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{'Nk2': 22680, 'analytic_conductor': 101.0418064821778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 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': [630, 1, [281, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[11, [555, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396746998390, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '630.6.a.j', 'level': 630, '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, 5, 7], 'level_radical': 210, 'minimal_twist': '70.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}-5^{2}q^{5}+7^{2}q^{7}+2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '630.6.a', 'trace_display': [4, 0, -25, 49], 'trace_hash': 1923467599300784572, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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-
mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 40532396746998390, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '630.6.a.j', 'level': 630, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
Hide schema
{'ALdims': [2, 3, 3, 2, 4, 4, 4, 4, 3, 2, 2, 3, 3, 4, 4, 3], 'Nk2': 22680, 'analytic_conductor': 101.0418064821778, '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': [630, 1, [281, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 704, 'dim': 50, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [11], 'hecke_orbit_code': 100663926, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '630.6.a', 'level': 630, '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, 5, 7], 'level_radical': 210, 'mf_dim': 736, 'mf_new_dim': 50, 'num_forms': 31, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 50, 'sturm_bound': 864, 'trace_bound': 11, 'trace_display': [-8, 0, 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6303744, 21846156, 0, 389252224, 0, 0, 78081888, 159478168, 0, -15846200, 55225248, 0, 44236672, 70199808, 0, -215260200, 2121728, 0, 261856, 34500600, 0, 247984864, 53303968, 0, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 424242
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '630.6.a.j', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '70.6.a.a', 'target_level': 70, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 424243
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '630.6.a.j', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '350.6.a.n', 'target_level': 350, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 424244
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '630.6.a.j', 'source_level': 630, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '350.6.c.h', 'target_level': 350, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 424245
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '630.6.a.j', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '490.6.a.i', 'target_level': 490, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 424246
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '630.6.a.j', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '560.6.a.i', 'target_level': 560, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 424247
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '630.6.a.j', 'source_level': 630, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '630.6.a.j', 'target_level': 630, 'twist_class_label': '70.6.a.a', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1142950
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 2}
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id: 1142951
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 3}
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id: 1142952
{'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 5}
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id: 1142953
{'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 7}
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id: 1142954
{'charpoly_factorization': [[[555, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 11}
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id: 1142955
{'charpoly_factorization': [[[241, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 13}
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id: 1142956
{'charpoly_factorization': [[[-1491, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 17}
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id: 1142957
{'charpoly_factorization': [[[2038, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 19}
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id: 1142958
{'charpoly_factorization': [[[-1230, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 23}
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id: 1142959
{'charpoly_factorization': [[[-5001, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 29}
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id: 1142960
{'charpoly_factorization': [[[-5696, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 31}
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id: 1142961
{'charpoly_factorization': [[[5602, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 37}
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id: 1142962
{'charpoly_factorization': [[[-2424, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 41}
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id: 1142963
{'charpoly_factorization': [[[-602, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 43}
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id: 1142964
{'charpoly_factorization': [[[-23163, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 47}
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id: 1142965
