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mf_newforms • Show schema
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{'Nk2': 8040, 'analytic_conductor': 16.049930806277356, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 201, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [2010, 2, [671, 1207, 1141], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 401, 'conrey_indexes': [401], 'dim': 20, 'field_disc': 30596506971703513571711861172751040495222784, 'field_disc_factorization': [[2, 33], [3, 1], [701, 2], [28871, 2], [1702552543, 2]], 'field_poly': [59049, -39366, 13122, 4374, -6561, 972, 1134, -756, -144, 564, -288, 188, -16, -28, 14, 4, -9, 2, 2, -2, 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': [[7, [16224, 0, 2818448, 0, 15710118, 0, 23877820, 0, 15306235, 0, 4736402, 0, 776801, 0, 70708, 0, 3577, 0, 94, 0, 1]], [11, [-2808, -3300, 13846, 98, -8471, -128, 1289, 10, -65, 0, 1]], [53, [1238112, -8294880, -3830704, 665000, 546262, 47828, -14984, -2888, -56, 18, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005074098138, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 32, 'hecke_ring_index_factorization': [[2, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 201, 4, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '2010.2.d.d', 'level': 2010, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 67], 'level_radical': 2010, 'minimal_twist': '2010.2.d.c', 'prim_orbit_index': 4, 'qexp_display': 'q+q^{2}+\\beta _{4}q^{3}+q^{4}+q^{5}+\\beta _{4}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '1.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': 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mf_hecke_cc • Show schema
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'embedding_root_imag': 1.2772949696251523, 'embedding_root_real': 1.1698365529296308, 'hecke_orbit': 4, 'hecke_orbit_code': 13511005074098138, 'label': '2010.2.d.d.401.6', 'level': 2010, 'weight': 2}
-
mf_newspaces • Show schema
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{'Nk2': 8040, 'analytic_conductor': 16.049930806277356, 'char_conductor': 201, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [2010, 2, [671, 1207, 1141], [1, 2, 1]], 'conrey_index': 401, 'cusp_dim': 400, 'dim': 88, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 53], 'hecke_orbit_code': 206191986650, 'hecke_orbit_dims': [2, 2, 20, 20, 22, 22], 'label': '2010.2.d', 'level': 2010, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 67], 'level_radical': 2010, 'mf_dim': 416, 'mf_new_dim': 88, 'num_forms': 6, 'prim_orbit_index': 4, 'relative_dim': 88, 'sturm_bound': 816, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [88, 0, 0, 88, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 88, 0, 0, 48, 0, 0, 24, 0, 0, 88, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, -8, 40, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 0, 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-96, 0, 0, 0, 0, 0, 0, 64, 0, -40, 0, 0, 0, 0, 0, 216, -112, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 43130306
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 401, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13511005074098138, 'source_is_minimal': True, 'source_label': '2010.2.d.d.401.6', 'source_level': 2010, 'target_conrey_index': 401, 'target_dim': 20, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13511005074098138, 'target_is_minimal': True, 'target_label': '2010.2.d.d.401.6', 'target_level': 2010, 'twist_class_label': '2010.2.d.c.401.15', 'twist_class_level': 2010, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 43130307
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 401, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13511005074098138, 'source_is_minimal': True, 'source_label': '2010.2.d.d.401.6', 'source_level': 2010, 'target_conrey_index': 401, 'target_dim': 20, 'target_embedding_index': 16, 'target_hecke_orbit_code': 9007405446727642, 'target_is_minimal': True, 'target_label': '2010.2.d.c.401.16', 'target_level': 2010, 'twist_class_label': '2010.2.d.c.401.15', 'twist_class_level': 2010, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 43130308
{'conductor': 67, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 401, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13511005074098138, 'source_is_minimal': True, 'source_label': '2010.2.d.d.401.6', 'source_level': 2010, 'target_conrey_index': 401, 'target_dim': 20, 'target_embedding_index': 15, 'target_hecke_orbit_code': 9007405446727642, 'target_is_minimal': True, 'target_label': '2010.2.d.c.401.15', 'target_level': 2010, 'twist_class_label': '2010.2.d.c.401.15', 'twist_class_level': 2010, 'twisting_char_label': '67.66', 'twisting_conrey_index': 66, 'weight': 2}
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id: 43130309
