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mf_newforms • Show schema
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{'Nk2': 1540, 'analytic_conductor': 3.074240477819295, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [385, 3, [232, 276, 211], [3, 2, 3]], 'cm_discs': [], 'conrey_index': 221, 'conrey_indexes': [221, 331], 'dim': 20, 'field_disc': 4207984011939835249311225613163374854144, 'field_disc_factorization': [[2, 14], [3, 18], [13, 2], [1980580168249, 2]], 'field_poly': [441, -2289, 13120, -6043, 36799, -31197, 67640, -39775, 51017, -22890, 25160, -9160, 7837, -2261, 1702, -411, 241, -43, 22, -3, 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': [[2, [441, 2289, 13120, 6043, 36799, 31197, 67640, 39775, 51017, 22890, 25160, 9160, 7837, 2261, 1702, 411, 241, 43, 22, 3, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511348671480193, 'hecke_ring_generator_nbound': 7, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '385.2.i.d', 'level': 385, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7, 11], 'level_radical': 385, 'minimal_twist': '385.2.i.d', 'prim_orbit_index': 3, 'qexp_display': 'q-\\beta _{1}q^{2}+(-\\beta _{10}+\\beta _{17})q^{3}+(-\\beta _{3}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '385.2.i', 'trace_display': [-3, 3, 10, -1], 'trace_hash': 455673899438829928, 'trace_moments': 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mf_hecke_cc • Show schema
Hide schema
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mf_newspaces • Show schema
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{'Nk2': 1540, 'analytic_conductor': 3.074240477819295, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [385, 3, [232, 276, 211], [3, 2, 3]], 'conrey_index': 221, 'cusp_dim': 88, 'dim': 56, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 549789368705, 'hecke_orbit_dims': [8, 12, 16, 20], 'label': '385.2.i', 'level': 385, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7, 11], 'level_radical': 385, 'mf_dim': 104, 'mf_new_dim': 56, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 96, 'trace_bound': 1, 'trace_display': [0, 4, 4, -4], 'traces': [56, 0, 4, -32, 4, 8, -4, 0, -36, 0, 0, -12, 32, 4, 0, -44, 0, -20, 4, -16, -20, 0, 0, 28, -28, -12, -32, 20, 32, -4, -24, -40, 8, 24, 4, 160, -8, 44, -12, 0, -8, 48, -24, -4, 0, -16, 12, -32, 24, 0, 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mf_twists_cc • Show schema
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id: 43357502
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 331, 'source_dim': 20, 'source_embedding_index': 5, 'source_hecke_orbit_code': 13511348671480193, 'source_is_minimal': True, 'source_label': '385.2.i.d.331.5', 'source_level': 385, 'target_conrey_index': 331, 'target_dim': 20, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13511348671480193, 'target_is_minimal': True, 'target_label': '385.2.i.d.331.5', 'target_level': 385, 'twist_class_label': '385.2.i.d.221.5', 'twist_class_level': 385, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 43357503
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 331, 'source_dim': 20, 'source_embedding_index': 5, 'source_hecke_orbit_code': 13511348671480193, 'source_is_minimal': True, 'source_label': '385.2.i.d.331.5', 'source_level': 385, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 108086391090449031, 'target_is_minimal': False, 'target_label': '2695.2.a.y.1.6', 'target_level': 2695, 'twist_class_label': '385.2.i.d.221.5', 'twist_class_level': 385, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 43357504
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 331, 'source_dim': 20, 'source_embedding_index': 5, 'source_hecke_orbit_code': 13511348671480193, 'source_is_minimal': True, 'source_label': '385.2.i.d.331.5', 'source_level': 385, 'target_conrey_index': 221, 'target_dim': 20, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13511348671480193, 'target_is_minimal': True, 'target_label': '385.2.i.d.221.5', 'target_level': 385, 'twist_class_label': '385.2.i.d.221.5', 'twist_class_level': 385, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 43357505
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 331, 'source_dim': 20, 'source_embedding_index': 5, 'source_hecke_orbit_code': 13511348671480193, 'source_is_minimal': True, 'source_label': '385.2.i.d.331.5', 'source_level': 385, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 112589990717819527, 'target_is_minimal': False, 'target_label': '2695.2.a.z.1.6', 'target_level': 2695, 'twist_class_label': '385.2.i.d.221.5', 'twist_class_level': 385, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 810050
{'charpoly_factorization': [[[441, 2289, 13120, 6043, 36799, 31197, 67640, 39775, 51017, 22890, 25160, 9160, 7837, 2261, 1702, 411, 241, 43, 22, 3, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 2}