{'charpoly_factorization': [[[-25296, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 53}
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id: 1142966
{'charpoly_factorization': [[[5724, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 59}
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id: 1142967
{'charpoly_factorization': [[[36112, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 61}
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id: 1142968
{'charpoly_factorization': [[[-66104, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 67}
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id: 1142969
{'charpoly_factorization': [[[16080, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 71}
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id: 1142970
{'charpoly_factorization': [[[80482, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 73}
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id: 1142971
{'charpoly_factorization': [[[64147, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 79}
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id: 1142972
{'charpoly_factorization': [[[-106284, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 83}
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id: 1142973
{'charpoly_factorization': [[[-71676, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 89}
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id: 1142974
{'charpoly_factorization': [[[-151025, 1], 1]], 'hecke_orbit_code': 40532396746998390, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '630.6.a.j', 'level': 630, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 53667073
{'hecke_orbit_code': 40532396746998390, 'n': 1, 'trace_an': 1}
-
id: 53667074
{'hecke_orbit_code': 40532396746998390, 'n': 2, 'trace_an': 4}
-
id: 53667075
{'hecke_orbit_code': 40532396746998390, 'n': 3, 'trace_an': 0}
-
id: 53667076
{'hecke_orbit_code': 40532396746998390, 'n': 4, 'trace_an': 16}
-
id: 53667077
{'hecke_orbit_code': 40532396746998390, 'n': 5, 'trace_an': -25}
-
id: 53667078
{'hecke_orbit_code': 40532396746998390, 'n': 6, 'trace_an': 0}
-
id: 53667079
{'hecke_orbit_code': 40532396746998390, 'n': 7, 'trace_an': 49}
-
id: 53667080
{'hecke_orbit_code': 40532396746998390, 'n': 8, 'trace_an': 64}
-
id: 53667081
{'hecke_orbit_code': 40532396746998390, 'n': 9, 'trace_an': 0}
-
id: 53667082
{'hecke_orbit_code': 40532396746998390, 'n': 10, 'trace_an': -100}
-
id: 53667083
{'hecke_orbit_code': 40532396746998390, 'n': 11, 'trace_an': -555}
-
id: 53667084
{'hecke_orbit_code': 40532396746998390, 'n': 12, 'trace_an': 0}
-
id: 53667085
{'hecke_orbit_code': 40532396746998390, 'n': 13, 'trace_an': -241}
-
id: 53667086
{'hecke_orbit_code': 40532396746998390, 'n': 14, 'trace_an': 196}
-
id: 53667087
{'hecke_orbit_code': 40532396746998390, 'n': 15, 'trace_an': 0}
-
id: 53667088
{'hecke_orbit_code': 40532396746998390, 'n': 16, 'trace_an': 256}
-
id: 53667089
{'hecke_orbit_code': 40532396746998390, 'n': 17, 'trace_an': 1491}
-
id: 53667090
{'hecke_orbit_code': 40532396746998390, 'n': 18, 'trace_an': 0}
-
id: 53667091
{'hecke_orbit_code': 40532396746998390, 'n': 19, 'trace_an': -2038}
-
id: 53667092
{'hecke_orbit_code': 40532396746998390, 'n': 20, 'trace_an': -400}
-
id: 53667093
{'hecke_orbit_code': 40532396746998390, 'n': 21, 'trace_an': 0}
-
id: 53667094
{'hecke_orbit_code': 40532396746998390, 'n': 22, 'trace_an': -2220}
-
id: 53667095
{'hecke_orbit_code': 40532396746998390, 'n': 23, 'trace_an': 1230}
-
id: 53667096
{'hecke_orbit_code': 40532396746998390, 'n': 24, 'trace_an': 0}
-
id: 53667097
{'hecke_orbit_code': 40532396746998390, 'n': 25, 'trace_an': 625}
-
id: 53667098
{'hecke_orbit_code': 40532396746998390, 'n': 26, 'trace_an': -964}
-
id: 53667099
{'hecke_orbit_code': 40532396746998390, 'n': 27, 'trace_an': 0}
-
id: 53667100
{'hecke_orbit_code': 40532396746998390, 'n': 28, 'trace_an': 784}
-
id: 53667101
{'hecke_orbit_code': 40532396746998390, 'n': 29, 'trace_an': 5001}
-
id: 53667102
{'hecke_orbit_code': 40532396746998390, 'n': 30, 'trace_an': 0}
-
id: 53667103
{'hecke_orbit_code': 40532396746998390, 'n': 31, 'trace_an': 5696}
-
id: 53667104
{'hecke_orbit_code': 40532396746998390, 'n': 32, 'trace_an': 1024}
-
id: 53667105
{'hecke_orbit_code': 40532396746998390, 'n': 33, 'trace_an': 0}
-
id: 53667106
{'hecke_orbit_code': 40532396746998390, 'n': 34, 'trace_an': 5964}
-
id: 53667107
{'hecke_orbit_code': 40532396746998390, 'n': 35, 'trace_an': -1225}
-
id: 53667108
{'hecke_orbit_code': 40532396746998390, 'n': 36, 'trace_an': 0}
-
id: 53667109
{'hecke_orbit_code': 40532396746998390, 'n': 37, 'trace_an': -5602}
-
id: 53667110
{'hecke_orbit_code': 40532396746998390, 'n': 38, 'trace_an': -8152}
-
id: 53667111
{'hecke_orbit_code': 40532396746998390, 'n': 39, 'trace_an': 0}
-
id: 53667112
{'hecke_orbit_code': 40532396746998390, 'n': 40, 'trace_an': -1600}
-
id: 53667113
{'hecke_orbit_code': 40532396746998390, 'n': 41, 'trace_an': 2424}
-
id: 53667114
{'hecke_orbit_code': 40532396746998390, 'n': 42, 'trace_an': 0}
-
id: 53667115
{'hecke_orbit_code': 40532396746998390, 'n': 43, 'trace_an': 602}
-
id: 53667116
{'hecke_orbit_code': 40532396746998390, 'n': 44, 'trace_an': -8880}
-
id: 53667117
{'hecke_orbit_code': 40532396746998390, 'n': 45, 'trace_an': 0}
-
id: 53667118
{'hecke_orbit_code': 40532396746998390, 'n': 46, 'trace_an': 4920}
-
id: 53667119
{'hecke_orbit_code': 40532396746998390, 'n': 47, 'trace_an': 23163}
-
id: 53667120
{'hecke_orbit_code': 40532396746998390, 'n': 48, 'trace_an': 0}
-
id: 53667121
{'hecke_orbit_code': 40532396746998390, 'n': 49, 'trace_an': 2401}
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