZsja5JZuNPulwqVSoKQQbSkEtQzYOdCLhPRZQV7IZA5aR2Q0RRQG6WLkwnTD2Zc1VCmIVXI/jZ6JdIjMAVdUVlSqp1t5Y3FkgPWGqzvEep7f+cAQB06KZNNZBLkgUjIDuerrAhL0kw5B6oNopoUYNSWzFREgkwGcM6Gi0Y2ZX7TxLclYCeqBolZSlP2YTiQ4sqjoxTHnq7W85JXX9MIwWvL+LgF4fWQIGPnNe/efedYnb5x5wbDV4dKtNtvW95gcWWSo1kCJFo/v0zxx2OH6W2u4ssxlGyXTk5LAU1huQtuKdltWOhc+nQmfgDtTR1QfwJcDt2NHHDgl+a2/qPO5Wyr0pJNNYcgjeN487CWfh11UTkSxHa2gzy/Tf7mkVQ366UAB+P2KSv9ma+BOH7AzbXzgpgbBm91y7m2ymIWfp6BN60eSqG+iujSEQsh04B2pp/cS6pJAM4w0DiFvuqaFLeEdfzHEgVOYmd/FQ9hEWLQwnomZ7YVVGBmZzkEReeSWSieWdOaNsG2B71qctQF+bdtJXHeO62+3eOKwz+N7KpxoeoyVBVM1zVnrLF73oh7TUzGjqyZuLw2t+s1ee+G7A1yIUT7+qa81PGpPrauXrxgpC2t6PGZ8ZJ6F7jyf+5rm/qfrPH2gQqftMV7RTAyn3Mg4ywoKA6IyL7lkLmXfwNXcs1v2pd9TOpIUUFkhlh1ybE7yzg/U+NzXy/Ss1GqtcBPJpjLTu3XmhJsZDMnlu3SK3DfNuPUDW/T/7gCwU05bjOR9kX256E2BnvTVnOhCXbjuS+xooTOJUBXqPvJm5RT0EqFUstiSqK5lLuWRDCQA4r7OYhPJsz8caWytef3VbSIlePufD3FsLnlRKSNIFkqMMfdUCKK01NdKp0Gkhdb5e5JVlibrxRKCwLNwHUGnNcJw2eU3XrdIO2yx62CDB3Y73PytYY41AmonNWOHSlTL5XhTZeyp8OTXGuu2vPS7Azy56hCH7V+9eHv9oona/Lm2M8un7+hx07eGOHq6TMm2GClr6nVNrSQYria8SJJVefUNYbVM5HYzgEf5ANZBYFsKKaIsisskeitH8+Evlbn+axV6dqFxoUBNhEwVE0NNnELELiZy+kcTLgd40c/F+1rUlkn4iJyEDKaq88gxEL3T79Morp+drmQJnzRKSzKXg2JfZHb+QvtYyslz6mSAjSo+pwLwSLl5vkMQQmNHEW98cZOn9lm856N1Y6KZIjNdHNpGSZsOgkgIIgRekr1UVs7P8/k9aWly0pKHsb9odWyOnPLohpLZ+YBqucdZq7ucu7HNtRfNcNNDHnd+u859TwR45dqja9a3f3VspLRsEFkW4D/9ky/hzts+E6sV0/qZZx7n5rsk9z82xophm5VrkgSOBN+VlAJJtWxTDiS+qwsJnpSSaFwnwnWM5W0O8MhsLK0oSfDERhZK7xecqISjuemegE/dlCZy0iROvzG/XeDdqStsn+VzoTOn2Ei8lHsPUpTvFL1FfyQvZHie1Tq5ELm1KHxlKbhVgZr0jftW+TAmswHt34SScnAMNSF5jrEWSYtace+QpNoLgE43n0Y+NIcrQt704hYP7HL42j2l3KIwc/RRSSOpmQ8UK0lPCsIE5HnBlVnVmeKWVKiGkabbUyy2NFJKothlsW0TNDzsk2VsS1Mphbzx8gYrhlt842EYn1qld+7pxT932Wu+d4ADrNpwGc1W51Mf+dxTW3RntvzyCyyqJfOKFpqKKNZ4roncpUBQ9gUlX+G5GsdRuI7KQO06MZ5j7Ipd23gDOnaUl7oKQ1GESOpQRAJ2O0Y6mi9+I+A3/7zOE/uKjQvF1jMzpNVPwV3YWObG9YMJnH5wi+zr0izl8k5WhcdZ5vcyrH8Hf/AEoRnIs/vFzGV+n4GNZVonLdIUfkJZyPolE7BrmTQQGxNMsq/9Edyg3sqebx7JE5080mxfH/LHvz7Pf5Xw5W+UEgSlZYYxiAi0CTha2ITaJtaSUAtCJSjrZKucmGvmZdPGytySCiGiZA6opNk2lalRDAuLGikcKqWA8eEeb35ltbntgvM/ZTvBs8G4XwcvHu//kz/mNa96yYNb19f/3Viwt751g+bMdS38oMPMvIPruAxXbWplQa0E5UAReBrfVfieKc7y3Rjfi/GdCM/t4XnGld9zezhOF8fu4dg9k7SxokKNidl0Sldz410B7/jLOjv3Jf7dljMQvW2sBNyeMKNUnFSHT/ssZa7NS9GfrSzOYuzr0Mnmcg527KSPFTt1illM+r7KgQjfH+37OXrx62C9y+BVo6iRp/cLicH+DCf5uczPlu4P+r/mfyg/R7IIlGByNGLHlpCDxy2e2ptAKKMpCnQMOgIVgY7RShFpCJHEuuAXU7g6FssdYmU2uGGsCSNASKI45vEDizy6N+L4aTh8CtZvvOTY3Nziz27ddlH4bDh+1ggOMLH6TBYXF3j66Qe4ePVh7nki4s5v1xktweSoZLSuCDxDQ9L6EsdReG6Ml0RtzwnxvB6+28Vze/heF9/tYjmhuRTKQiGGAh2bxAMW3HhXwH/7yzqP7/XAtfqjdqqYJGqJJ3Xia2IAa4u8mCrl31n3UEHTTmtOMllQ5htLKZbj26IvgssBMOZfcy1l2QCe1p6InJMvyWZqIwumNg2iUI+SR3ATtVXCxZVMor7SBZqdPMFksGW6+czy9eS9lXGBe5vIbSW/k34PoqfYvj7ij35tAQ186a5S+iQhEoW0dvrG2GC7RI5H0/GItXHXkpgurvSzITEE6oaJ+taOCdyYOHaYGoOXXhJxx6Nt7nss4PUvqHHuOaupVmvfCcLfGeAdsbILC788PT3+mQ/8w9Hy3PwIvl1mxZjF9GTISK1HtRQRxYJOz0IpgWMrvISaeG6E7/UIvC6B36YUtJldiPjM7Q63PVTGcdNrtEbFmku3d/mFV7awHPjKHT7v+PMaO/e5pmhbpreiE6zAE2n0ZhlqUgB31lzxbAmeAs+WS7n48l