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{'Nk2': 1008, 'analytic_conductor': 5.378402263917122, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [7, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 3369, 'field_disc_factorization': [[3, 1], [1123, 1]], 'field_poly': [-842, -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, [-2640, 54, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 201326599, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': True, 'label': '7.12.a.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.12.a.a', 'nf_label': '2.2.3369.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3^{3}-\\beta )q^{2}+(60+6\\beta )q^{3}+(2050+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.12.a', 'trace_display': [-54, 120, -13500, 33614], 'trace_hash': 82964266041793499, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.921', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.462', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '7.12.a.a', 'level': 7, 'maxp': 997, 'weight': 12}
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mf_newspaces • Show schema
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{'AL_dims': [[[[7, -1]], 2, 1], [[[7, 1]], 3, 1]], 'ALdims': [3, 2], 'Nk2': 1008, 'analytic_conductor': 5.378402263917122, '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': [7, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 5, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326599, 'hecke_orbit_dims': [2, 3], 'label': '7.12.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 9, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 8, 'trace_bound': 1, 'trace_display': [23, -20, -8474, -16807], 'traces': [5, 23, -20, 9593, -8474, 20606, -16807, -238857, 553993, 1042644, -1789868, 1819958, -1890770, -2201717, -9435032, 2149889, 19957386, -1990249, -5658356, 6668648, 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mf_twists_nf • Show schema
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id: 3612
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.12.a.a', 'target_level': 7, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 3613
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.12.a.c', 'target_level': 49, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 3614
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.12.c.d', 'target_level': 49, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 3615
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.12.c.e', 'target_level': 49, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 3616
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '63.12.a.c', 'target_level': 63, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 3617
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '112.12.a.d', 'target_level': 112, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 3618
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.12.a.a', 'target_level': 175, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 3619
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.12.a.a', 'source_level': 7, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.12.b.a', 'target_level': 175, 'twist_class_label': '7.12.a.a', 'twist_class_level': 7, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 28850
{'charpoly_factorization': [[[-2640, 54, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 2}
-
id: 28851
{'charpoly_factorization': [[[-117684, -120, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 3}
-
id: 28852
{'charpoly_factorization': [[[45225600, 13500, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 5}
-
id: 28853
{'charpoly_factorization': [[[-16807, 1], 2]], 'hecke_orbit_code': 201326599, 'p': 7}
-
id: 28854
{'charpoly_factorization': [[[82628600064, 750816, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 11}
-
id: 28855
