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mf_newforms • Show schema
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{'Nk2': 1936, 'analytic_conductor': 10.165716042779586, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [16, 2, [15, 5], [1, 2]], 'cm_discs': [], 'conrey_index': 15, 'conrey_indexes': [15], 'dim': 4, 'field_disc': 2295225, 'field_disc_factorization': [[3, 2], [5, 2], [101, 2]], 'field_poly': [15876, 126, 127, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [7665352704, 0, 212736, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737250873360, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 100663296, 'hecke_ring_index_factorization': [[2, 25], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '16.11.c.b', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '16.11.c.b', 'nf_label': '4.0.2295225.4', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{3}+(1050+\\beta _{2})q^{5}+(-12\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.11.c', 'trace_display': [0, 0, 4200, 0], 'trace_hash': 115675416297811013, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.672', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '66.453', 'prec': 20}, {'__RealLiteral__': 0, 'data': '53.887', 'prec': 20}, 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mf_hecke_nf • Show schema
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0, -45825887694], [0, 75765221172, 0, 130766454297], [318649898396802, 0, -151967578558, 0], [406999128151826, 0, 117136359018, 0], [-856154044574934, 0, 33765679241, 0], [0, -2181157830369, 0, 73943782038], [-151260799747854, 0, 275025824164, 0], [0, 681131142132, 0, -73086452201], [0, 3982115301873, 0, -30656418072], [448274336716386, 0, -73197500166, 0], [0, -2307722445444, 0, 6713913549], [0, -671489974608, 0, 72884406068], [363647370901850, 0, 224305111869, 0]], 'char_orbit_index': 3, 'field_poly': [15876, 126, 127, -1, 1], 'hecke_orbit_code': 4503737250873360, 'hecke_ring_character_values': [[15, [-1, 0, 0, 0]], [5, [1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 8001, 127, 8001], 'hecke_ring_inverse_denominators': [1, 6144, 12288, 384], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [1536, 174, -8, -3], [-777216, -786, 16, -195], [-72768, 0, 127, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-376992, 264160, -8128, 1072], [72768, 0, 0, 384], [-29994048, -1064768, -471424, -2336]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '16.11.c.b', 'level': 16, 'maxp': 997, 'weight': 11}
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mf_newspaces • Show schema
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{'Nk2': 1936, 'analytic_conductor': 10.165716042779586, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [16, 2, [15, 5], [1, 2]], 'conrey_index': 15, 'cusp_dim': 17, 'dim': 5, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137623502864, 'hecke_orbit_dims': [1, 4], 'label': '16.11.c', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 23, 'mf_new_dim': 5, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 5, 'sturm_bound': 22, 'trace_bound': 1, 'trace_display': [0, 0, 4674, 0], 'traces': [5, 0, 0, 0, 4674, 0, 0, 0, -130227, 0, 0, 0, -357934, 0, 0, 0, -2203158, 0, 0, 0, -5305344, 0, 0, 0, 30271831, 0, 0, 0, -1182990, 0, 0, 0, 33578496, 0, 0, 0, -154988030, 0, 0, 0, 379964826, 0, 0, 0, -1213264494, 0, 0, 0, 1162702517, 0, 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-4112197092229632, 0, 0, 0, 795613374731650, 0, 0, 0], 'weight': 11, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 11730
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '16.11.c.b', 'target_level': 16, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
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id: 11731
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '16.11.c.b', 'target_level': 16, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 11732
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.11.c.b', 'target_level': 64, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 11733
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.11.c.b', 'target_level': 64, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 11}
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id: 11734
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.11.g.d', 'target_level': 144, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 11735
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.11.g.d', 'target_level': 144, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 11736
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '256.11.d.g', 'target_level': 256, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 11}
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id: 11737
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '16.11.c.b', 'source_level': 16, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '256.11.d.g', 'target_level': 256, 'twist_class_label': '16.11.c.b', 'twist_class_level': 16, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 11}
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mf_hecke_charpolys • Show schema
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id: 65325
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503737250873360, 'p': 2}
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id: 65326
{'charpoly_factorization': [[[7665352704, 0, 212736, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 3}
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id: 65327
{'charpoly_factorization': [[[-17513820, -2100, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 5}
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id: 65328
{'charpoly_factorization': [[[3073295561785344, 0, 124836864, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 7}
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id: 65329
{'charpoly_factorization': [[[756348098541057736704, 0, 83908894464, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 11}
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id: 65330
{'charpoly_factorization': [[[-20904319004, 520492, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 13}
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id: 65331
{'charpoly_factorization': [[[1113290672004, 2195004, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 17}
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id: 65332
{'charpoly_factorization': [[[76142309601676601443221504, 0, 20860366182144, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 19}
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id: 65333
{'charpoly_factorization': [[[1298783117142968843322261504, 0, 83586643393536, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 23}
