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{'Nk2': 16128, 'analytic_conductor': 78.72102642199869, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [252, 1, [127, 29, 73], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1009, 'field_disc_factorization': [[1009, 1]], 'field_poly': [-252, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-100480, -294, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998271070460, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '252.8.a.f', 'level': 252, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '28.8.a.b', 'nf_label': '2.2.1009.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(147-11\\beta )q^{5}-7^{3}q^{7}+(1746+182\\beta )q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '252.8.a', 'trace_display': [0, 0, 294, -686], 'trace_hash': 1263196833949579181, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.185', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.557', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 0, 0, 294, 0, -686, 0, 0, 0, 3492, 0, -16170, 0, 0, 0, 29232, 0, -3206, 0, 0, 0, 9360, 0, 131146, 0, 0, 0, -184704, 0, 165060, 0, 0, 0, -100842, 0, 286144, 0, 0, 0, 116760, 0, -294428, 0, 0, 0, 1014132, 0, 235298, 0, 0, 0, 1396452, 0, -3526712, 0, 0, 0, 2729286, 0, 2466954, 0, 0, 0, -6838788, 0, 225176, 0, 0, 0, -1530312, 0, 1143548, 0, 0, 0, -1197756, 0, 7951176, 0, 0, 0, 18487854, 0, 12776740, 0, 0, 0, 4652508, 0, 5546310, 0, 0, 0, 26232912, 0, -26702368, 0, 0, 0, 27134310, 0, 13405756, 0, 0, 0, -2935872, 0, -21310312, 0, 0, 0, -5278152, 0, 22508416, 0, 0, 0, -10026576, 0, 33966922, 0, 0, 0, 68098044, 0, 57867000, 0, 0, 0, -37983498, 0, 1099658, 0, 0, 0, 10410708, 0, -14004634, 0, 0, 0, 45589656, 0, 12316556, 0, 0, 0, 84793500, 0, 10559576, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [0, 0, 0, 0, 4, 4, 5, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 2, 2, 2, 2], 'ALdims_old': [42, 38, 38, 42, 38, 36, 35, 37], 'Nk2': 16128, 'analytic_conductor': 78.72102642199869, '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': [252, 1, [127, 29, 73], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 18, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217980, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4], 'label': '252.8.a', 'level': 252, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 348, 'mf_new_dim': 18, 'num_forms': 8, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 384, 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mf_twists_nf • Show schema
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id: 201903
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '28.8.a.b', 'target_level': 28, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 201904
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.8.a.h', 'target_level': 112, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 201905
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.8.a.a', 'target_level': 196, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 201906
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.8.e.b', 'target_level': 196, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 201907
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '196.8.e.c', 'target_level': 196, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
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id: 201908
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '252.8.a.f', 'target_level': 252, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 201909
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '448.8.a.o', 'target_level': 448, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 201910
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '252.8.a.f', 'source_level': 252, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '448.8.a.q', 'target_level': 448, 'twist_class_label': '28.8.a.b', 'twist_class_level': 28, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 589350
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998271070460, 'p': 2}
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id: 589351
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998271070460, 'p': 3}
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id: 589352
{'charpoly_factorization': [[[-100480, -294, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 5}
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id: 589353
{'charpoly_factorization': [[[343, 1], 2]], 'hecke_orbit_code': 22517998271070460, 'p': 7}
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id: 589354
{'charpoly_factorization': [[[-30373600, -3492, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 11}
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id: 589355
{'charpoly_factorization': [[[24602616, 16170, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 13}
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id: 589356
{'charpoly_factorization': [[[66390140, -29232, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 17}
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id: 589357
{'charpoly_factorization': [[[-1457664272, 3206, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 19}
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id: 589358
{'charpoly_factorization': [[[-892558336, -9360, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 23}
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id: 589359
{'charpoly_factorization': [[[5339156348, 184704, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 29}
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id: 589360
{'charpoly_factorization': [[[-6660680544, -165060, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 31}
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id: 589361
{'charpoly_factorization': [[[-45829003940, -286144, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 37}
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id: 589362
{'charpoly_factorization': [[[-89232832116, -116760, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 41}
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id: 589363
{'charpoly_factorization': [[[-9812264768, 294428, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 43}
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id: 589364
{'charpoly_factorization': [[[216379252512, -1014132, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 47}
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id: 589365
{'charpoly_factorization': [[[225066151620, -1396452, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 53}
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id: 589366
{'charpoly_factorization': [[[1833034760000, -2729286, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 59}
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id: 589367
{'charpoly_factorization': [[[-113258778480, -2466954, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 61}
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id: 589368
{'charpoly_factorization': [[[-8822599928240, -225176, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 67}
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id: 589369
{'charpoly_factorization': [[[-5444851901440, 1530312, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 71}
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id: 589370
{'charpoly_factorization': [[[-19396396395020, -1143548, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 73}
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id: 589371
{'charpoly_factorization': [[[11938206077568, -7951176, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 79}
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id: 589372
{'charpoly_factorization': [[[84534867832880, -18487854, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 83}
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id: 589373
{'charpoly_factorization': [[[-12060844881660, -4652508, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 89}
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id: 589374
{'charpoly_factorization': [[[174783333299356, 26702368, 1], 1]], 'hecke_orbit_code': 22517998271070460, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '252.8.a.f', 'level': 252, 'portrait': 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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 43842433
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