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{'Nk2': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 1485023296, 'field_disc_factorization': [[2, 6], [4817, 2]], 'field_poly': [1444802, 2412, -2411, -2, 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': 1, 'hecke_cutters': [[3, [387774864, 0, -47322, 0, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996441477218, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 882, 'hecke_ring_index_factorization': [[2, 1], [3, 2], [7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '98.10.a.k', 'level': 98, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '98.10.a.k', 'nf_label': '4.4.1485023296.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}+(5\\beta _{1}+\\beta _{3})q^{3}+2^{8}q^{4}+(104\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [-64, 0, 0, 0], 'trace_hash': 1139718954806108134, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.763', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.109', 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1]], 7, 4], [[[2, 1], [7, -1]], 8, 4], [[[2, 1], [7, 1]], 7, 2], [[[2, -1], [7, 1]], 9, 2]], 'ALdims': [7, 8, 9, 7], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 16, 6, 7936, 756, -544, 0, 4096, 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mf_twists_cc • Show schema
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id: 47150791
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996441477218, 'source_is_minimal': True, 'source_label': '98.10.a.k.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996441477218, 'target_is_minimal': True, 'target_label': '98.10.a.k.1.2', 'target_level': 98, 'twist_class_label': '98.10.a.k.1.2', 'twist_class_level': 98, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 47150792
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996441477218, 'source_is_minimal': True, 'source_label': '98.10.a.k.1.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 54043333135171682, 'target_is_minimal': False, 'target_label': '98.10.c.m.67.3', 'target_level': 98, 'twist_class_label': '98.10.a.k.1.2', 'twist_class_level': 98, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 47150793
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996441477218, 'source_is_minimal': True, 'source_label': '98.10.a.k.1.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043333135171682, 'target_is_minimal': False, 'target_label': '98.10.c.m.79.2', 'target_level': 98, 'twist_class_label': '98.10.a.k.1.2', 'twist_class_level': 98, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 47150794
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996441477218, 'source_is_minimal': True, 'source_label': '98.10.a.k.1.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 54043333135171682, 'target_is_minimal': False, 'target_label': '98.10.c.m.79.3', 'target_level': 98, 'twist_class_label': '98.10.a.k.1.2', 'twist_class_level': 98, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
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id: 47150795
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996441477218, 'source_is_minimal': True, 'source_label': '98.10.a.k.1.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043333135171682, 'target_is_minimal': False, 'target_label': '98.10.c.m.67.2', 'target_level': 98, 'twist_class_label': '98.10.a.k.1.2', 'twist_class_level': 98, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
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id: 47150796
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996441477218, 'source_is_minimal': True, 'source_label': '98.10.a.k.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 45035996441477218, 'target_is_minimal': True, 'target_label': '98.10.a.k.1.3', 'target_level': 98, 'twist_class_label': '98.10.a.k.1.2', 'twist_class_level': 98, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 290800
{'charpoly_factorization': [[[16, 1], 4]], 'hecke_orbit_code': 45035996441477218, 'p': 2}
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id: 290801
{'charpoly_factorization': [[[387774864, 0, -47322, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 3}
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id: 290802
{'charpoly_factorization': [[[4951092496, 0, -4389322, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 5}
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id: 290803
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 45035996441477218, 'p': 7}
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id: 290804
{'charpoly_factorization': [[[-2902464824, -4774, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 11}
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id: 290805
{'charpoly_factorization': [[[200311573853265002496, 0, -28441135314, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 13}
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id: 290806
{'charpoly_factorization': [[[32192397559321004830276, 0, -364177565476, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 17}
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id: 290807
{'charpoly_factorization': [[[42587469365637451158544, 0, -760834631722, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 19}
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id: 290808