31udbc97Mscg9E2AKw0/KG1AZQph4oggIdSTXwfn1cFbpo0t8ryomqQOpFepK4uNgScJPsWPuXXi4Viuy/kdaWm+pAU2J79vqQ97x1Aa3hH28PsFzNz7+6zWXbuqg4lwgdR3Dbwz5fvLfK7FyZtl9C4WTqjnnPzXl1Mq++HZomh0qgaHV6aGyGKjVefJ7F+RvnUN4ZTWVZvzw6PtH9ZwN88+gpVVu39v4ngxcv/OMtx8pnrxesmdJMjTYZG2oyXG/w9KGYiu+h9Ci90MayNK4dmyjuhgRul3LQIlYtPvZVm+tvG+WBJyrMdzwz81DHoEJ01OOrd3U5eNyiVtF87MaAnXtcs2uUxdpuMzlMSGNznPJuu5jQKRZRZbQir/1eOk2ZZaLyoHNsYbMp+8Gecvc0Jf/dpq1l8U3n7De1FEl6gjPApnQ5rbMm8SUZlBBVyrsTNqEG1BVkIUwXebgoRHPy98GMGkllQ2MmJJQ0cyuFIkZBqNm2LuRdb2lw1tqYelXx5tc2mawoVOQSRw4KgRSKn7iiyZte1OL628pcf8cIjW6VWTykEFmWOf28upGgrTuUKj0eOVBitOxwfD7kyCmLNRMlNq8NeP41L14ol9fdf/DwouI7HN8R4I6/AsezT2m1/w2v/Yltt508eqdTq4S4QYt7n9bc+nCZ4ycddqy1OX+zz0hN4btGHfGcEN/rUi61CHWT932yxF/9wxgNXUZbHlaQaLAK4qgDGk7MR9z1sMuW1RG7D9qGbySm7QbYOchtaew8TPlr3n6WvklpM0MfuCXPkprvV0mWK7zKNfJChjD7fZFF7jyaFzaaBdqSAXyg2CptylXKPMcsJU9h6lq6KFJqktRlKwXGh0QnwDaLLt2AZsezgTxZYgJJMRcYk8uGaVmtEKCUQgqFVjFEmi1rIjatidiyOmKiGqNDl063RLfnEcemwcK2I67Y3uPi7Q02TYf8r+sUc50h5oVr/Ngt85ocWzA+ZHH+Novtm7ocPr3IbQ87PL6vhOi5NI/EbDrrsrDbjd8wOVY7BcvLg98TwOtVh/se28vw8OrDjUPtPR+/ddcZuw+dpNUdYazsU3UEEzVBHLostGzqlS5SqoSe9KiWWvRUi/dcV+FDN0zRkRVKrkXV0fiWeWs7SnCq7RFGbV50cZs/+405KnVNGAs+emPVvMVSZpE7rTHxhYncbmL1sATcqe79bLRkudpuuTR6yyJgB5SWrFR24KqwxKtQ5Dp5Bu5iJE8j+IDIIdKvGaBJfFCKjQ7mb6fZw4yiKNGP40FcA7pwMvOczP04e2ZGJjTpfStP7SeuWRYSLMUnvhDwPz5Yo1LX/NlvzHHVDmh3AxYWK4SRqRux7RjP7VHyPX7l1U1seYJ3f0Iw3xlmQdoEtqCkzOdWLUukrtFuBpyxos2561uM1E+y0NTMNqbZeu7aPWMrJg/3Wk/ilc/8jgC3+C7HL/7ab7Bw6OH5lSPew5N1/QtPPn2AUb/MmSsdVo9ZrBizmRy1Ga0pauWIaqlHudSlXmnRiZq8/9MBH/rCCnpWldHAYtxXjPiaeqCp+5q6Z6x+z9syz5++ZZZN05qhUkyjKfjS3YGZwGAlfibSQVgSXxo/kxTcTiGpY6eeJt8DuPPxGcXHi2pJsVKwOMA2760cVFSKmnkeyYvgTkl4Mb0ycBQUllwtSR4b3PSS+/6lSkqaRU2gn4zWHjiTTjl8YRWmf6NQgdh3/kTSM8k8k4EOY82ffbrKNx8rM9Pyuf/JEltWK0p2jWOnh2i2Xbo9hyhODFxjC0taXHhmF9/t8NBuh0bPw7NFMs3PdIMpZdHqOsw1POYaJQQusws9FvWVLLRXv+7xnQcfOXPzCH/wP//8nx/BAS7etpb5xSa1cunogdPqznM3Pfn8dWNdqmVJo2UjpWS4phiqhZSDEN8LKftdauUm7/2/Ln9xwxQ9WU3Mg2IqrplTHnjGYsJ3Lc7eFPP6F9msHKnTbnWwSi3OWhdx3uaQe3cGpsY1ccaxZe5n4siEomScuz9yD8qASyL3MhWC/dWC/fJccapcJgf2yYWpCiOystZi1M7a0DBqWoo0QS4tZsCXZPUlaSWhQC9JABVdsbJ0PtrYSaBBGbXCFIoXejoT9UrLVM5JdrmQlHRZAyWuJorHSiGlsdOWtuDbTzjs3OeA7aL9EvuOu7z74zXedIVD4FcIPEXJM6W3Jd+mFxig16uC//DqeRY6p3jXdQELTkDZEfgdzcKiQoqQMNIcPy1oduBbT1S4YFuVF129+c5V6y85GoVNpFv5bvD97hEc4N1/9Edce+1PzIwPVRuVUvSTrc4uml1NFHlMDGumRnqM1LtUyz0qpS7VcpOH9vT448+McWRhmBVVyVgStWslQbUkqZclwzWHyVGHczZaTI3KzDnWcUNq1YhvP+Hx7SdL4LkgXaS0CNLonURwO63xlum4wXyC23Kd8mld9rLFVQUung/dKkb1HMzm70rzs8IEumzQrVWQIYuBs9BnmTYwpJYQaUTvi9zLRW1Z2AfIfCH2h/7CPqBYyqoLv5AV+YklV5PB6J372YAxaVL4fsTXHrD45D9W6VLC9sqMlS0qwqbd8cyCiC2ixLBHKZlbsClB2ddMjXR4ZA8cOF3GkhYWxn8njs1nWKtoLGeRmcUFtm+7hLGJzW87cmT/XStWrv9eoPvdI3h6VIZXEwT1+1etWbjhsb2HXvPQI4e46AxYu6LNmqnTuG5It+tRKfVotDt88HNVnjg4zETVYixQ1ANFJRBUA0E5sKiULKplm5Ea+J4ZBBqGFnFsg7bYf8Ri9xE7MQo0EqFpXtBZKj5L5hTA/WyR23qWLGXfRrEPTP2bSSkGEhSFZI5VoC7puYu0QikDptRLRiWTDFIrYNJFl2Esh6UoRHLTPZ9sQK1C1aFK2LMsZEJJNp+i0DspyDxUtDYBO41wBnh6yeducJ5wcKWRscSSFkpbqEiyaaVizSrFYwcsbEtQsjSeo+n2Ik7PCZSyCSOLMEysIFTuMW9Zik2rQt76+jne9qEqjVYNRwpONCO8eVjXk6wYs7hwC/i1DZx11sYbNm5ec3/cnf9eYfu9A/ysTSvQ4f79a1de+Os7dz5peVvbrzxr7RzSPsknb7MZCcpcdJbFaL3FnuOap45W8W2PsZJK6ngF1UBSKUnKJZtqyaJWhnpZUfIjXFvlVrtoHnra5v6nPEPKpI0tBIHQfYY9SyJ3EdxZxO6X9/rS7NBHQZYma4p0pSALFm8yB7edRO70vFmglKbWIo3aad+h0vlGTglhxuzJQvRNlBSZpeKNUiIL1CRL9SeZorxuPBUVjdqiC687r3tJwa6xtEoek8t8+ok2ntT5p1OVuz2bC7Z0OGdzj8f264w69SIzL6fRisyi07aZFqJE35VLSk2lFLFxcp7pkSZPNMqMlC0u3CqoVRrc85jNo3sr+P4o52xf/QWrfuWvP/j4kQMXbF/z/Qc4gHDWsvPRbx248tILHzu6d/aVt963h288HuBbNc7d6NHqNInimDseCdh9tMZUXTOcgrskqZYsKiWbSklSLQtqZUW1HFMOTNbTTg00bTOiuR0aZyohLWPWY+V0JDPssQo2EMvSkQKgiyAnBW2etk6u9mS6HvTThYGIX0zTp43L+ZRekq4TEi+9JIIrTRiZWh6tdR/VSEumU1klLdYyDlH9jRC59XKuNWrRr60bJ9YkcidVfDp5/WkEzzOnEqvoITcQxk2TglFEImHcfqPYxncFvhVDHBErTTeWdEIDcLdlKkMBlLaTAQpWdgopNa5dZt1EhyvO6fDkoZiyK1lR9dmxRXD1eae5+YEW872LWbfxwsdmDj1w4LLLLvqnQPafBnCAsfEJcKbfM17+5oZ/uH38TVVHc95mn81rYiaG2zx9NOYzdwzjS4exsgF3rWzAXS3ZCTUxrW+1cky1FFL2ewReiO8a7fzBpwR//7UKCA8sB1dK4wKbce8ka2mlxkJLO+H7hob2gby/+EkMAHnZDze5k1cO5pvPTG1Jn0tmk5GfW2uNFZmR1ZEyFXNRnAzcFSLJsAq0lS6zBOMiz1Bmxj+FTWWKlL5Uf6qMFJvHdPr8k79TWDRWCvQ0mlsKnciG5vn0+4NHUaKiRDY96eI5IT/9kjbfeqbBw/sCFmyfcihxuyppSFdAlBj022iVgBxzRbAtTa1c4XVXzHHXI4ucmB9i596IXuizY/MY550p2Hli4lPnnbfjPfv2HfinwvV722QWj//1vj/hf759bbcyVfnyE49ELzhjdXvNhjUt1q5YpFqe57PfkNz20Cgrq5KJGgxXJLWKTb3qUK2YLGWtrKiVY2rlkEqpZ25Bm2qlSSza/NXnAq67aRT8ErbtUrahbGt8WydJgaXgzsGV2vMWN5j5ePE+Dj4YzVlKWYr2YsUR5TIZfWJZxhPGsUznnLGpM2Y1rm3avkwBmqElx2ci5hsRvdC4O6V8OO+kKSzCNDs6KGUWE1YDnD9fqIm9Q8G0J79B0bkWLQrTuXNQ5yu+8J0oboLN5WLT+h6L7Zj7H/ZYjDykZUqX0/qSTD1KN9jIRLHJ2+mmhkNmW13u312i15O0uj1mFhxq1ZV3dYJNb/zmAw8tvvrFz/snA/yfHMEBvNE3c+TAg603vWFz7/984hN84QH4qRcZt/4P3DDKVMVhRV0xVJHUq7axmihJqmVFpaSolmLKQUg1MKpLpdShWm5hWy2uv0Pysa8PQRBgOS4lC8pp9JbGZ8UpbChTINtWvskrVgqmSshg2rx4Gc8+gCxaF77JZes8K1mUDQtKjZ0sPMdJrjSOTsqGFfVKSOB3ufVhm5lZm3opWQSWwHH6mYExxzQNwlqmczGL0bvwu8X76fOj0ClEMsSpCN/CxlkmHFxqU+WancOS6EQ67CMtgqQAK7e8tpoxP/uiDjufOc2nb7WYa9cQSRJJZXsORRybRR4rULGF1kaKlFYJ14l5y6uP88yxBnQrvOHKRU62xzn7vJf1hJCtKy9Z2q3zAwM4gFXahFDqvo3rX3hZ1fpGsGLoOH/15RJDbsDaEcVozciAQ1WbejXh26WIShBTKYWUgx4lv0sl6FCvNXGsJtfdIvmdD49yvFFD+gFlS1B1tNmZJ+ZB7qAUmHFusYSi5IpGHrlT/GYzFpOPLy1wSpOJRYAUkZQCPd9o9jt62ZbGtTWeo/BcReDFlPyQlWNNlFzg2OIQJ2ZrCBQlT6Pc5DxOvgiNA5TRqNPRJX0oS1akEKk+Te7im77GbDMnMoqTLdbCfsQ0MAuzydQCLVUGdCxpGp/Jtff0qqB1HtERMFzRvPuXFpASPnkznF6sEmmLUGnCWBHGybjAKCaKjLFPrGyUttC4CKr4bsSrLl7kwzeUeXDXKv7N6y5r7zh/7X1iSUHYDwHgk2M1ut3OO9/w6iv1Y/fv+s+P7NrtHzk2wVkrBRN149w/XLMZrkK9ElErRwbYfkgp6JlkUKVNpdTi1GKHr9zr8HsfHuPEYh3b9ynZgpqjKdkG3K61fOQ2CoroU076ariLUTzFhyar21BpE4rOf5bNdswGP4m8CpAClSnQhHQqRNrR5DqmJj7wIspBj0qpg9doEcdlFjqCRldk4BRJAVVmT6EEVjo+TyWRlQLGl2x48ypIkVICowkmcydFtqDTIy8dNhtPE7E1Wpuvph1No7VKHmNZmlMc2lorCf7w3zWwheYf7+5xeKFGx/doRRb1SNENNZ2ephvGdENFL9REkU0UW0SxR6xGWD1qsWJskY44o7Ni7Qv+tNXxf7tSCfjnHv9sgAN4nq9OH/zE77ul4fDgye2/dc7aBddzJL5nMVSVjNQ1I1VjNVEthVRKHYYqhpL4XpvTCz1uu0fwD7fXuenhIWaaVRzfoeJAxTaR200AntnBDQI5TctbOaDtwaRLwp3JVA2jaESJhJZOQkgPnSBAFihBniRJEZYDvTiSPDU4cm3T0eS7Eb4b4Tk9LCsCFdOONK3QFBiZPYTAinX2mpRlrBx0EsV1YYEtlwDKxzCmz9+0maWz7aPIzJ3U6WYzaQpXUiAtnUyDEP0UhbRpWGY/t5TxIM/no4pcblRmrHg1sPn9X2hz1QVdPnv7It98fIijsxXmHIeyJ00vb09T62o6YUgYKqLYIQwt5hs+ri249opqb6Y3+t6/+8ytf/j2t7z+O1YL/kABDvC1b9Z6I0Nr3z08YvVOzjzx3wMPWa9YTI7ETI52Gal1GKm1GBtqYjsdDh6POT4f8fQRyfW317h3Z5VjMxWk61AtS8O5bcO5vYRvu3ZSCmsNRug8oZNu+PoAnmQYjaIhkMmlTmuIpEJrRU+rxAsvURxEGrzS8Xj5pN0i4V0CbpFG8bTZWmc2GY4dYdkRUpgReL1Y04mF6ViJwYk1UWykxthKxpPonDvrAXqSnbvPe0ZnNAVtJgcbKiDohWYKgkr+b961pDPtXRsHt76rRVaKK5NJyjJ5bkoQ24UJb8lk5Si2CCObUuDw2su7XL51kft2NfnsbWWePhIw1/E5eCzgiOUwUpWMtzXtTkwUm3e0F8G6lUpNTqz672eNbvzjTvt071+Kz38xwH/qTa/iy1+9sb196+obpqf4g8cffgDXrrBxVYvRoTlqlQWOz4d89isO3djm7kcqHD/hcKrtcWTOx7Uc6jWBb5FJgY5lFAg3Mcx3MnCLgY74YvYwTZ+LZNMpCgA3Fs+pNq4xNr1KQbOt6ITGyhfMojHyWAL2NOto6UyeW1qfQtbmZqXASYBnJXYZloxJ66tjBb1k9EaUjLOO07nt6dBXnY+OKa6uPv7cdy7VB3IrEvRCSS8SNDuC1BOnb1OcnstKFrGVX6nSaJ6W78Yy8ZxUmkgJnCRxYxI4yaTrSBJGNt3Qodn2qfo9XnZhlws3t2l0Fzl4wubuR3w6scVXHyizd7bMXNeh0VHUqxG6GzO88gI9sWrlDa3WXPvyF77mXwrPfznAAS4/by218Ymndz1e/tWSKz/YnrtXLnRn+dvPanYfrdKOPA4f97CFpNGRdCOJYwumqhDYGl+q3C9Q5HQkk94SKS5NvRc3jam2nW00E06eAty2pTHmt9PHDI9HmLHXRw5qeiFIhKEXVppCNxw5VsJoxbpgYgMDsl7SOJvN+lk601OkrXlaAYo48e3OZ7On0TEdupRP+NU6H5SdbywTYCfgdhxDi5zEQUwITTnocuRkwOl5K3mPktefDCxQNth2UVfKX58FiU5PZupZpEOxrbBjkagjgiiSOLZFL1RIy8WWMc22j+dEBF5IrRwzXpWcudJCyIhXXtqgG8/xzFGXz946xL4TFV73ikvU5Iozf7Whtjwdy2PfD2h+fwBen9jB40883du67XkfueeRnaWdz5T/5KHHeyx2Ak42BA6CLaMGeMcWYLELnq0JHKNt21LnJZ+YCONk2rKZ/5NG5mKSJj2yclaLQsQ24HZtaf6GIzJd2nOhWoqZnmqxZ7bF3Y9XGPEtKq4icPL0uUwlumUSfIOp/H6NOjf3F4lbgBCKvDFXE2mIdBHgeUKnuHErno/snKmDr4ngjqNxbdML67sRgd+jVmpy5xOCb+0ew1IulcCMm3EdiWNLlE3/gi38/eKbrIr4J7liWmDFAsfWSRQXOJbJzuYWzmbhuU5EuxviOjHNtsvJWWP/MFpvIa0ungiYeGWPnhCsXLnwX5538QUfOXp4b7xyesuPDsABtp21mV3PHIqvvup1z1QrDzXs6Pbq2qnD3Lcr5tTJKhtWuqyajHnkcItvPOxS96Dia3zXgFJrw0eVSgBuJzOAbJFEXwNiIGvRSveF+SYvN063bYljGXCn84I8RxP4mrKvGK722LCqyYqJUzxzNObA0VFW1BMHqELaPx+bWKz46wdEfwFXakdRmOQsBv5XAm61zC2nJvkgqr5FBZlZUc7BVaLaRJT8HuPDixw81eCvbpzg2HGbTRMxSglKfrqh1Ogkx5ebhiZmPCo15TFXExCJ62u+0U0pYOyo/H1RibSpzFwdpYxk6rsxlZKFlE3u3Rmyc4/L6nGHjasdTi7McNe3bS7ZvpqXv/zKxoYt258JewfildMbvl+w/P4BHKAUVChZ3S9cednFv3b2evWn99z/uZFTszFb1nhctDWiXp9l96mQwB6mXjLzNEueoQ/d0NQB99BJBDfA9ByB6wgc22QOlYYoVoShNh34LLPhswS2TCK3bRIpnqPxPU3gKsp+RMkPcWzFaFWzst5k14Eaiz0HL6krcSyNE2uUJfqAxwDo8vMXR5Onc0D7bxm66R/L3U9J8iKqJUdhAeVUKFVu4oQO9Ai8NicXFCcaDt1I0OwaNUoKlWvtmE130aLOkglFkvTJkrFKNqpRUi8jTfAx+wbT6maKyxRhJJlbcOiEAtfWlIOYWAlcp0cravLw/iaHjpcJI4f1q1yGhl1WrH/+zJp1l/ynY0c6X5ha+d1rvJ8zgK9ZOQRAszn38ZGznmc/vi9+z/N3fHN8/YqTlEoLfOYOuO2BOmtHBaM1Qb1sUa0Yb5VYhdzy7RgLcHwTwT1HEPgS37VwHYltGS7abMX0QlPcgyBpBiDpRUzS6ZZIAG60aZN8MWlzzzWX81hpNq1SvOyyJrft7NLoOZQdgZuoKpEFToE+pIpGMYG9tBgrvUz3J2IyuCS7OF2gIkVKkt/6Ed5HiSBbSKl7r2MZWzzf6xHrLl+5x+OpQy6rhwS9ELq9fJyMMVcqeJdLQSwNVbLSjTQqsazTiWuCYLFlnre5KmLsmTHlEq4DnhsTeB3u32kAXCtb1CvJqHDg5RdGWPYCn7895huP+whnml/+mUtOrt546dubnfDjK1aNfV/B/X0HeHqUy0MsLLQ++pKrrpJ3Ocff9cCD+8bv3+Vw/FSZc9fa1MtmRnm1bDM2JFk9GVGrLnDdnZJhL6AaKBxb4KfOWb5FyZf4HniOotWJeeipmGYbPFcgE99qIVKDHllQUxI+nwI9cdwyGzFlFoKIUVFIz9J0U2Ujpo9/Z1V30KdJPysIszqXvOYv+yVN7gNOTkUUiVElRamu/1zZoikOzU03tHaMY4e4TojSAcQSlUiGvRjcyNij2ZYgkgorFsSWMiqIzktZ02yqayt8VyE7MTv3SVothetIfE9Q8qykSlLi2JpAKwIvolo5yTd3SUY8xcpx06oWRTaLTcnsgsO5axtMvLLF/bsiVq258OSGzS98R6zUR2v14R8EFH8wAAeo1Uq8+68/+xGtS/HJxpb/bUfHRi7e7LFx2tQJHz3lUK9IpkZj1q9c4PjCDF01jkDjWCJ5Iy1KgU21JKiVNbVyzNRoG8ed5ZZHqyw2XMZrRvmgIN+lBVB2IX1u29pYNluFKcrCjAMZrWtGqyEn24qesohiQayT+TBpQZQSy1OHZaJ3DuiB9HnhWALgfP+5ZNFk94vJpVSaFEXVxkTxuSacnDfljEqTvBaIVHJlSq5Qdmz8aCKpsWJhDDIznq3xXMXoUA+52OSeJ1184TI1LKiWrKR5w0JK81mVI/P+2JZGuC32nHBx7BDbFlQCi6ePaBabko2rhpka9XnJpRMz27fp35w79qm/XbHh3/6gYNhnUPd9P37rF1/P2VPRx1544dq3vvT5axrnbOkwMTHLnhMduiHUK5rJkS6jQ7N84V4bqTyqPqZf05MEvkXZF9RKiqFqxORIhxVj8+w+tsiuY2biramrzi+1fTUphdLVlK/K5JKe6sWxEjxve4/zN3XQoTbROwGF2fjpvFgpLU9FLw/EAn3ooyqpoWVGVXR+NSgAvQ/sxa+Fc+Q17Wnzb/9IRteJefhpyT2PuSCT15AqNXF63yzcODbKhyrKlYWsqW1pPCdi46oF1q2Z5/AcnJjTzC/GLLYiWh1FqwPtjqDVsWi2XYQuce1lCxxbjDkxp2g0jYXfulULHFlY4IFdbU63NzUWume89b5H6h/7QYL7Bw5wACFs5Xgjn1qzZurfB0NTnU/fLtlzxGWsLpgcCVm7Yo5dR7vc8cgwEyXBcAWqZYtyYFPyJeVAUykphioho/U29eoCj+2TzMwakyGgb5OUD6VlIK2fR7xipNVAPalPR+kc3GopJzZA7JdS0lrpLGoXirKyLvfs8X7k9v399CfLZS+Lf6vIwQUImVT1SVN7bUnFYhvmFq2sqjDNOKaRXBWTS32VfoaaxSqvJo8VTA7D2etazLRjTjUECy1Fsx3Take02opGSzDftJiZd5lZqHLldsHmNXPsPik4ORdzag42rYBXX7bI9m1TnfrIxL8fGRr6lBDyX5SG/5EA+E+88o0EpeOxDIY+u2HN8M+85sqVnU2TmrPWh0xPzuB6M3zuzjJ25DE9CuNDDsM1l0rJIvAg8MxOvFbuMVRtcXyuyy0PV6j6VqaP50kdc+vr6kl06TQRkxU4pdQhmUimYqN1Dcp3WSJxmVLV5QCYKioUond/zW0C5OVuS9XEZWTC/GqQSZIyTzaJbHpd/v8U/VeJtCdUJTQsykb3UbiZHsooljRaPi/c0WN8pMHJtqDRFrQ6mk5P0enFLLYVp+fh+IzN4RNlhKrz+itaLKo2+2Yintgf8uQ+m1OdbZ2gOvUz69cPf/bw7Kn4ta997Q8afj94gAO86EVv5qqt++NLrzj4udVT63/u+RdPt041ZrjjkR7HZjWHT5RZOSSYnnBYt9Jh7ZSm5JuCIM/RlP2ISrlLOWhw04MWew/XGEqmu6U6eZrAcBPlxExe1v3JobRIfxBE2T8qieBiSXR9NmBT4NhFMPfXjy/9b3pg8aCfHeiD5wMKCzWdR68SGTCdStV/4j4qRJpLSOqzI9NG1wsV3RB6oaDXM6n+bs9ioemxYcrhZRfM0eiGzLYFrZ6mF5q/0erEHDzWY+8Rxf5jDsdO15ge9ZgebnHFjiZD9Rnwt7Biausvvu1Xws996qbZ+Off9NM/DOj94DaZg4c79Va++uVP6Tf+zlc+865fvtw+Nn/mBzeMHanf/C1Bd9Fh46TNhlUWZ61r0o2b3P1IjWoQ4NiKwI+oJWW11906ReDY1DxlfFU8gedJPE/iuxLfNYqJlYwOTzNrUGjdWvYZGjSrIggKCseymCtm7gdKWNMf90Msv58VMxX4eP5rA2UBA6csNm8UpchUtdFZR0//yxv8NpUoo9i0KafSpCWSBFlX0uratDou7W6Ff3PVLF+6e4GZzigjXdPg4nuSSjnmqWNt4hMOYehSDjw2Tpe4ekeb2flhXvui+qlzLnrx7Mjk1n2zC6Eerrk/LNj9cCJ4erz0FW/id3/hebzuqg2ffO1Lzv2Pr3zZjtPdeIyhks0Za23OPaOBtk9x3a3w1AGZ7eSHql20WOT3Plpj/7EhJsuaiq8pJZvRkmdT9i3KAZR8k9BxEl+SvFCfPvD2feaZ7qz7JcEiH15G4cgq+woPDYKcjK4s+a99z2PJ+VjK94sny4BNnhoX6RNKfrm4lPsUGMgSPFqb5oNuT9HuxLQ6Mc2OotURNDvGgH6x5TC7UGJ6IuD333wKJdvMNCXd0PD1M9Zo3nTNIqG1yEN7uuzaqzlxusTqVROMTp9/uq3P/S9r171ki+vyDdcdnEX4gz1+aBE8Pd72ll/ibYDWRz4GF9mXXbDq3TX7nvHV4yd46sgCX77XZ//BKpecISj5UK/0GKktcPPDmjsfGmM8kAwFioovKAeScpA0MpegUjK6rWmOlTQ7JlsoJag4qVkeeD5pIVPyHZBq32aLthyo06Of+iRp71QmLGQvl8TiAh1RAxjuyweRxvr+o09Tz2hXQaVJInhhX5o938zLJdm7IKDdMRRFCI0XpmMFbWxL4tkWvuPguR6+V+XK7T2uOmeGW761gsmmoN1RnJpzuHS7xy+/qsFX74vYe7zM+Ng4L3/p5SfrUxf/llbxx+AwniWWvRD+II8fOsCzz0aspNFo/80Lnn+12LLWedd1/3Dj+E13l6iVbaZHYKRmMTESMzXa4NZHerz305P4rs9ERSUTJSRl36ISGH+VoWpMvRJRr4RIGfHgkwG9nodjmw/YsdMOmf6OlD7IaJ23aDEQYZc8fwqRs7ABpBjFc7VmSSYTnTUMoNPumIEhsANgz56pKJ6vcE7SrKnoV3MKzymVTx0bfM/sWzyvzYNPSxwJ9VKclQ7b0sG1Ja5j49gutlXGEoq3vWGOWJ3i0SfGGK3FzMxbHD5ZwrNifvLKLo8etFi9/gUnzz77indorf/G9f/5HTn/0uM5AzhAtRqg9dxH1m68INq6Xf7JSOUbw7sP7uf4CY/JUcGK0QZ3Pt7mL24cobNYYd2wohKQzAMy0btaFgxVY0brIWNDbUaHFvjyfZqbHrQ5c4XFcC2ZeOyKrDBoyZHhT/fp0fo7IRzyyF2oO+nXwItyYb9mktORBNjJ+VT+G9mplz2KG9g0imeR/Nn5uxRGeXIdk0QbrQk2r+vQtbp89Z46k11TAitFhG0JXNfGcw3IERBGkqlRyW++cY6/vNFi954RJmcU84uSY/MCxJm84VWXztq1i//rkVn9d2unnjtww3MMcAAhhuh14o9fe/UlM/ffd3xj7K55r8cjzlnrmjTjWT7x9YCoVWHHtKBWtgjDGMsSeK6kFJhm5uGqAffU6BxfuKfNB24cZcSFhVqE70kCTxLHos82zHzg/Ru/9FDJ5rKPdw/QEQoPD0bttJIwBT5iOZ6TNDcMRO/MnaoQyQeeXt95i68jkxCX2dr2R3FTvBZ4knpFMV63ecurT6Blly/eOZnQGJP69z1J2Zf0AsnCosPJWZeZBZfNqy1+5pp5/ugTDo/urTJWl7z0msvDJ/YFvzk8cfkztWrpS5b9Q93iLXs8988AcH1LffuJY19whl/+gYvPPfstr37FRbFfitQdD1vQq3LBeouz1rlctE0wG0K7p3EdSbUEQ9WI0brJcCoxy9/eXKHVqlALkiRGltAQuf9IoZ4joxEJf829O/ri7ZLnPGjp1m/kqQtAT+vBC38jO0fSmsazFV7lXT2ZpEi6wPplwv6KRfNzlfRmKgpAL3g1pnmCRsuh4pX5+WsaCLvB/jnB6QYsLMY0W4pehHEHKM1x386Qx59xeOipURw9xpVnd/FKqMk1F8cj4zve8uaff8UHPHHkC5b9g0/ifC/HjwTAAS6/aDMbJk/1Nm+Y/PiObau3Pnx0x++2ulvZsdZmy1qXM9ZpLtw6Qyi6hJHAdwW1imJsqMv0xDyKGf7gExX2Hx9msqIJHJJkR0HmS6hCsQNHpuBOoycFqXCQjLO0elAWaEqxq8ckl1RWu51H8UzPMQ0PxezickkmWJYi9UmRBf6dcf7kBQxmZfPWIHOLFHS6NqfmKqweDfi9nz0BdoM9M4KTC5qFVkSnaxoqsFrct7vLkwd6PLFXcv/OCheedQb/6Wc3/m65vnar7Y19/KGHj/VKQ9+fZoXvx/GcU5TiMbVyC0D7be+58an3veM1777vzq+6e/aW3jk/e8Jav3Iey5nFE+MEnvE2nBrpMD48y4nGHO//fI0v3j3BZEkyVFIESZ155hoL2URjK2kjS0eGC1Tiy6dQ2rSTLUnwLEnP516GssC9pZWCWiWZ0ySC9200DaIjBZEWxDq/ypgsY78PuE6qDAePYrInTdWTDIoyxiiKUEGohKk/GUguKQVhKGh1TTKn5Fe59uIIyQn+7IaI44s1AlcyVle0OhalsiDULXYfkdTKNqMrN8S7Z8f+8D//onh34/CBuDZ9xXMNoSXHjxTA0+N9b38Vh576eDy95c2/11o8Zd9z353/JYhv975yn8/+ww4v2G6qEFdNzHHnzi4funEFh05VqDiC4SCmGphNqOtYWFImUTftY1RJc0BI4PVMeakbc+62Ll99KGQh0sROv49IfwBNOmAEfb4osli+Kk1fpBlPni4klct4ySzJSGu6yqTFYysv7MpviXXEs0TwvkYLqXDtmMai5sHHHRqLAD3aPYeWLaimNSaF1xQr6PRgsWURuA5l38f3KrzswpAdG5t88Asx9z0yzGhdcnre4az1gpc9L2TX3iFe+uLzuhdf8sL/vXJq9PcWwxv43V97zXMNm2WPH0mAA0xv+VnCboN7d+l3rttytayIFZeVd14n168qXTZcbdsTIx3ueLzH/71phDW1MutGQx7epwhcU2Rfr9j4rpnxWGxts22F74ZUSm1iWix0uozUFa98focb72xz7+6QUDlEy8h2AKl1G+TUpL+7RiW3GMsy3fRSJGOuSf+OAXisNF0l6SlNqEwNSFrsVDQkGrya5Lq2zrqHLKlwnIiHnpF86c4SKtKM1RcJUSx0KlQdSS2Ok2lseRKs1TEWbbblUKvYKBVx/84alizzc1fPIMUCe/fXOHICuvFEtGpS3f2Sa16vrr5s3d1SRu88PdNgdKT6XMPlWY8fWYADOF72xr3jIx+7keGRl1Vf99L2/xnx9/7k6eZO+embAkb8EpefbTMy2mDvCagFJaZGHcaHJSfmIhabAte2Tc+g0LhOTLnU4XSjzYe/XMIWJX7hFU3OXh/xmiub7Nzfph37CcALmvTAVjNTJJIInnXWJDYR5mbGlltWhBQxiNR8JAbVA+XQiV3alsCLoRdr3Hig2aJ45r5Fln41dMixIzpRyA13lnls9wjr14f8+584jRTz/PUXJ5htDTEcJN4oQuDaRkHpdLscOWkRRg7DNYfFjuLGbwrGKwHP2zHG6684yaejGH9ojXKqa65/wzWlX2q1DzUs6/znGh7f0/EjDfDi8e9+7lUcPXygIWTlrVKt3P3At9X2l1ymX3P6xB5WjsV41Q4T9Rorxxw2roJVU3M8fmfM6VMVaiUzU8aSmsALkbLFez9T4x9um+K8NZrnn91got7g2ksXuOHOFvfvq6O0naRRnq0Hk2zOetpwYEx+TG+k64R4Tg/P7RCUu1CJ0Z4FXQ2LMegQgjaxECxGDq4QeJYgtHVfKWu+wAaPvM7cdPXE7Nwv+ew3R/BrNTZMhFy8xeLs9Q2qpdP8zt95NHs+sTI1Oq4jWb+iw/GFGW57pMKaFtQrDp43xOmmot3sETylOGfbDi7a4d6wZcvlj63dtP79C81W44xz1j7XcPiejx8bgAOsWLUG4NTc6aO/8/KXnrN2aPIh9uyefE1z5kFuvwfWjthsWWOzZW2DUM5wbK6OFZt5L6ZZVuN7Pe7aKfjqfeNsW2lx9jqbRsPj8AmLtSvbXPv8FjsPxcTKLmQ7+yNoajybG/5o7MSqzXNDPLdLtdSiHLRYaIfceItDO3ZZaEouO7/Lti0h7UjylW+VabQUXa/CAg6eJfATx6s4Xkb9SI7+7KV5XVGk+MKdPoeOVVgzCqO+y6NPVnBFhZddcJSvfWueh5/0szmatq2xLMHkSExbtXjqkE3Zd5GizFVnn+TQqRo7zjuftRs23XDx8Pn/qRvO7x+fGH+uIfBPPn6sAJ4eQ6Mr+MajM/t1cM5/3XJG9ePdztpfX4j3XElnN2W3yWy7xWe/UWVuJmDjBAhpTHaE0FSCNrc9UqbuOKwehaGqhdaKTs/GkhabVoV4pvM2azvLa0by2pQ8aaITR1llRpe7XWqVJo12i398wOK6r9e4/zGPdgN2bO7w22+dY8fGiHbD4icfb/HJm1vc8VjI6eYQ85ZLYAsCx3QWZRvNNJGzTMViqvrFSvPMYRcZW5Rd8/unF+DgiYChap2rzpnn7kdCNA6WZbK6cw2LDdM+P3NNhxvu6HB6XnFsrsJLr3oRtdENdyCH3r9926pHYHa/ENPP9cf+zzp+LAEOcPnZIwC72129W0geU5G1oqfP+ivV3LnprvvvtTzlsmUaJodgtN6m0fQQQvPMUXhqf8BUDUbrNvWqpOSHeG7EfFNz27c9mpHFiJ+m4CnKyhT5QqqDG1+SGN8NGao2ObXQ4Z0fGeLOh4Y4MuebrGjbmMRXfcFIyaWtXV5+seDiMzvc9vAJfvvDimPzYyw6FpVI9FMUcs6dSpJA5vQaKUHZkjz/vB43PxLRDh06XUVjUXFqzuLkbIUzpxusXdkl1h6VkuBkI8S2NWHkEIU2F24VTK28ML768vW7Fxfs/7D97MuPAk+JZ0n7/7gcP7YAT4/AEwBP3fv47FOBjl9an7RWrdt4/vXPPHFr7fEnD5UbrS6P7OsxFDi4Tsze4xYnT5c4Z1oyOmQzWlfUKj1q5Q6dXo8HHh8n0pYx/kxkQKULGz/Vv+GUyRgO14molVucWujw9r8Z4Yt3T+JaLiM1QU9BQ7hgtyC0aTUCZhdKxMrCcyJecXEbS8zwjg/bzDdHqLuCKFaoxBc8LXs1SaS01t2k+lM/QCFsLt3axPM6zLZLzLdgZiGiNis5ctJj68YSaycjTh2DiZGYofosuw949BjBCVY23/i6Kxea3fgNGzdNHnZsa/+PO7DT48ce4OlxybZhtFb7YfQgurEtisSlazfpv953YFd08utPj5SdVjWMm9z5sMVERbB6wmb1hGl6Hh9uUvIbfPabLgfnqrjSwrPirHmiF5na6SCpstMFrRphxuFVgpDFToff/0SNf7xviqmKw7CvsCR0IsnhyEZbLlHkstiqcHq+Qi+0kVJTLXW55rw5Wj93mt/5O5/5TpmxxP+mbwKcMNw58CIcW9ELJVLaBJEkilwmaj1eccEC199Z5diCjecYGwnPcxgbLnPV2Sf4/Kk6URSwcnJdY2hyy8yWTdtsaYlfHB7fcM8545X5WKP+tYAb/hUBHCCZBKCe2Xts1i+v/qql57fcd/d13f/4S+9/254nH/xZWzwaHpmtn7ltvfQ3rWmxZrKL63bpRQ3u3gkf+ocJdOxTCXpYUlIvwYoxydH5iCMnJdVSPjIwSoZKqWTzGnhdvrFLcO8TI6woOawZUVQD8/udniKKBJbt0OmWODVX5dCJKu2OhWVpaiWfeMLi4i2nuHDLAvc8GhAncy3TPlOtBSpWWFIzNtTi0CnNsZN1pick9UqbxbbCsar88qt6HJhpcPB4hUZPs+eYIoxjVo6PcP4ZsvPovsldG884w7nweRd+/Od/7dfe98H3/aW3aqrW6YUtJcSPrp79zz3+VQE8PTaunwJT8NHas/cAlmW/17Kt955qnmP91LW1D6wa6W5ZmH/iigMnj1i2jDi2s4qWAVXP48ILYP3aU3z+1jEqgcM5myQb4wbX32IBFeoVi/lWRKcr8BybKBZYUqMJuePREgsLJXZMa1aO2AzVjO1Fu2PKniLXZqFVob1Y5fE9Aa0ulH3NSM0mjCRbN3S48uwO9z4WESkH2xL4nmS4CpbVZm7RZXIUFE3ufMSmtSiol23aXfjkLTabJsZYN73IxjHNuWtCZhYsRuoVpsbH4hXrzrprer391C+8bvFXjxyXse0E/N0H/o+emFzdeq4/rx/k8a8S4MVjw/o1kIts0dz86V8KfHf46PEdf3Trrbe4ew48GU8MVc8fGgov2LRqnkvOaNOMI4ZKKpn8ABdtCTlwJGJmdogNq2I+fVeTsvQolyzCUGJZmv0n4MAxn5V1yfSYZNNqh02re7S6MTMNFyzJYih55kiZsCU5dLzJXDOm2fbYtMpBaZ/RoRrrJrpMT3aJQhfXNl1La1d0CfxjXH/zSjZOC+7b5fLtpyy2TmuUVswuOJyegwMHJdeWx1g1NcJk3fqWZ596cHz8TOvS513dK1WH/1sU9mbXbvn+26P9KB//6gE+eAzVRwFmgV8BOLL360gprzw1t/iSWj1+w/RY44ybv9Xk3DP28cyxiMVWiCO7+LYg8GDjdJNKWdFrQLer6HQtpIBdhxye2uexbkQwPWGzaXWHU4sLPHlAE6oatmUxVbeZmZFU/SYbpiNiGbJrf4fdR8p4bsD0hM+Zayw2T8fs2QOeK/FcY/s837bYfSzmkqZkphEz11CUvJhaJeTQyRF+/nVn89DT46xaX3oyWOlf3+34X0PoO659zVXP9Vv+nB7/zwF88Fi5/mqAOxqNuTvWbuBOS3Q3lkfn1O23Xq+coZH1l50/9lu18sOccYbLyWMxze4hKpZLfcplbjFktiEIQ41lawJPUA0E61bEPHl4kW/t8lk31cPWmrmWoOJY+A7UKzGtjo9WgpddrHlg1wIHjrls32AafHs9jSUU1bJNvdThsWdiqlULpWdZ7K5j3doJLjw75sKLz2RifO+7dx0K967Z8FK5/swRWQ6cZ4Cvjo4MPddv7Y/E8f88wNOjWh0C+Gr6/cLcaaTlDbUXD9+9MNti9bQdXnjO+H/uqPNffO3LJSuG4WOf+xZh3ENLn1LJo1wu47oOo/VZnjzcZdVwQKMjqfsxJanRKqbbEywsQrurqJY77DlQR1oNDp7qorSPZZXwbE296jEy5LNxnSR0L2bNCsXmrYo4Lt/ku6f/ZHtHOZu3nM2m9S+9Y/1Z3bkVK378sow/jOP/B/izHLWhUYA54EaAZuMIAnYdOqUnR8dQQ5UOfvAk0mogpIPjOrTDOHz51Zf8/rqNh6/VwWIYRcMcmY2p+pIw1vjJwFfPiQkjm2q5y9FTAZ5qcakbOJOrx79oW5//fccOHN93cB2Het1nYv1WVow5bNik5ck577gQeu9LXrLiuX6LfiyOfz2C54/Acf+996ERk8Olp+tHTzZ0rOrMNpSZXROpZP6PGffRDS1cN2Z23ibWLRZaJfG889bPK62PX3TRxc/1S/lXc/x/LPdt8KsJ/RMAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDM6NTErMDA6MDDLc9ZjAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQzOjUxKzAwOjAwui5u3wAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 13594000
{'hecke_orbit_code': 134217739, 'n': 1, 'trace_an': 2}
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id: 13594001
{'hecke_orbit_code': 134217739, 'n': 2, 'trace_an': -8}
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id: 13594002
{'hecke_orbit_code': 134217739, 'n': 3, 'trace_an': -6}
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id: 13594003
{'hecke_orbit_code': 134217739, 'n': 4, 'trace_an': -104}
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id: 13594004
{'hecke_orbit_code': 134217739, 'n': 5, 'trace_an': -470}
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id: 13594005
{'hecke_orbit_code': 134217739, 'n': 6, 'trace_an': -696}
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id: 13594006
{'hecke_orbit_code': 134217739, 'n': 7, 'trace_an': -1228}
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id: 13594007
{'hecke_orbit_code': 134217739, 'n': 8, 'trace_an': 480}
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id: 13594008
{'hecke_orbit_code': 134217739, 'n': 9, 'trace_an': -36}
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id: 13594009
{'hecke_orbit_code': 134217739, 'n': 10, 'trace_an': 4280}
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id: 13594010
{'hecke_orbit_code': 134217739, 'n': 11, 'trace_an': 2662}
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id: 13594011
{'hecke_orbit_code': 134217739, 'n': 12, 'trace_an': 6072}
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id: 13594012
{'hecke_orbit_code': 134217739, 'n': 13, 'trace_an': 344}
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id: 13594013
{'hecke_orbit_code': 134217739, 'n': 14, 'trace_an': 14752}
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id: 13594014
{'hecke_orbit_code': 134217739, 'n': 15, 'trace_an': -12990}
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id: 13594015
{'hecke_orbit_code': 134217739, 'n': 16, 'trace_an': -6368}
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id: 13594016
{'hecke_orbit_code': 134217739, 'n': 17, 'trace_an': -8468}
-
id: 13594017
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