{'charpoly_factorization': [[[-3004246048160, 9548, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 13}
-
id: 28856
{'charpoly_factorization': [[[4294132070676, -4160052, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 17}
-
id: 28857
{'charpoly_factorization': [[[60418820423500, 17998712, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 19}
-
id: 28858
{'charpoly_factorization': [[[1089063527288064, 66161016, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 23}
-
id: 28859
{'charpoly_factorization': [[[-11577825800104140, -61515612, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 29}
-
id: 28860
{'charpoly_factorization': [[[-6272688056617808, 15281552, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 31}
-
id: 28861
{'charpoly_factorization': [[[-39899433794297036, 527218340, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 37}
-
id: 28862
{'charpoly_factorization': [[[2837391053183316, 178276140, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 41}
-
id: 28863
{'charpoly_factorization': [[[549908118448121920, -1826745232, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 43}
-
id: 28864
{'charpoly_factorization': [[[-4819095623733362832, -568240704, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 47}
-
id: 28865
{'charpoly_factorization': [[[-9829745180584088988, 4185816372, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 53}
-
id: 28866
{'charpoly_factorization': [[[-34349908314521774100, -3111345000, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 59}
-
id: 28867
{'charpoly_factorization': [[[45659772847609730656, -15042595060, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 61}
-
id: 28868
{'charpoly_factorization': [[[-114557670887448005648, -9856523968, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 67}
-
id: 28869
{'charpoly_factorization': [[[135260805034035855360, 24312011328, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 71}
-
id: 28870
{'charpoly_factorization': [[[104884626434894673892, 30890001932, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 73}
-
id: 28871
{'charpoly_factorization': [[[-636469558726940275520, -1992804256, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 79}
-
id: 28872
{'charpoly_factorization': [[[-371087002249402072788, -5277014568, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 83}
-
id: 28873
{'charpoly_factorization': [[[2064140707157901298500, 101541312828, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 89}
-
id: 28874
{'charpoly_factorization': [[[9098626134582595352308, 192228621116, 1], 1]], 'hecke_orbit_code': 201326599, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '7.12.a.a', 'level': 7, 'portrait': 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', 'weight': 12}
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mf_hecke_traces • Show schema
Hide schema
-
id: 14613000
{'hecke_orbit_code': 201326599, 'n': 1, 'trace_an': 2}
-
id: 14613001
{'hecke_orbit_code': 201326599, 'n': 2, 'trace_an': -54}
-
id: 14613002
{'hecke_orbit_code': 201326599, 'n': 3, 'trace_an': 120}
-
id: 14613003
{'hecke_orbit_code': 201326599, 'n': 4, 'trace_an': 4100}
-
id: 14613004
{'hecke_orbit_code': 201326599, 'n': 5, 'trace_an': -13500}
-
id: 14613005
{'hecke_orbit_code': 201326599, 'n': 6, 'trace_an': -43668}
-
id: 14613006
{'hecke_orbit_code': 201326599, 'n': 7, 'trace_an': 33614}
-
id: 14613007
{'hecke_orbit_code': 201326599, 'n': 8, 'trace_an': -363960}
-
id: 14613008
{'hecke_orbit_code': 201326599, 'n': 9, 'trace_an': -104526}
-
id: 14613009
{'hecke_orbit_code': 201326599, 'n': 10, 'trace_an': 431880}
-
id: 14613010
{'hecke_orbit_code': 201326599, 'n': 11, 'trace_an': -750816}
-
id: 14613011
{'hecke_orbit_code': 201326599, 'n': 12, 'trace_an': 2429112}
-
id: 14613012
{'hecke_orbit_code': 201326599, 'n': 13, 'trace_an': -9548}
-
id: 14613013
