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{'Nk2': 8712, 'analytic_conductor': 38.81288439474131, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, -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': [242, 1, [123], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[3, [29, 1]], [7, [-230, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663538, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '242.6.a.a', 'level': 242, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-29q^{3}+2^{4}q^{4}-31q^{5}+116q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '242.6.a', 'trace_display': [-4, -29, -31, 230], 'trace_hash': 1814332301190737722, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.046', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.183', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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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], [11, 1]], 11, 3], [[[2, -1], [11, -1]], 9, 5], [[[2, 1], [11, -1]], 12, 5], [[[2, -1], [11, 1]], 13, 3]], 'ALdims': [11, 12, 13, 9], 'Nk2': 8712, 'analytic_conductor': 38.81288439474131, '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': [242, 1, [123], [1]], 'conrey_index': 1, 'cusp_dim': 153, 'dim': 45, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 100663538, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 4, 4, 4, 4, 6, 6], 'label': '242.6.a', 'level': 242, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 177, 'mf_new_dim': 45, 'num_forms': 16, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 45, 'sturm_bound': 198, 'trace_bound': 3, 'trace_display': [-4, 18, 72, 312], 'traces': [45, -4, 18, 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161440128, -3140967656, -1229994960, -8932446276, -106053632, 316041596, 559115128, 2877543438, 390127168, 0, -1556337440, 538935112, 812451200, 6501640648, -1293714016, -1771035424, 1184037184, -1317740742, -3998879616, 385450488, 0, 1791443458, -28073280, 5676645232, -1711971648, 5360590836, -1956275952, 658022696, 238778880], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 193799
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '22.6.a.c', 'target_level': 22, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 193800
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '176.6.a.e', 'target_level': 176, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 193801
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '198.6.a.b', 'target_level': 198, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 193802
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '242.6.a.a', 'target_level': 242, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 193803
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '550.6.a.c', 'target_level': 550, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 193804
{'conductor': 55, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '550.6.b.a', 'target_level': 550, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 193805
{'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '704.6.a.a', 'target_level': 704, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 193806
{'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '704.6.a.j', 'target_level': 704, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 193807
{'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '242.6.a.a', 'source_level': 242, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1078.6.a.f', 'target_level': 1078, 'twist_class_label': '22.6.a.c', 'twist_class_level': 22, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 569975
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 2}
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id: 569976
{'charpoly_factorization': [[[29, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 3}
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id: 569977
{'charpoly_factorization': [[[31, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 5}
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id: 569978
{'charpoly_factorization': [[[-230, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 7}
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id: 569979
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 11}
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id: 569980
{'charpoly_factorization': [[[112, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 13}
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id: 569981
{'charpoly_factorization': [[[-1142, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 17}
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id: 569982
{'charpoly_factorization': [[[-612, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 19}
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id: 569983
{'charpoly_factorization': [[[1941, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 23}
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id: 569984
{'charpoly_factorization': [[[1192, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 29}
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id: 569985
{'charpoly_factorization': [[[1037, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 31}
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id: 569986
{'charpoly_factorization': [[[-8083, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 37}
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id: 569987
{'charpoly_factorization': [[[-10444, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 41}
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id: 569988
{'charpoly_factorization': [[[58, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 43}
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id: 569989
{'charpoly_factorization': [[[-8656, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 47}
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id: 569990
{'charpoly_factorization': [[[20318, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 53}
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id: 569991
{'charpoly_factorization': [[[21351, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 59}
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id: 569992
{'charpoly_factorization': [[[47044, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 61}
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id: 569993
{'charpoly_factorization': [[[-48093, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 67}
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id: 569994
{'charpoly_factorization': [[[24967, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 71}
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id: 569995
{'charpoly_factorization': [[[-42288, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 73}
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id: 569996
{'charpoly_factorization': [[[-72410, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 79}
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id: 569997
{'charpoly_factorization': [[[-15806, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 83}
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id: 569998
{'charpoly_factorization': [[[114761, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 89}
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id: 569999
{'charpoly_factorization': [[[5159, 1], 1]], 'hecke_orbit_code': 100663538, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '242.6.a.a', 'level': 242, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 12716000
{'hecke_orbit_code': 100663538, 'n': 1, 'trace_an': 1}
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id: 12716001
{'hecke_orbit_code': 100663538, 'n': 2, 'trace_an': -4}
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id: 12716002
{'hecke_orbit_code': 100663538, 'n': 3, 'trace_an': -29}
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id: 12716003
{'hecke_orbit_code': 100663538, 'n': 4, 'trace_an': 16}
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id: 12716004
{'hecke_orbit_code': 100663538, 'n': 5, 'trace_an': -31}
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id: 12716005
{'hecke_orbit_code': 100663538, 'n': 6, 'trace_an': 116}
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id: 12716006
{'hecke_orbit_code': 100663538, 'n': 7, 'trace_an': 230}
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id: 12716007
{'hecke_orbit_code': 100663538, 'n': 8, 'trace_an': -64}
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id: 12716008
{'hecke_orbit_code': 100663538, 'n': 9, 'trace_an': 598}
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id: 12716009
{'hecke_orbit_code': 100663538, 'n': 10, 'trace_an': 124}
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id: 12716010
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