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id: 65334
{'charpoly_factorization': [[[60592888577124, -15568404, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 29}
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id: 65335
{'charpoly_factorization': [[[255864790006372551995261190144, 0, 2049117449601024, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 31}
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id: 65336
{'charpoly_factorization': [[[-2637312444861020, 83083340, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 37}
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id: 65337
{'charpoly_factorization': [[[-8422169483047356, -86387364, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 41}
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id: 65338
{'charpoly_factorization': [[[468998867522153124489773680164864, 0, 87334011768082176, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 43}
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id: 65339
{'charpoly_factorization': [[[381380946839789086733714325504, 0, 14305173905240064, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 47}
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id: 65340
{'charpoly_factorization': [[[-136422463860329436, 177944076, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 53}
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id: 65341
{'charpoly_factorization': [[[375377231650610228756240373760917504, 0, 1228917440207902464, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 59}
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id: 65342
{'charpoly_factorization': [[[235188348916713316, 974574188, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 61}
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id: 65343
{'charpoly_factorization': [[[906555301242610005868210623831343104, 0, 1998608856329838336, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 67}
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id: 65344
{'charpoly_factorization': [[[167362552365808502451754714005504, 0, 1980788590769642496, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 71}
-
id: 65345
{'charpoly_factorization': [[[-1461712492497846716, -752509604, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 73}
-
id: 65346
{'charpoly_factorization': [[[261984104736499115367889819549040640000, 0, 42915272566860902400, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 79}
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id: 65347
{'charpoly_factorization': [[[671039091459666750545434315839504384, 0, 16783157446033929984, 0, 1], 1]], 'hecke_orbit_code': 4503737250873360, 'p': 83}
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id: 65348
{'charpoly_factorization': [[[-35303622549961246524, -3020717028, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 89}
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id: 65349
{'charpoly_factorization': [[[-14733933980239915004, 4146123772, 1], 2]], 'hecke_orbit_code': 4503737250873360, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '16.11.c.b', 'level': 16, 'portrait': 'data:image/png;base64,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', 'weight': 11}
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mf_hecke_traces • Show schema
Hide schema
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id: 82553000
{'hecke_orbit_code': 4503737250873360, 'n': 1, 'trace_an': 4}
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id: 82553001
{'hecke_orbit_code': 4503737250873360, 'n': 2, 'trace_an': 0}
-
id: 82553002
{'hecke_orbit_code': 4503737250873360, 'n': 3, 'trace_an': 0}
-
id: 82553003
{'hecke_orbit_code': 4503737250873360, 'n': 4, 'trace_an': 0}
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id: 82553004
{'hecke_orbit_code': 4503737250873360, 'n': 5, 'trace_an': 4200}
-
id: 82553005
{'hecke_orbit_code': 4503737250873360, 'n': 6, 'trace_an': 0}
-
id: 82553006
{'hecke_orbit_code': 4503737250873360, 'n': 7, 'trace_an': 0}
-
id: 82553007
{'hecke_orbit_code': 4503737250873360, 'n': 8, 'trace_an': 0}
-
id: 82553008
{'hecke_orbit_code': 4503737250873360, 'n': 9, 'trace_an': -189276}
-
id: 82553009
{'hecke_orbit_code': 4503737250873360, 'n': 10, 'trace_an': 0}
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id: 82553010
{'hecke_orbit_code': 4503737250873360, 'n': 11, 'trace_an': 0}
-
id: 82553011
{'hecke_orbit_code': 4503737250873360, 'n': 12, 'trace_an': 0}
-
id: 82553012
{'hecke_orbit_code': 4503737250873360, 'n': 13, 'trace_an': -1040984}
-
id: 82553013
{'hecke_orbit_code': 4503737250873360, 'n': 14, 'trace_an': 0}
-
id: 82553014
{'hecke_orbit_code': 4503737250873360, 'n': 15, 'trace_an': 0}
-
id: 82553015
{'hecke_orbit_code': 4503737250873360, 'n': 16, 'trace_an': 0}
-
id: 82553016
{'hecke_orbit_code': 4503737250873360, 'n': 17, 'trace_an': -4390008}
-
id: 82553017
{'hecke_orbit_code': 4503737250873360, 'n': 18, 'trace_an': 0}
-
id: 82553018
{'hecke_orbit_code': 4503737250873360, 'n': 19, 'trace_an': 0}
-
id: 82553019
{'hecke_orbit_code': 4503737250873360, 'n': 20, 'trace_an': 0}
-
id: 82553020
{'hecke_orbit_code': 4503737250873360, 'n': 21, 'trace_an': -5305344}
-
id: 82553021
{'hecke_orbit_code': 4503737250873360, 'n': 22, 'trace_an': 0}
-
id: 82553022
{'hecke_orbit_code': 4503737250873360, 'n': 23, 'trace_an': 0}
-
id: 82553023
{'hecke_orbit_code': 4503737250873360, 'n': 24, 'trace_an': 0}
-
id: 82553024
{'hecke_orbit_code': 4503737250873360, 'n': 25, 'trace_an': 39812780}
-
id: 82553025
{'hecke_orbit_code': 4503737250873360, 'n': 26, 'trace_an': 0}
-
id: 82553026
{'hecke_orbit_code': 4503737250873360, 'n': 27, 'trace_an': 0}
-
id: 82553027
{'hecke_orbit_code': 4503737250873360, 'n': 28, 'trace_an': 0}
-
id: 82553028
{'hecke_orbit_code': 4503737250873360, 'n': 29, 'trace_an': 31136808}
-
id: 82553029
{'hecke_orbit_code': 4503737250873360, 'n': 30, 'trace_an': 0}
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id: 82553987
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id: 82553989
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id: 82553990
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id: 82553991
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id: 82553992
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id: 82553993
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id: 82553994
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id: 82553995
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id: 82553996
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id: 82553997
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id: 82553998
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id: 82553999
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