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{'Nk2': 12096, 'analytic_conductor': 64.54082716700546, 'analytic_rank': 1, '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': [84, 1, [43, 29, 73], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 1000465, 'field_disc_factorization': [[5, 1], [73, 1], [2741, 1]], 'field_poly': [-250116, -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, [-5164600, 8910, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599828697172, 'hecke_ring_generator_nbound': 13, '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': '84.12.a.b', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.12.a.b', 'nf_label': '2.2.1000465.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{5}q^{3}+(-4455-5\\beta )q^{5}-7^{5}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.12.a', 'trace_display': [0, -486, -8910, -33614], 'trace_hash': 1283669232822732583, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.789', 'prec': 17}, 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 2, 1], [[[2, -1], [3, 1], [7, -1]], 3, 2], [[[2, -1], [3, -1], [7, 1]], 3, 1], [[[2, -1], [3, 1], [7, 1]], 2, 1]], 'ALdims': [0, 0, 0, 0, 2, 3, 3, 2], 'Nk2': 12096, 'analytic_conductor': 64.54082716700546, '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': [84, 1, [43, 29, 73], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 170, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 201326676, 'hecke_orbit_dims': [1, 2, 2, 2, 3], 'label': '84.12.a', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 182, 'mf_new_dim': 10, 'num_forms': 5, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, 0, -15580, 0], 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mf_twists_nf • Show schema
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id: 75167
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.a.b', 'source_level': 84, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '84.12.a.b', 'target_level': 84, 'twist_class_label': '84.12.a.b', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 75168
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '84.12.a.b', 'source_level': 84, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '252.12.a.d', 'target_level': 252, 'twist_class_label': '84.12.a.b', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 262525
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599828697172, 'p': 2}
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id: 262526
{'charpoly_factorization': [[[243, 1], 2]], 'hecke_orbit_code': 4503599828697172, 'p': 3}
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id: 262527
{'charpoly_factorization': [[[-5164600, 8910, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 5}
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id: 262528
{'charpoly_factorization': [[[16807, 1], 2]], 'hecke_orbit_code': 4503599828697172, 'p': 7}
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id: 262529
{'charpoly_factorization': [[[14530075064, -333234, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 11}
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id: 262530
{'charpoly_factorization': [[[-2114521889796, -221184, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 13}
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id: 262531
{'charpoly_factorization': [[[10708348302344, -8240454, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 17}
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id: 262532
{'charpoly_factorization': [[[19815811932496, -9715288, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 19}
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id: 262533
{'charpoly_factorization': [[[-34317629286064, -17112222, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 23}
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id: 262534
{'charpoly_factorization': [[[-12795924826631356, -65950524, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 29}
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id: 262535
{'charpoly_factorization': [[[398353702671360, -79458480, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 31}
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id: 262536
{'charpoly_factorization': [[[-212329788006459764, -294067288, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 37}
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id: 262537
{'charpoly_factorization': [[[-433561994821351440, 417495870, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 41}
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id: 262538
{'charpoly_factorization': [[[-2624329262641875056, 298918424, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 43}
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id: 262539
{'charpoly_factorization': [[[-5187206074954967424, -482895108, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 47}
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id: 262540
{'charpoly_factorization': [[[-5127992895188481156, 4269511296, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 53}
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id: 262541
{'charpoly_factorization': [[[-9764172206161463776, 5231599164, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 59}
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id: 262542
{'charpoly_factorization': [[[-66104491708986523164, 1849747188, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 61}
-
id: 262543
{'charpoly_factorization': [[[-27557492470595496224, 7454789692, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 67}
-
id: 262544
{'charpoly_factorization': [[[223458818873463434096, 31535521182, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 71}
-
id: 262545
{'charpoly_factorization': [[[22226849870791905676, 9729183112, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 73}
-
id: 262546
{'charpoly_factorization': [[[468776873105106724224, 50956356444, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 79}
-
id: 262547
{'charpoly_factorization': [[[146937220531235421584, 24244144344, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 83}
-
id: 262548
{'charpoly_factorization': [[[-2856838437162925745040, -11485149570, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 89}
-
id: 262549
{'charpoly_factorization': [[[2537609455950155806396, 110800663168, 1], 1]], 'hecke_orbit_code': 4503599828697172, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '84.12.a.b', 'level': 84, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
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id: 76762000
{'hecke_orbit_code': 4503599828697172, 'n': 1, 'trace_an': 2}
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id: 76762001
{'hecke_orbit_code': 4503599828697172, 'n': 2, 'trace_an': 0}
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id: 76762002
{'hecke_orbit_code': 4503599828697172, 'n': 3, 'trace_an': -486}
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id: 76762003
{'hecke_orbit_code': 4503599828697172, 'n': 4, 'trace_an': 0}
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id: 76762004
{'hecke_orbit_code': 4503599828697172, 'n': 5, 'trace_an': -8910}
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id: 76762005
{'hecke_orbit_code': 4503599828697172, 'n': 6, 'trace_an': 0}
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id: 76762006
{'hecke_orbit_code': 4503599828697172, 'n': 7, 'trace_an': -33614}
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id: 76762007
{'hecke_orbit_code': 4503599828697172, 'n': 8, 'trace_an': 0}
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id: 76762008
{'hecke_orbit_code': 4503599828697172, 'n': 9, 'trace_an': 118098}
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id: 76762009
{'hecke_orbit_code': 4503599828697172, 'n': 10, 'trace_an': 0}
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id: 76762010
{'hecke_orbit_code': 4503599828697172, 'n': 11, 'trace_an': 333234}
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id: 76762011
{'hecke_orbit_code': 4503599828697172, 'n': 12, 'trace_an': 0}
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id: 76762012
{'hecke_orbit_code': 4503599828697172, 'n': 13, 'trace_an': 221184}
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id: 76762013
{'hecke_orbit_code': 4503599828697172, 'n': 14, 'trace_an': 0}
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id: 76762014
{'hecke_orbit_code': 4503599828697172, 'n': 15, 'trace_an': 2165130}
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id: 76762015
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