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{'Nk2': 19200, 'analytic_conductor': 93.71550764523653, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [300, 1, [151, 101, 277], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 30887164, 'field_disc_factorization': [[2, 2], [7, 1], [11, 1], [17, 2], [347, 1]], 'field_poly': [-3990, -572, -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': [[7, [-663574813, -2019333, -351, 1]], [11, [287673763464, -65608452, -3138, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795290034476, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 7200, 'hecke_ring_index_factorization': [[2, 5], [3, 2], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '300.8.a.n', 'level': 300, '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], 'level_radical': 30, 'minimal_twist': '300.8.a.m', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+(117+\\beta _{1})q^{7}+3^{6}q^{9}+(1046+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '300.8.a', 'trace_display': [0, 81, 0, 351], 'trace_hash': 1071752637646038821, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 7}, 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mf_hecke_nf • Show schema
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-61363507]], 'char_orbit_index': 1, 'field_poly': [-3990, -572, -1, 1], 'hecke_orbit_code': 58546795290034476, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 60, 120], 'hecke_ring_inverse_numerators': [[1, 0, 0], [20, 1, 0], [45800, 22, 3]], 'hecke_ring_numerators': [[1, 0, 0], [-20, 60, 0], [-15120, -440, 40]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '300.8.a.n', 'level': 300, 'maxp': 2999, 'weight': 8}
-
mf_newspaces • Show schema
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{'ALdims': [0, 0, 0, 0, 5, 6, 6, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6, 3, 3, 3, 3], 'ALdims_old': [51, 48, 48, 51, 46, 45, 45, 46], 'Nk2': 19200, 'analytic_conductor': 93.71550764523653, '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': [300, 1, [151, 101, 277], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 402, 'dim': 22, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 134218028, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3], 'label': '300.8.a', 'level': 300, '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], 'level_radical': 30, 'mf_dim': 438, 'mf_new_dim': 22, 'num_forms': 14, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 22, 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mf_twists_nf • Show schema
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id: 232919
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '300.8.a.n', 'source_level': 300, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '300.8.a.m', 'target_level': 300, 'twist_class_label': '300.8.a.m', 'twist_class_level': 300, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 232920
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '300.8.a.n', 'source_level': 300, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '300.8.a.n', 'target_level': 300, 'twist_class_label': '300.8.a.m', 'twist_class_level': 300, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 232921
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '300.8.a.n', 'source_level': 300, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '300.8.d.h', 'target_level': 300, 'twist_class_label': '300.8.a.m', 'twist_class_level': 300, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 670950
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 58546795290034476, 'p': 2}
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id: 670951
{'charpoly_factorization': [[[-27, 1], 3]], 'hecke_orbit_code': 58546795290034476, 'p': 3}
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id: 670952
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 58546795290034476, 'p': 5}
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id: 670953
{'charpoly_factorization': [[[-663574813, -2019333, -351, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 7}
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id: 670954
{'charpoly_factorization': [[[287673763464, -65608452, -3138, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 11}
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id: 670955
{'charpoly_factorization': [[[712072782125, -124725525, -3585, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 13}
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id: 670956
{'charpoly_factorization': [[[49150196712, -168967908, -5226, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 17}
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id: 670957
{'charpoly_factorization': [[[1414307134375, -241304925, -21195, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 19}
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id: 670958
{'charpoly_factorization': [[[-41285443261752, -3403511748, -40434, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 23}
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id: 670959
{'charpoly_factorization': [[[773565070226904, -14861344932, -26598, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 29}
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id: 670960
{'charpoly_factorization': [[[-1587201581304539, -48150361077, 143463, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 31}
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id: 670961
{'charpoly_factorization': [[[-747888011444056, 42896220588, -536658, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 37}
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id: 670962
{'charpoly_factorization': [[[-233783627060592000, -466168575600, 481320, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 41}
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id: 670963
{'charpoly_factorization': [[[-237463182097203637, -668918330133, 221001, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 43}
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id: 670964
{'charpoly_factorization': [[[-3401465321079432, 814444517772, -1801254, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 47}
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id: 670965
{'charpoly_factorization': [[[67215856723415424, -2113541321472, -390828, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 53}
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id: 670966
{'charpoly_factorization': [[[12848806854970842744, -6308956458612, -1990758, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 59}
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id: 670967
{'charpoly_factorization': [[[-8667023982890843, -97774164453, -107721, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 61}
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id: 670968
{'charpoly_factorization': [[[5243275122881621903, 800843650707, -3714339, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 67}
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id: 670969
{'charpoly_factorization': [[[11922756139366128000, -5315738626800, -3292200, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 71}
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id: 670970
{'charpoly_factorization': [[[-54951306504707407864, -31715605798452, -583962, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 73}
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id: 670971
{'charpoly_factorization': [[[-5607802027973746688, -9586877707008, -1488576, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 79}
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id: 670972
{'charpoly_factorization': [[[35618477451542030088, 40802851956492, 11958726, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 83}
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id: 670973
{'charpoly_factorization': [[[-13768790560358400000, -9755466336000, 564480, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 89}
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id: 670974
{'charpoly_factorization': [[[465343590291320632241, -55677197116317, -8308557, 1], 1]], 'hecke_orbit_code': 58546795290034476, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 14, 'label': '300.8.a.n', 'level': 300, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
Showing the first 100 of 258 matching records in this table.
-
id: 59179243
{'hecke_orbit_code': 58546795290034476, 'n': 1, 'trace_an': 3}
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id: 59179244
{'hecke_orbit_code': 58546795290034476, 'n': 2, 'trace_an': 0}
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id: 59179245
{'hecke_orbit_code': 58546795290034476, 'n': 3, 'trace_an': 81}
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id: 59179246
{'hecke_orbit_code': 58546795290034476, 'n': 4, 'trace_an': 0}
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id: 59179247
{'hecke_orbit_code': 58546795290034476, 'n': 5, 'trace_an': 0}
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id: 59179248
{'hecke_orbit_code': 58546795290034476, 'n': 6, 'trace_an': 0}
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id: 59179249
{'hecke_orbit_code': 58546795290034476, 'n': 7, 'trace_an': 351}
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id: 59179250
{'hecke_orbit_code': 58546795290034476, 'n': 8, 'trace_an': 0}
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id: 59179251
{'hecke_orbit_code': 58546795290034476, 'n': 9, 'trace_an': 2187}
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id: 59179252
{'hecke_orbit_code': 58546795290034476, 'n': 10, 'trace_an': 0}
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id: 59179253
{'hecke_orbit_code': 58546795290034476, 'n': 11, 'trace_an': 3138}
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id: 59179254
{'hecke_orbit_code': 58546795290034476, 'n': 12, 'trace_an': 0}
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id: 59179255
{'hecke_orbit_code': 58546795290034476, 'n': 13, 'trace_an': 3585}
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id: 59179256
{'hecke_orbit_code': 58546795290034476, 'n': 14, 'trace_an': 0}
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id: 59179257
{'hecke_orbit_code': 58546795290034476, 'n': 15, 'trace_an': 0}
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id: 59179258
{'hecke_orbit_code': 58546795290034476, 'n': 16, 'trace_an': 0}
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id: 59179259
{'hecke_orbit_code': 58546795290034476, 'n': 17, 'trace_an': 5226}
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id: 59179260
{'hecke_orbit_code': 58546795290034476, 'n': 18, 'trace_an': 0}
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id: 59179261
{'hecke_orbit_code': 58546795290034476, 'n': 19, 'trace_an': 21195}
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id: 59179262
{'hecke_orbit_code': 58546795290034476, 'n': 20, 'trace_an': 0}
-
id: 59179263
{'hecke_orbit_code': 58546795290034476, 'n': 21, 'trace_an': 9477}
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id: 59179264
{'hecke_orbit_code': 58546795290034476, 'n': 22, 'trace_an': 0}
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id: 59179265
{'hecke_orbit_code': 58546795290034476, 'n': 23, 'trace_an': 40434}
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id: 59179266
{'hecke_orbit_code': 58546795290034476, 'n': 24, 'trace_an': 0}
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id: 59179267
{'hecke_orbit_code': 58546795290034476, 'n': 25, 'trace_an': 0}
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id: 59179268
{'hecke_orbit_code': 58546795290034476, 'n': 26, 'trace_an': 0}
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