{'conductor': 201, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 401, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13511005074098138, 'source_is_minimal': True, 'source_label': '2010.2.d.d.401.6', 'source_level': 2010, 'target_conrey_index': 401, 'target_dim': 20, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13511005074098138, 'target_is_minimal': True, 'target_label': '2010.2.d.d.401.5', 'target_level': 2010, 'twist_class_label': '2010.2.d.c.401.15', 'twist_class_level': 2010, 'twisting_char_label': '201.200', 'twisting_conrey_index': 200, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2363050
{'charpoly_factorization': [[[-1, 1], 20]], 'hecke_orbit_code': 13511005074098138, 'p': 2}
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id: 2363051
{'charpoly_factorization': [[[59049, 39366, 13122, -4374, -6561, -972, 1134, 756, -144, -564, -288, -188, -16, 28, 14, -4, -9, -2, 2, 2, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 3}
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id: 2363052
{'charpoly_factorization': [[[-1, 1], 20]], 'hecke_orbit_code': 13511005074098138, 'p': 5}
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id: 2363053
{'charpoly_factorization': [[[16224, 0, 2818448, 0, 15710118, 0, 23877820, 0, 15306235, 0, 4736402, 0, 776801, 0, 70708, 0, 3577, 0, 94, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 7}
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id: 2363054
{'charpoly_factorization': [[[-2808, -3300, 13846, 98, -8471, -128, 1289, 10, -65, 0, 1], 2]], 'hecke_orbit_code': 13511005074098138, 'p': 11}
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id: 2363055
{'charpoly_factorization': [[[87005184, 0, 386880896, 0, 435564568, 0, 230478144, 0, 68941460, 0, 12593096, 0, 1445088, 0, 103628, 0, 4458, 0, 104, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 13}
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id: 2363056
{'charpoly_factorization': [[[2369378304, 0, 3910540800, 0, 2688968128, 0, 1013029584, 0, 231096932, 0, 33321432, 0, 3077340, 0, 179972, 0, 6384, 0, 124, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 17}
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id: 2363057
{'charpoly_factorization': [[[50176, 144256, 132688, 25696, -20992, -7024, 1408, 448, -60, -8, 1], 2]], 'hecke_orbit_code': 13511005074098138, 'p': 19}
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id: 2363058
{'charpoly_factorization': [[[301056, 0, 202984448, 0, 644530048, 0, 675880832, 0, 277319520, 0, 55781440, 0, 6031928, 0, 359864, 0, 11554, 0, 180, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 23}
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id: 2363059
{'charpoly_factorization': [[[1738899456, 0, 12064970240, 0, 25604318424, 0, 19779931808, 0, 5098594932, 0, 615574488, 0, 39548896, 0, 1404532, 0, 27146, 0, 264, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 29}
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id: 2363060
{'charpoly_factorization': [[[181236096, 0, 976760288, 0, 1879891032, 0, 1581647792, 0, 596862372, 0, 111959992, 0, 10958080, 0, 564364, 0, 15206, 0, 200, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 31}
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id: 2363061
{'charpoly_factorization': [[[71568, -99416, -26552, 75290, -11973, -11030, 1859, 626, -69, -10, 1], 2]], 'hecke_orbit_code': 13511005074098138, 'p': 37}
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id: 2363062
{'charpoly_factorization': [[[8513232, -13981496, 910460, 2566900, -413890, -98276, 18350, 1172, -248, -4, 1], 2]], 'hecke_orbit_code': 13511005074098138, 'p': 41}
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id: 2363063
{'charpoly_factorization': [[[769106539708416, 0, 762231530520576, 0, 250400553171520, 0, 33005086087904, 0, 2132929002372, 0, 76277311112, 0, 1606735252, 0, 20323508, 0, 150972, 0, 604, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 43}
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id: 2363064
{'charpoly_factorization': [[[23380534656, 0, 1012553002560, 0, 2927588272216, 0, 1180981894400, 0, 193435598676, 0, 15279550712, 0, 593596448, 0, 11279540, 0, 109690, 0, 528, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 47}
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id: 2363065
{'charpoly_factorization': [[[1238112, -8294880, -3830704, 665000, 546262, 47828, -14984, -2888, -56, 18, 1], 2]], 'hecke_orbit_code': 13511005074098138, 'p': 53}
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id: 2363066
{'charpoly_factorization': [[[421674691762176, 0, 456948155626496, 0, 157560319257536, 0, 19198885269856, 0, 1175446267428, 0, 41731652392, 0, 914185452, 0, 12559380, 0, 105520, 0, 496, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 59}
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id: 2363067
{'charpoly_factorization': [[[151788741097056, 0, 301218030960344, 0, 178535303846038, 0, 30496550677256, 0, 2392598255579, 0, 100280858106, 0, 2358558845, 0, 30963928, 0, 217069, 0, 750, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 61}
