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mf_newforms • Show schema
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{'Nk2': 15309, 'analytic_conductor': 89.9415133532447, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 6, 'char_parity': -1, 'char_values': [21, 6, [8, 10], [3, 2]], 'cm_discs': [-3], 'conrey_index': 2, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 481489322005, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3], [1, 1, 7, 3, 1, 3, 0], [1, 1, 21, 8, -1, 6, 0]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '21.27.h.a', 'level': 21, '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': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.27.h.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 8, 'qexp_display': 'q+3^{13}\\zeta_{6}q^{3}-2^{26}\\zeta_{6}q^{4}+(-76625836565+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '26.2.1.d6', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '21.27.h', 'trace_display': [0, 1594323, 0, -44342429053], 'trace_hash': 2126465463197179965, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.055', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.859', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.353', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 15309, 'analytic_conductor': 89.9415133532447, 'char_conductor': 21, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 6, 'char_parity': -1, 'char_values': [21, 6, [8, 10], [3, 2]], 'conrey_index': 2, 'cusp_dim': 134, 'dim': 134, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 481489322005, 'hecke_orbit_dims': [2, 132], 'label': '21.27.h', 'level': 21, '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': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 142, 'mf_new_dim': 142, 'num_forms': 2, 'prim_orbit_index': 8, 'relative_dim': 67, 'sturm_bound': 72, 'trace_bound': 1, 'trace_display': [0, -1, 0, -170398305279], 'traces': [134, 0, -1, 2147483646, 0, 23185031164, -170398305279, 0, -1888965480679, -7069944086530, 0, 96313602199516, 986151663995718, 0, -160542130108300, 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mf_twists_cc • Show schema
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id: 6304171
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 481489322005, 'source_is_minimal': True, 'source_label': '21.27.h.a.11.1', 'source_level': 21, 'target_conrey_index': 11, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481489322005, 'target_is_minimal': True, 'target_label': '21.27.h.a.11.1', 'target_level': 21, 'twist_class_label': '21.27.h.a.2.1', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 27}
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id: 6304172
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 481489322005, 'source_is_minimal': True, 'source_label': '21.27.h.a.11.1', 'source_level': 21, 'target_conrey_index': 11, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481489322005, 'target_is_minimal': True, 'target_label': '21.27.h.a.11.1', 'target_level': 21, 'twist_class_label': '21.27.h.a.2.1', 'twist_class_level': 21, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 27}
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id: 6304173
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 481489322005, 'source_is_minimal': True, 'source_label': '21.27.h.a.11.1', 'source_level': 21, 'target_conrey_index': 2, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481489322005, 'target_is_minimal': True, 'target_label': '21.27.h.a.2.1', 'target_level': 21, 'twist_class_label': '21.27.h.a.2.1', 'twist_class_level': 21, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 27}
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id: 6304174
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 481489322005, 'source_is_minimal': True, 'source_label': '21.27.h.a.11.1', 'source_level': 21, 'target_conrey_index': 2, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481489322005, 'target_is_minimal': True, 'target_label': '21.27.h.a.2.1', 'target_level': 21, 'twist_class_label': '21.27.h.a.2.1', 'twist_class_level': 21, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 27}
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mf_hecke_charpolys • Show schema
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id: 84725
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 2}
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id: 84726
{'charpoly_factorization': [[[2541865828329, -1594323, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 3}
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id: 84727
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 5}
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id: 84728
{'charpoly_factorization': [[[9387480337647754305649, 44342429053, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 7}
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id: 84729
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 11}
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id: 84730
{'charpoly_factorization': [[[-605583307798583, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 13}
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id: 84731
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 17}
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id: 84732
{'charpoly_factorization': [[[2770637079610475761377221018929561, -52636841466889669, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 19}
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id: 84733
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 23}
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id: 84734
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 29}
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id: 84735
{'charpoly_factorization': [[[353834800850358985038184090231044663049, -18810497092058970493, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 31}
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id: 84736
{'charpoly_factorization': [[[68845924938825485671216794157552213350289, 262385069961736743767, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 37}
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id: 84737
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 41}
