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{'Nk2': 6480, 'analytic_conductor': 34.5754431251815, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1801, 'field_disc_factorization': [[1801, 1]], 'field_poly': [-450, -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': [[2, [-408, -13, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067629, 'hecke_ring_generator_nbound': 2, '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': '45.12.a.c', 'level': 45, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.12.a.c', 'nf_label': '2.2.1801.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta )q^{2}+(-1549-13\\beta )q^{4}+5^{5}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.12.a', 'trace_display': [13, 0, 6250, 7784], 'trace_hash': 96555005455898816, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.978', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.059', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.238', 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [4, 4, 5, 6], 'Nk2': 6480, 'analytic_conductor': 34.5754431251815, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 62, 'dim': 19, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326637, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 4, 4], 'label': '45.12.a', 'level': 45, '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': [3, 5], 'level_radical': 15, 'mf_dim': 70, 'mf_new_dim': 19, 'num_forms': 8, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 19, 'sturm_bound': 72, 'trace_bound': 2, 'trace_display': [78, 0, 3125, -73520], 'traces': [19, 78, 0, 22608, 3125, 0, -73520, 310044, 0, -368750, 724596, 0, -3418614, -3793308, 0, 33047172, 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mf_twists_nf • Show schema
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id: 36718
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '45.12.a.c', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '15.12.a.c', 'target_level': 15, 'twist_class_label': '15.12.a.c', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 36719
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '45.12.a.c', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '45.12.a.c', 'target_level': 45, 'twist_class_label': '15.12.a.c', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 36720
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '45.12.a.c', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.12.a.c', 'target_level': 75, 'twist_class_label': '15.12.a.c', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 36721
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '45.12.a.c', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.12.b.d', 'target_level': 75, 'twist_class_label': '15.12.a.c', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 36722
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '45.12.a.c', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '225.12.a.i', 'target_level': 225, 'twist_class_label': '15.12.a.c', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 36723
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '45.12.a.c', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '225.12.b.i', 'target_level': 225, 'twist_class_label': '15.12.a.c', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 36724
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '45.12.a.c', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '240.12.a.m', 'target_level': 240, 'twist_class_label': '15.12.a.c', 'twist_class_level': 15, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 151875
{'charpoly_factorization': [[[-408, -13, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 2}
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id: 151876
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199456067629, 'p': 3}
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id: 151877
{'charpoly_factorization': [[[-3125, 1], 2]], 'hecke_orbit_code': 9007199456067629, 'p': 5}
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id: 151878
{'charpoly_factorization': [[[-5768338800, -7784, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 7}
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id: 151879
{'charpoly_factorization': [[[-410180426688, 295568, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 11}
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id: 151880
{'charpoly_factorization': [[[-2221874407708, -657492, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 13}
-
id: 151881
{'charpoly_factorization': [[[15658933919076, 8579948, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 17}
-
id: 151882
{'charpoly_factorization': [[[69890598801680, -17627976, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 19}
-
id: 151883
{'charpoly_factorization': [[[-889077131006400, -29841072, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 23}
-
id: 151884
{'charpoly_factorization': [[[2163428601759300, -201881948, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 29}
-
id: 151885
{'charpoly_factorization': [[[-17412327270360000, 71057008, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 31}
-
id: 151886
{'charpoly_factorization': [[[50432616071757220, -705858484, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 37}
-
id: 151887
{'charpoly_factorization': [[[-125372437978477980, -327655148, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 41}
-
id: 151888
{'charpoly_factorization': [[[2542440310165469456, -3192552120, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 43}
-
id: 151889
{'charpoly_factorization': [[[1025536165434245184, 2053064720, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 47}
-
id: 151890
{'charpoly_factorization': [[[-4314859839548546940, -2304299452, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 53}
-
id: 151891
{'charpoly_factorization': [[[-25432598773566813120, -1478770576, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 59}
-
id: 151892
{'charpoly_factorization': [[[10934042918309264516, 8264891460, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 61}
-
id: 151893
{'charpoly_factorization': [[[126127108040239777296, -24212177528, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 67}
-
id: 151894
{'charpoly_factorization': [[[-203050463082324950016, -20218888256, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 71}
-
id: 151895
{'charpoly_factorization': [[[-204937872651958364860, -25879583268, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 73}
-
id: 151896
{'charpoly_factorization': [[[-60195242900568792000, -22324995440, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 79}
-
id: 151897
{'charpoly_factorization': [[[433919758971716924688, 48014508984, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 83}
-
id: 151898
{'charpoly_factorization': [[[332028601237361705220, 79209683076, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 89}
-
id: 151899
{'charpoly_factorization': [[[340004029263639641476, 37075227452, 1], 1]], 'hecke_orbit_code': 9007199456067629, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '45.12.a.c', 'level': 45, 'portrait': 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', 'weight': 12}
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