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id: 2363068
{'charpoly_factorization': [[[1822837804551761449, -435304550340719152, 28424737428964870, 8048625011868944, -1931738751218995, 90944427207520, 28651508673672, -6292010082080, 398546141826, 52922890496, -12536055004, 789893888, 88782834, -20920160, 1421832, 67360, -21355, 1328, 70, -16, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 67}
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id: 2363069
{'charpoly_factorization': [[[7257588234505056, 0, 23977293556023056, 0, 11197437708015462, 0, 1237436485880036, 0, 58763060989875, 0, 1403180071530, 0, 17893394925, 0, 128457500, 0, 522517, 0, 1126, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 71}
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id: 2363070
{'charpoly_factorization': [[[29161344, -43654720, 14626200, 3326600, -1615834, -14404, 38834, -324, -340, 2, 1], 2]], 'hecke_orbit_code': 13511005074098138, 'p': 73}
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id: 2363071
{'charpoly_factorization': [[[137460201924777984, 0, 107675780780029440, 0, 17910217973601664, 0, 1223111248559104, 0, 43804182138720, 0, 910284461280, 0, 11438402328, 0, 87525808, 0, 396818, 0, 976, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 79}
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id: 2363072
{'charpoly_factorization': [[[35419602917376, 0, 275304195671552, 0, 131298757481872, 0, 23491820192596, 0, 1994447131209, 0, 88754857494, 0, 2147235095, 0, 28503872, 0, 203679, 0, 726, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 83}
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id: 2363073
{'charpoly_factorization': [[[6835337646575714304, 0, 6494752197095456768, 0, 507391149742524672, 0, 17620448779738640, 0, 349712071591913, 0, 4362040475218, 0, 35476584639, 0, 188286028, 0, 629239, 0, 1202, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 89}
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id: 2363074
{'charpoly_factorization': [[[9729184629227126784, 0, 9393749332602730496, 0, 799857476954944352, 0, 29091104186861824, 0, 582798973727473, 0, 7097187894174, 0, 54709925103, 0, 268235620, 0, 810271, 0, 1374, 0, 1], 1]], 'hecke_orbit_code': 13511005074098138, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 4, 'label': '2010.2.d.d', 'level': 2010, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 140576000
{'hecke_orbit_code': 13511005074098138, 'n': 1, 'trace_an': 20}
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id: 140576001
{'hecke_orbit_code': 13511005074098138, 'n': 2, 'trace_an': 20}
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id: 140576002
{'hecke_orbit_code': 13511005074098138, 'n': 3, 'trace_an': -2}
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id: 140576003
{'hecke_orbit_code': 13511005074098138, 'n': 4, 'trace_an': 20}
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id: 140576004
{'hecke_orbit_code': 13511005074098138, 'n': 5, 'trace_an': 20}
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id: 140576005
{'hecke_orbit_code': 13511005074098138, 'n': 6, 'trace_an': -2}
-
id: 140576006
{'hecke_orbit_code': 13511005074098138, 'n': 7, 'trace_an': 0}
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id: 140576007
{'hecke_orbit_code': 13511005074098138, 'n': 8, 'trace_an': 20}
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id: 140576008
{'hecke_orbit_code': 13511005074098138, 'n': 9, 'trace_an': 0}
-
id: 140576009
{'hecke_orbit_code': 13511005074098138, 'n': 10, 'trace_an': 20}
-
id: 140576010
{'hecke_orbit_code': 13511005074098138, 'n': 11, 'trace_an': 0}
-
id: 140576011
{'hecke_orbit_code': 13511005074098138, 'n': 12, 'trace_an': -2}
-
id: 140576012
{'hecke_orbit_code': 13511005074098138, 'n': 13, 'trace_an': 0}
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id: 140576013
{'hecke_orbit_code': 13511005074098138, 'n': 14, 'trace_an': 0}
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id: 140576014
{'hecke_orbit_code': 13511005074098138, 'n': 15, 'trace_an': -2}
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id: 140576015
{'hecke_orbit_code': 13511005074098138, 'n': 16, 'trace_an': 20}
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id: 140576016
{'hecke_orbit_code': 13511005074098138, 'n': 17, 'trace_an': 0}
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id: 140576017
{'hecke_orbit_code': 13511005074098138, 'n': 18, 'trace_an': 0}
-
id: 140576018
{'hecke_orbit_code': 13511005074098138, 'n': 19, 'trace_an': 16}
-
id: 140576019
{'hecke_orbit_code': 13511005074098138, 'n': 20, 'trace_an': 20}
-
id: 140576020
{'hecke_orbit_code': 13511005074098138, 'n': 21, 'trace_an': -2}
-
id: 140576021
{'hecke_orbit_code': 13511005074098138, 'n': 22, 'trace_an': 0}
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id: 140576022
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