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mf_newforms • Show schema
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{'Nk2': 1480, 'analytic_conductor': 2.9544648747873743, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 185, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 4, 'char_parity': 1, 'char_values': [370, 4, [297, 261], [1, 3]], 'cm_discs': [], 'conrey_index': 117, 'dim': 10, 'field_disc': -14238124942336, 'field_disc_factorization': [[-1, 1], [2, 10], [117917, 2]], 'field_poly': [160, -152, 113, 166, 24, 12, -26, -8, 3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [72, 372, 961, 442, 74, -60, 59, 12, 2, -2, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511279952003442, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 185, 11, 1, 4, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '370.2.h.d', 'level': 370, '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': [2, 5, 37], 'level_radical': 370, 'minimal_twist': '370.2.g.d', 'prim_orbit_index': 11, 'qexp_display': 'q+q^{2}+(\\beta _{1}-\\beta _{4})q^{3}+q^{4}+(-\\beta _{1}+\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '1.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '370.2.h', 'trace_display': [10, 2, 2, -4], 'trace_hash': 373523550432368307, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.080', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.113', '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': 1480, 'analytic_conductor': 2.9544648747873743, 'char_conductor': 185, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 4, 'char_parity': 1, 'char_values': [370, 4, [297, 261], [1, 3]], 'conrey_index': 117, 'cusp_dim': 106, 'dim': 38, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 481069891954, 'hecke_orbit_dims': [2, 2, 4, 10, 20], 'label': '370.2.h', 'level': 370, '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': [2, 5, 37], 'level_radical': 370, 'mf_dim': 122, 'mf_new_dim': 38, 'num_forms': 5, 'prim_orbit_index': 11, 'relative_dim': 19, 'sturm_bound': 114, 'trace_bound': 3, 'trace_display': [-2, 8, -6, 0], 'traces': [38, -2, 8, 38, -6, 0, 0, -2, 0, 2, 0, 8, -8, 4, -8, 38, 0, 0, 12, -6, 0, 0, -8, 0, 10, -8, -40, 0, 18, 0, -16, -2, 0, 0, -8, 0, -38, 0, -8, 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-104, 376, -18, 196, 0, 0, -6, 0, 0, -144, -92, -184, 0, 32, 22, 340, 224, 232, -116, 354, 96, -248, -16, -230, -28, 48, -40, 48, 296, -24, -40, 0, 16, -192, -80, 0, 168, 160, 26], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 43324252
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 117, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511279952003442, 'source_is_minimal': True, 'source_label': '370.2.h.d.117.2', 'source_level': 370, 'target_conrey_index': 117, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511279952003442, 'target_is_minimal': True, 'target_label': '370.2.h.d.117.2', 'target_level': 370, 'twist_class_label': '370.2.g.d.43.4', 'twist_class_level': 370, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 43324253
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 117, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511279952003442, 'source_is_minimal': True, 'source_label': '370.2.h.d.117.2', 'source_level': 370, 'target_conrey_index': 43, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511211232526706, 'target_is_minimal': True, 'target_label': '370.2.g.d.43.4', 'target_level': 370, 'twist_class_label': '370.2.g.d.43.4', 'twist_class_level': 370, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 43324254
{'conductor': 37, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 117, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511279952003442, 'source_is_minimal': True, 'source_label': '370.2.h.d.117.2', 'source_level': 370, 'target_conrey_index': 327, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511211232526706, 'target_is_minimal': True, 'target_label': '370.2.g.d.327.4', 'target_level': 370, 'twist_class_label': '370.2.g.d.43.4', 'twist_class_level': 370, 'twisting_char_label': '37.31', 'twisting_conrey_index': 31, 'weight': 2}
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id: 43324255
{'conductor': 185, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 117, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511279952003442, 'source_is_minimal': True, 'source_label': '370.2.h.d.117.2', 'source_level': 370, 'target_conrey_index': 253, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511279952003442, 'target_is_minimal': True, 'target_label': '370.2.h.d.253.2', 'target_level': 370, 'twist_class_label': '370.2.g.d.43.4', 'twist_class_level': 370, 'twisting_char_label': '185.68', 'twisting_conrey_index': 68, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 789175
{'charpoly_factorization': [[[-1, 1], 10]], 'hecke_orbit_code': 13511279952003442, 'p': 2}
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id: 789176
{'charpoly_factorization': [[[72, 372, 961, 442, 74, -60, 59, 12, 2, -2, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 3}
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id: 789177
{'charpoly_factorization': [[[3125, -1250, -1500, 1050, 180, -318, 36, 42, -12, -2, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 5}
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id: 789178
{'charpoly_factorization': [[[512, 128, 16, 352, 1440, 960, 316, -16, 8, 4, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 7}
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id: 789179
{'charpoly_factorization': [[[266256, 0, 161833, 0, 30378, 0, 2395, 0, 82, 0, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 11}
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id: 789180
{'charpoly_factorization': [[[-4, -19, -22, -1, 6, 1], 2]], 'hecke_orbit_code': 13511279952003442, 'p': 13}
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id: 789181
{'charpoly_factorization': [[[118336, 0, 148880, 0, 34736, 0, 2828, 0, 92, 0, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 17}
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id: 789182
{'charpoly_factorization': [[[12800, -58240, 132496, -129504, 71968, -20368, 2844, -8, 32, -8, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 19}
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id: 789183
{'charpoly_factorization': [[[-500, 373, 62, -45, -2, 1], 2]], 'hecke_orbit_code': 13511279952003442, 'p': 23}