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id: 810051
{'charpoly_factorization': [[[12544, 41216, 152000, 117568, 273056, -53168, 471364, -163736, 289265, -81019, 111961, -28168, 26714, -5245, 4291, -749, 446, -56, 29, -3, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 3}
-
id: 810052
{'charpoly_factorization': [[[1, -1, 1], 10]], 'hecke_orbit_code': 13511348671480193, 'p': 5}
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id: 810053
{'charpoly_factorization': [[[282475249, 40353607, -28824005, 16470860, 5176556, 386561, 400967, 246617, 185171, 33173, -2068, 4739, 3779, 719, 167, 23, 44, 20, -5, 1, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 7}
-
id: 810054
{'charpoly_factorization': [[[1, 1, 1], 10]], 'hecke_orbit_code': 13511348671480193, 'p': 11}
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id: 810055
{'charpoly_factorization': [[[-56056, 11648, 48505, -12130, -12452, 3154, 1174, -246, -52, 6, 1], 2]], 'hecke_orbit_code': 13511348671480193, 'p': 13}
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id: 810056
{'charpoly_factorization': [[[2747437056, -4481777664, 6804385792, -4769671168, 3798228480, -1537011968, 1152999808, -340378304, 238145280, -41812608, 32565304, -4473060, 2954981, -282001, 174420, -16887, 5639, -325, 98, -5, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 17}
-
id: 810057
{'charpoly_factorization': [[[3251736576, -74494328832, 1666196987904, -941958512640, 696157908480, -177583746816, 91385449344, -16624465920, 8012530368, -1005685344, 449959320, -39433092, 18595465, -1067476, 522356, -16350, 10663, -136, 129, 1, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 19}
-
id: 810058
{'charpoly_factorization': [[[1182734551296, -244077879552, 773772568960, 66390435968, 312435563632, 45641978992, 74357303128, 21810471888, 11833426089, 2970205177, 1053046682, 241043117, 62365373, 10856043, 1897008, 233486, 30898, 2956, 307, 18, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 23}
-
id: 810059
{'charpoly_factorization': [[[-2074896, -1974224, 145188, 480584, 20679, -39576, -358, 1372, -60, -14, 1], 2]], 'hecke_orbit_code': 13511348671480193, 'p': 29}
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id: 810060
{'charpoly_factorization': [[[27830246976, -105531527808, 395765982504, -356365249920, 622822958001, 180800773947, 985178375073, 142625556936, 87698630538, 7497044259, 4551594555, 346741686, 137077699, 8107073, 2797745, 160080, 34144, 1466, 264, 10, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 31}
-
id: 810061
{'charpoly_factorization': [[[43026043211776, 15570078511104, 18621462515712, 4240017575936, 4562873320448, 1045355484672, 598787353216, 127125677760, 53931087232, 10665640640, 3042511856, 481724728, 105622601, 14190720, 2443718, 246810, 31873, 2318, 259, 13, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 37}
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id: 810062
{'charpoly_factorization': [[[-4402944, 1122048, 2963664, -454680, -344901, 44091, 13062, -1120, -204, 7, 1], 2]], 'hecke_orbit_code': 13511348671480193, 'p': 41}
-
id: 810063
{'charpoly_factorization': [[[-13653189, 46756836, -37461168, 10016784, -186537, -278790, 25075, 2336, -294, -6, 1], 2]], 'hecke_orbit_code': 13511348671480193, 'p': 43}
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id: 810064
{'charpoly_factorization': [[[6230016, -15495168, 35663872, -40298496, 51134464, -39614464, 42375040, -25333376, 21232704, -8059104, 6151040, -1725776, 1230953, -166015, 110502, -15483, 6307, -349, 88, 1, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 47}
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id: 810065
{'charpoly_factorization': [[[5306646675456, 12681756229632, 45836277016576, -22804462815232, 61960772986112, 18557598053376, 10394149356672, 1585815289216, 591047272272, 80299741312, 22321333288, 2396642328, 504830361, 47324996, 8002107, 582332, 71864, 3816, 411, 16, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 53}
-
id: 810066
{'charpoly_factorization': [[[3607350628378176, 5204633714617728, 4956299793320488, 2932133356106816, 1328417893557369, 428236117558991, 113600616086592, 22817438921473, 4428498786156, 691211103524, 112159896236, 13520910918, 1756926609, 160562090, 18346068, 1285444, 120388, 5059, 440, 13, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 59}
-
id: 810067
{'charpoly_factorization': [[[51116551373056, 146492459506432, 306944382384896, 289528746809344, 209748387997072, 87653606015280, 32495094398288, 7225990632816, 2566440588657, 482366247099, 101724485900, 11581485701, 1682520523, 148867137, 18333378, 1256434, 120386, 6036, 509, 18, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 61}
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id: 810068