{'hecke_orbit_code': 201326599, 'n': 14, 'trace_an': -907578}
-
id: 14613014
{'hecke_orbit_code': 201326599, 'n': 15, 'trace_an': -1214280}
-
id: 14613015
{'hecke_orbit_code': 201326599, 'n': 16, 'trace_an': 11267600}
-
id: 14613016
{'hecke_orbit_code': 201326599, 'n': 17, 'trace_an': 4160052}
-
id: 14613017
{'hecke_orbit_code': 201326599, 'n': 18, 'trace_an': -2029158}
-
id: 14613018
{'hecke_orbit_code': 201326599, 'n': 19, 'trace_an': -17998712}
-
id: 14613019
{'hecke_orbit_code': 201326599, 'n': 20, 'trace_an': -31313520}
-
id: 14613020
{'hecke_orbit_code': 201326599, 'n': 21, 'trace_an': 2016840}
-
id: 14613021
{'hecke_orbit_code': 201326599, 'n': 22, 'trace_an': 48302112}
-
id: 14613022
{'hecke_orbit_code': 201326599, 'n': 23, 'trace_an': -66161016}
-
id: 14613023
{'hecke_orbit_code': 201326599, 'n': 24, 'trace_an': -80862480}
-
id: 14613024
{'hecke_orbit_code': 201326599, 'n': 25, 'trace_an': -5857450}
-
id: 14613025
{'hecke_orbit_code': 201326599, 'n': 26, 'trace_an': 201467952}
-
id: 14613026
{'hecke_orbit_code': 201326599, 'n': 27, 'trace_an': 1578960}
-
id: 14613027
{'hecke_orbit_code': 201326599, 'n': 28, 'trace_an': 68908700}
-
id: 14613028
{'hecke_orbit_code': 201326599, 'n': 29, 'trace_an': 61515612}
-
id: 14613029
{'hecke_orbit_code': 201326599, 'n': 30, 'trace_an': 309717360}
-
id: 14613030
{'hecke_orbit_code': 201326599, 'n': 31, 'trace_an': -15281552}
-
id: 14613031
{'hecke_orbit_code': 201326599, 'n': 32, 'trace_an': -305459424}
-
id: 14613032
{'hecke_orbit_code': 201326599, 'n': 33, 'trace_an': -213229440}
-
id: 14613033
{'hecke_orbit_code': 201326599, 'n': 34, 'trace_an': -133209204}
-
id: 14613034
{'hecke_orbit_code': 201326599, 'n': 35, 'trace_an': -226894500}
-
id: 14613035
{'hecke_orbit_code': 201326599, 'n': 36, 'trace_an': 47695140}
-
id: 14613036
{'hecke_orbit_code': 201326599, 'n': 37, 'trace_an': -527218340}
-
id: 14613037
{'hecke_orbit_code': 201326599, 'n': 38, 'trace_an': -40528620}
-
id: 14613038
{'hecke_orbit_code': 201326599, 'n': 39, 'trace_an': -1207833816}
-
id: 14613039
{'hecke_orbit_code': 201326599, 'n': 40, 'trace_an': 2555104800}
-
id: 14613040
{'hecke_orbit_code': 201326599, 'n': 41, 'trace_an': -178276140}
-
id: 14613041
{'hecke_orbit_code': 201326599, 'n': 42, 'trace_an': -733928076}
-
id: 14613042
{'hecke_orbit_code': 201326599, 'n': 43, 'trace_an': 1826745232}
-
id: 14613043
{'hecke_orbit_code': 201326599, 'n': 44, 'trace_an': -3052797120}
-
id: 14613044
{'hecke_orbit_code': 201326599, 'n': 45, 'trace_an': 657036900}
-
id: 14613045
{'hecke_orbit_code': 201326599, 'n': 46, 'trace_an': 1520196432}
-
id: 14613046
{'hecke_orbit_code': 201326599, 'n': 47, 'trace_an': 568240704}
-
id: 14613047
{'hecke_orbit_code': 201326599, 'n': 48, 'trace_an': 5155801824}
-
id: 14613048
{'hecke_orbit_code': 201326599, 'n': 49, 'trace_an': 564950498}
-
id: 14613049
{'hecke_orbit_code': 201326599, 'n': 50, 'trace_an': -751478850}
-
id: 14613050
{'hecke_orbit_code': 201326599, 'n': 51, 'trace_an': 374929920}
-
id: 14613051
{'hecke_orbit_code': 201326599, 'n': 52, 'trace_an': -10884921824}
-
id: 14613052
{'hecke_orbit_code': 201326599, 'n': 53, 'trace_an': -4185816372}
-
id: 14613053
{'hecke_orbit_code': 201326599, 'n': 54, 'trace_an': 8940873960}
-
id: 14613054
{'hecke_orbit_code': 201326599, 'n': 55, 'trace_an': 5348308800}
-
id: 14613055
{'hecke_orbit_code': 201326599, 'n': 56, 'trace_an': -6117075720}
-
id: 14613056
{'hecke_orbit_code': 201326599, 'n': 57, 'trace_an': 2079040344}
-
id: 14613057
{'hecke_orbit_code': 201326599, 'n': 58, 'trace_an': -14652135900}
-
id: 14613058
{'hecke_orbit_code': 201326599, 'n': 59, 'trace_an': 3111345000}
-
id: 14613059
{'hecke_orbit_code': 201326599, 'n': 60, 'trace_an': -17443591200}
-
id: 14613060
{'hecke_orbit_code': 201326599, 'n': 61, 'trace_an': 15042595060}
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