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id: 789184
{'charpoly_factorization': [[[4222418, 1729070, 354025, 192838, 204384, 98882, 27759, 4744, 512, 32, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 29}
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id: 789185
{'charpoly_factorization': [[[10952, 47804, 104329, 118290, 83514, 38688, 12123, 2520, 338, 26, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 31}
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id: 789186
{'charpoly_factorization': [[[69343957, 3748322, -2988527, 525696, 80438, -17348, 2174, 384, -59, 2, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 37}
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id: 789187
{'charpoly_factorization': [[[57600, 0, 350761, 0, 76634, 0, 5403, 0, 130, 0, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 41}
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id: 789188
{'charpoly_factorization': [[[-592, 204, 340, -58, -6, 1], 2]], 'hecke_orbit_code': 13511279952003442, 'p': 43}
-
id: 789189
{'charpoly_factorization': [[[18678272, -32784768, 28772496, -14855232, 4981376, -1100576, 165672, -16912, 1152, -48, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 47}
-
id: 789190
{'charpoly_factorization': [[[4310048, -2712864, 853776, -70080, 20664, -12328, 4236, -328, 2, 2, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 53}
-
id: 789191
{'charpoly_factorization': [[[1340377088, 102930688, 3952144, 1124192, 2512928, 238800, 11400, 184, 200, 20, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 59}
-
id: 789192
{'charpoly_factorization': [[[4418, 4042, 1849, -218, 23064, 19690, 8367, 1980, 288, 24, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 61}
-
id: 789193
{'charpoly_factorization': [[[18072072, -16995924, 7991929, -1652486, 130058, 14768, 4147, -616, 50, 10, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 67}
-
id: 789194
{'charpoly_factorization': [[[-576, -880, -384, -36, 8, 1], 2]], 'hecke_orbit_code': 13511279952003442, 'p': 71}
-
id: 789195
{'charpoly_factorization': [[[369430562, -122563638, 20331081, 184758, 505104, -150898, 22311, -400, 8, -4, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 73}
-
id: 789196
{'charpoly_factorization': [[[23970888, -19435668, 7879249, -768938, 13898, 2380, 5835, -204, 2, 2, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 79}
-
id: 789197
{'charpoly_factorization': [[[46851200, 42166080, 18974736, 2799456, 121248, -21008, 15624, 952, 32, -8, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 83}
-
id: 789198
{'charpoly_factorization': [[[3591200, -7729120, 8317456, -745984, 14608, 14864, 11656, -128, 2, 2, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 89}
-
id: 789199
{'charpoly_factorization': [[[2304, 0, 13456, 0, 5664, 0, 812, 0, 48, 0, 1], 1]], 'hecke_orbit_code': 13511279952003442, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 8, 'hecke_orbit': 4, 'label': '370.2.h.d', 'level': 370, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 142903000
{'hecke_orbit_code': 13511279952003442, 'n': 1, 'trace_an': 10}
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id: 142903001
{'hecke_orbit_code': 13511279952003442, 'n': 2, 'trace_an': 10}
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id: 142903002
{'hecke_orbit_code': 13511279952003442, 'n': 3, 'trace_an': 2}
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id: 142903003
{'hecke_orbit_code': 13511279952003442, 'n': 4, 'trace_an': 10}
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id: 142903004
{'hecke_orbit_code': 13511279952003442, 'n': 5, 'trace_an': 2}
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id: 142903005
{'hecke_orbit_code': 13511279952003442, 'n': 6, 'trace_an': 2}
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id: 142903006
{'hecke_orbit_code': 13511279952003442, 'n': 7, 'trace_an': -4}
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id: 142903007
{'hecke_orbit_code': 13511279952003442, 'n': 8, 'trace_an': 10}
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id: 142903008
{'hecke_orbit_code': 13511279952003442, 'n': 9, 'trace_an': 0}
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id: 142903009
{'hecke_orbit_code': 13511279952003442, 'n': 10, 'trace_an': 2}
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id: 142903010
{'hecke_orbit_code': 13511279952003442, 'n': 11, 'trace_an': 0}
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id: 142903011
{'hecke_orbit_code': 13511279952003442, 'n': 12, 'trace_an': 2}
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id: 142903012
{'hecke_orbit_code': 13511279952003442, 'n': 13, 'trace_an': -12}
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id: 142903013
{'hecke_orbit_code': 13511279952003442, 'n': 14, 'trace_an': -4}
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id: 142903014
{'hecke_orbit_code': 13511279952003442, 'n': 15, 'trace_an': -14}
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id: 142903015
{'hecke_orbit_code': 13511279952003442, 'n': 16, 'trace_an': 10}
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id: 142903016
{'hecke_orbit_code': 13511279952003442, 'n': 17, 'trace_an': 0}
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id: 142903017
{'hecke_orbit_code': 13511279952003442, 'n': 18, 'trace_an': 0}
-
id: 142903018
{'hecke_orbit_code': 13511279952003442, 'n': 19, 'trace_an': 8}
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id: 142903019
{'hecke_orbit_code': 13511279952003442, 'n': 20, 'trace_an': 2}
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id: 142903020
{'hecke_orbit_code': 13511279952003442, 'n': 21, 'trace_an': 0}
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id: 142903021
{'hecke_orbit_code': 13511279952003442, 'n': 22, 'trace_an': 0}
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id: 142903022
{'hecke_orbit_code': 13511279952003442, 'n': 23, 'trace_an': 4}
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id: 142903023
{'hecke_orbit_code': 13511279952003442, 'n': 24, 'trace_an': 2}
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id: 142903024
{'hecke_orbit_code': 13511279952003442, 'n': 25, 'trace_an': 28}
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id: 142903025
{'hecke_orbit_code': 13511279952003442, 'n': 26, 'trace_an': -12}
-
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