{'charpoly_factorization': [[[8109554761984, -28879379193600, 78708816139840, -93637060427456, 87988280499840, -6420546075120, 8341466470260, 211583282636, 609608388189, 46099980486, 23599828981, 2892701332, 732329678, 81075672, 12251706, 1137381, 131221, 9771, 728, 29, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 67}
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id: 810069
{'charpoly_factorization': [[[-16214508, -31179032, -7169483, 4551935, 761245, -272025, -5616, 4741, -167, -19, 1], 2]], 'hecke_orbit_code': 13511348671480193, 'p': 71}
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id: 810070
{'charpoly_factorization': [[[20625658236304, 84680450540752, 375257609920164, -53969861076836, 146168463773409, -63535587919620, 60346390976252, -20139845549214, 6937386585538, -1083464266596, 222276771769, -30882294133, 4715145511, -488542344, 49131293, -3547073, 268134, -15044, 893, -31, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 73}
-
id: 810071
{'charpoly_factorization': [[[14487099630567424, 3360948693286912, 4724787068303360, -659954364803072, 868235488910080, -74148359376384, 54600138897216, -3049903872128, 2353833892928, -78905082816, 60776696900, -965306460, 1138147805, -6816049, 13357569, 40596, 109631, 226, 392, 0, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 79}
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id: 810072
{'charpoly_factorization': [[[-423475857, -110366631, 73958589, 11597445, -4660488, -226071, 94098, 167, -559, 2, 1], 2]], 'hecke_orbit_code': 13511348671480193, 'p': 83}
-
id: 810073
{'charpoly_factorization': [[[3655153625005198449, 3259692265185977943, 3149714969505424009, 117321755286012232, 163831172184479831, 11920970716191310, 5294338487170630, 355920918973819, 99431563123875, 6699003979148, 1331263931505, 80235545802, 11959420523, 656910773, 77716068, 3587050, 322281, 11942, 879, 23, 1], 1]], 'hecke_orbit_code': 13511348671480193, 'p': 89}
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id: 810074
{'charpoly_factorization': [[[-326335744, -393135744, 15504016, 44160384, 6414416, -309568, -119317, -5282, 434, 43, 1], 2]], 'hecke_orbit_code': 13511348671480193, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 9, 'hecke_orbit': 4, 'label': '385.2.i.d', 'level': 385, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 143236000
{'hecke_orbit_code': 13511348671480193, 'n': 1, 'trace_an': 20}
-
id: 143236001
{'hecke_orbit_code': 13511348671480193, 'n': 2, 'trace_an': -3}
-
id: 143236002
{'hecke_orbit_code': 13511348671480193, 'n': 3, 'trace_an': 3}
-
id: 143236003
{'hecke_orbit_code': 13511348671480193, 'n': 4, 'trace_an': -15}
-
id: 143236004
{'hecke_orbit_code': 13511348671480193, 'n': 5, 'trace_an': 10}
-
id: 143236005
{'hecke_orbit_code': 13511348671480193, 'n': 6, 'trace_an': 10}
-
id: 143236006
{'hecke_orbit_code': 13511348671480193, 'n': 7, 'trace_an': -1}
-
id: 143236007
{'hecke_orbit_code': 13511348671480193, 'n': 8, 'trace_an': 18}
-
id: 143236008
{'hecke_orbit_code': 13511348671480193, 'n': 9, 'trace_an': -19}
-
id: 143236009
{'hecke_orbit_code': 13511348671480193, 'n': 10, 'trace_an': 3}
-
id: 143236010
{'hecke_orbit_code': 13511348671480193, 'n': 11, 'trace_an': -10}
-
id: 143236011
{'hecke_orbit_code': 13511348671480193, 'n': 12, 'trace_an': 3}
-
id: 143236012
{'hecke_orbit_code': 13511348671480193, 'n': 13, 'trace_an': -12}
-
id: 143236013
{'hecke_orbit_code': 13511348671480193, 'n': 14, 'trace_an': 15}
-
id: 143236014
{'hecke_orbit_code': 13511348671480193, 'n': 15, 'trace_an': 6}
-
id: 143236015
{'hecke_orbit_code': 13511348671480193, 'n': 16, 'trace_an': -21}
-
id: 143236016
{'hecke_orbit_code': 13511348671480193, 'n': 17, 'trace_an': 5}
-
id: 143236017
{'hecke_orbit_code': 13511348671480193, 'n': 18, 'trace_an': -1}
-
id: 143236018
{'hecke_orbit_code': 13511348671480193, 'n': 19, 'trace_an': -1}
-
id: 143236019
{'hecke_orbit_code': 13511348671480193, 'n': 20, 'trace_an': -30}
-
id: 143236020
{'hecke_orbit_code': 13511348671480193, 'n': 21, 'trace_an': 24}
-
id: 143236021
{'hecke_orbit_code': 13511348671480193, 'n': 22, 'trace_an': 6}
-
id: 143236022
{'hecke_orbit_code': 13511348671480193, 'n': 23, 'trace_an': -18}
-
id: 143236023
{'hecke_orbit_code': 13511348671480193, 'n': 24, 'trace_an': -10}
-
id: 143236024
{'hecke_orbit_code': 13511348671480193, 'n': 25, 'trace_an': -10}
-
id: 143236025
{'hecke_orbit_code': 13511348671480193, 'n': 26, 'trace_an': -13}
-
id: 143236026
{'hecke_orbit_code': 13511348671480193, 'n': 27, 'trace_an': -30}
-
id: 143236027
{'hecke_orbit_code': 13511348671480193, 'n': 28, 'trace_an': 18}
-
id: 143236028
{'hecke_orbit_code': 13511348671480193, 'n': 29, 'trace_an': 28}
-
id: 143236029
{'hecke_orbit_code': 13511348671480193, 'n': 30, 'trace_an': 5}
-
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