{'charpoly_factorization': [[[-514307412752, 1418368, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 23}
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id: 290809
{'charpoly_factorization': [[[14857994423056, -8334986, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 29}
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id: 290810
{'charpoly_factorization': [[[1299542960377359693967785984, 0, -74580188894856, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 31}
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id: 290811
{'charpoly_factorization': [[[-172221385813328, -1613186, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 37}
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id: 290812
{'charpoly_factorization': [[[15175127626684854411860233636, 0, -524653229945812, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 41}
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id: 290813
{'charpoly_factorization': [[[187841499446728, 38240102, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 43}
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id: 290814
{'charpoly_factorization': [[[26510852518441870149925939456, 0, -2630861410847464, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 47}
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id: 290815
{'charpoly_factorization': [[[-7190189657832788, -6854056, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 53}
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id: 290816
{'charpoly_factorization': [[[1208900054139625465096510756624, 0, -6371386772799514, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 59}
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id: 290817
{'charpoly_factorization': [[[2472908108454412801733606263696, 0, -13170727678904314, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 61}
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id: 290818
{'charpoly_factorization': [[[31073956702009344, 407210388, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 67}
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id: 290819
{'charpoly_factorization': [[[107691169551243264, 662334372, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 71}
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id: 290820
{'charpoly_factorization': [[[456008842438150664143414818911524, 0, -201160054502509972, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 73}
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id: 290821
{'charpoly_factorization': [[[24380563916903968, 334205588, 1], 2]], 'hecke_orbit_code': 45035996441477218, 'p': 79}
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id: 290822
{'charpoly_factorization': [[[894141955513567640954711799502096, 0, -280763948299304794, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 83}
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id: 290823
{'charpoly_factorization': [[[194289435037372331117019795022346884, 0, -989995707342536644, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 89}
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id: 290824
{'charpoly_factorization': [[[620580982568256012338762988410362756, 0, -1576090761528077764, 0, 1], 1]], 'hecke_orbit_code': 45035996441477218, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '98.10.a.k', 'level': 98, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 214512000
{'hecke_orbit_code': 45035996441477218, 'n': 1, 'trace_an': 4}
-
id: 214512001
{'hecke_orbit_code': 45035996441477218, 'n': 2, 'trace_an': -64}
-
id: 214512002
{'hecke_orbit_code': 45035996441477218, 'n': 3, 'trace_an': 0}
-
id: 214512003
{'hecke_orbit_code': 45035996441477218, 'n': 4, 'trace_an': 1024}
-
id: 214512004
{'hecke_orbit_code': 45035996441477218, 'n': 5, 'trace_an': 0}
-
id: 214512005
{'hecke_orbit_code': 45035996441477218, 'n': 6, 'trace_an': 0}
-
id: 214512006
{'hecke_orbit_code': 45035996441477218, 'n': 7, 'trace_an': 0}
-
id: 214512007
{'hecke_orbit_code': 45035996441477218, 'n': 8, 'trace_an': -16384}
-
id: 214512008
{'hecke_orbit_code': 45035996441477218, 'n': 9, 'trace_an': 15912}
-
id: 214512009
{'hecke_orbit_code': 45035996441477218, 'n': 10, 'trace_an': 0}
-
id: 214512010
{'hecke_orbit_code': 45035996441477218, 'n': 11, 'trace_an': 9548}
-
id: 214512011
{'hecke_orbit_code': 45035996441477218, 'n': 12, 'trace_an': 0}
-
id: 214512012
{'hecke_orbit_code': 45035996441477218, 'n': 13, 'trace_an': 0}
-
id: 214512013
{'hecke_orbit_code': 45035996441477218, 'n': 14, 'trace_an': 0}
-
id: 214512014
{'hecke_orbit_code': 45035996441477218, 'n': 15, 'trace_an': -417312}
-
id: 214512015
{'hecke_orbit_code': 45035996441477218, 'n': 16, 'trace_an': 262144}
-
id: 214512016
{'hecke_orbit_code': 45035996441477218, 'n': 17, 'trace_an': 0}
-
id: 214512017
{'hecke_orbit_code': 45035996441477218, 'n': 18, 'trace_an': -254592}
-
id: 214512018
{'hecke_orbit_code': 45035996441477218, 'n': 19, 'trace_an': 0}
-
id: 214512019
{'hecke_orbit_code': 45035996441477218, 'n': 20, 'trace_an': 0}
-
id: 214512020
{'hecke_orbit_code': 45035996441477218, 'n': 21, 'trace_an': 0}
-
id: 214512021
{'hecke_orbit_code': 45035996441477218, 'n': 22, 'trace_an': -152768}
-
id: 214512022
{'hecke_orbit_code': 45035996441477218, 'n': 23, 'trace_an': -2836736}
-
id: 214512023
{'hecke_orbit_code': 45035996441477218, 'n': 24, 'trace_an': 0}
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