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id: 84738
{'charpoly_factorization': [[[-2526218734463903278739, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 43}
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id: 84739
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 47}
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id: 84740
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 53}
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id: 84741
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 59}
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id: 84742
{'charpoly_factorization': [[[69619731683206985932551456313027026465177691876, 263855512891444028536874, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 61}
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id: 84743
{'charpoly_factorization': [[[1092053144913705896370583077597534116569369676809, -1045013466379120827629053, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 67}
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id: 84744
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 71}
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id: 84745
{'charpoly_factorization': [[[5368937543475814320130441246994121578389883329, 73273034217751719361823, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 73}
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id: 84746
{'charpoly_factorization': [[[53978620231853600926658387156292130062650089719961, 7347014375367289352249531, 1], 1]], 'hecke_orbit_code': 481489322005, 'p': 79}
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id: 84747
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 83}
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id: 84748
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 89}
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id: 84749
{'charpoly_factorization': [[[-17986262538026851891280642, 1], 2]], 'hecke_orbit_code': 481489322005, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 8, 'hecke_orbit': 1, 'label': '21.27.h.a', 'level': 21, 'portrait': 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', 'weight': 27}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 9711960
{'hecke_orbit_code': 481489322005, 'n': 1, 'trace_an': 2}
-
id: 9711961
{'hecke_orbit_code': 481489322005, 'n': 2, 'trace_an': 0}
-
id: 9711962
{'hecke_orbit_code': 481489322005, 'n': 3, 'trace_an': 1594323}
-
id: 9711963
{'hecke_orbit_code': 481489322005, 'n': 4, 'trace_an': -67108864}
-
id: 9711964
{'hecke_orbit_code': 481489322005, 'n': 5, 'trace_an': 0}
-
id: 9711965
{'hecke_orbit_code': 481489322005, 'n': 6, 'trace_an': 0}
-
id: 9711966
{'hecke_orbit_code': 481489322005, 'n': 7, 'trace_an': -44342429053}
-
id: 9711967
{'hecke_orbit_code': 481489322005, 'n': 8, 'trace_an': 0}
-
id: 9711968
{'hecke_orbit_code': 481489322005, 'n': 9, 'trace_an': -2541865828329}
-
id: 9711969
{'hecke_orbit_code': 481489322005, 'n': 10, 'trace_an': 0}
-
id: 9711970
{'hecke_orbit_code': 481489322005, 'n': 11, 'trace_an': 0}
-
id: 9711971
{'hecke_orbit_code': 481489322005, 'n': 12, 'trace_an': 106993205379072}
-
id: 9711972
{'hecke_orbit_code': 481489322005, 'n': 13, 'trace_an': 1211166615597166}
-
id: 9711973
{'hecke_orbit_code': 481489322005, 'n': 14, 'trace_an': 0}
-
id: 9711974
{'hecke_orbit_code': 481489322005, 'n': 15, 'trace_an': 0}
-
id: 9711975
{'hecke_orbit_code': 481489322005, 'n': 16, 'trace_an': -4503599627370496}
-
id: 9711976
{'hecke_orbit_code': 481489322005, 'n': 17, 'trace_an': 0}
-
id: 9711977
{'hecke_orbit_code': 481489322005, 'n': 18, 'trace_an': 0}
-
id: 9711978
{'hecke_orbit_code': 481489322005, 'n': 19, 'trace_an': 52636841466889669}
-
id: 9711979
{'hecke_orbit_code': 481489322005, 'n': 20, 'trace_an': 0}
-
id: 9711980
{'hecke_orbit_code': 481489322005, 'n': 21, 'trace_an': -295802846374395366}
-
id: 9711981
{'hecke_orbit_code': 481489322005, 'n': 22, 'trace_an': 0}
-
id: 9711982
{'hecke_orbit_code': 481489322005, 'n': 23, 'trace_an': 0}
-
id: 9711983
{'hecke_orbit_code': 481489322005, 'n': 24, 'trace_an': 0}
-
id: 9711984
{'hecke_orbit_code': 481489322005, 'n': 25, 'trace_an': -1490116119384765625}
-
id: 9711985
{'hecke_orbit_code': 481489322005, 'n': 26, 'trace_an': 0}
-
id: 9711986
{'hecke_orbit_code': 481489322005, 'n': 27, 'trace_an': -8105110306037952534}
-
id: 9711987
{'hecke_orbit_code': 481489322005, 'n': 28, 'trace_an': 12451048494033010688}
-
id: 9711988
{'hecke_orbit_code': 481489322005, 'n': 29, 'trace_an': 0}
-
id: 9711989
{'hecke_orbit_code': 481489322005, 'n': 30, 'trace_an': 0}
-
id: 9711990
{'hecke_orbit_code': 481489322005, 'n': 31, 'trace_an': 18810497092058970493}
-
id: 9711991
{'hecke_orbit_code': 481489322005, 'n': 32, 'trace_an': 0}
-
id: 9711992
{'hecke_orbit_code': 481489322005, 'n': 33, 'trace_an': 0}
-
id: 9711993
{'hecke_orbit_code': 481489322005, 'n': 34, 'trace_an': 0}
-
id: 9711994
{'hecke_orbit_code': 481489322005, 'n': 35, 'trace_an': 0}
-
id: 9711995
{'hecke_orbit_code': 481489322005, 'n': 36, 'trace_an': 341163456359156416512}
-
id: 9711996
{'hecke_orbit_code': 481489322005, 'n': 37, 'trace_an': -262385069961736743767}
-
id: 9711997
{'hecke_orbit_code': 481489322005, 'n': 38, 'trace_an': 0}
-
id: 9711998
{'hecke_orbit_code': 481489322005, 'n': 39, 'trace_an': 965495396039360244309}
-
id: 9711999
{'hecke_orbit_code': 481489322005, 'n': 40, 'trace_an': 0}
-
id: 9712000
{'hecke_orbit_code': 481489322005, 'n': 41, 'trace_an': 0}
-
id: 9712001
{'hecke_orbit_code': 481489322005, 'n': 42, 'trace_an': 0}
-
id: 9712002
{'hecke_orbit_code': 481489322005, 'n': 43, 'trace_an': 5052437468927806557478}
-
id: 9712003
{'hecke_orbit_code': 481489322005, 'n': 44, 'trace_an': 0}
-
id: 9712004
{'hecke_orbit_code': 481489322005, 'n': 45, 'trace_an': 0}
-
id: 9712005
{'hecke_orbit_code': 481489322005, 'n': 46, 'trace_an': 0}
-
id: 9712006
{'hecke_orbit_code': 481489322005, 'n': 47, 'trace_an': 0}
-
id: 9712007
{'hecke_orbit_code': 481489322005, 'n': 48, 'trace_an': -14360384937416422588416}
-
id: 9712008
{'hecke_orbit_code': 481489322005, 'n': 49, 'trace_an': -16808709660975170134489}
-
id: 9712009
{'hecke_orbit_code': 481489322005, 'n': 50, 'trace_an': 0}
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