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mf_newforms • Show schema
{'Nk2': 6348, 'analytic_conductor': 12.672258800777197, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [23, 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': [1587, 1, [530, 1063], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 10, 'field_disc': 5791333887977, 'field_disc_factorization': [[11, 8], [27017, 1]], 'field_poly': [23, -74, 17, 132, -73, -84, 49, 22, -12, -2, 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, [23, 74, 17, -132, -73, 84, 49, -22, -12, 2, 1]], [5, [253, 286, -726, -286, 759, -109, -219, 84, 8, -8, 1]], [7, [2243, -6232, 343, 10335, -10621, 4022, -111, -405, 137, -19, 1]]], 'hecke_orbit': 21, 'hecke_orbit_code': 90071992580965939, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1587.2.a.u', 'level': 1587, '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': [3, 23], 'level_radical': 69, 'minimal_twist': '69.2.e.c', 'nf_label': '10.10.5791333887977.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+q^{3}+(1+\\beta _{4}-\\beta _{6}-\\beta _{7}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1587.2.a', 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [20, 22, 28, 15], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [11, 12, 12, 12], 'ALdims_old': [17, 22, 16, 21], 'Nk2': 6348, 'analytic_conductor': 12.672258800777197, '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': [1587, 1, [530, 1063], [1, 1]], 'conrey_index': 1, 'cusp_dim': 161, 'dim': 85, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 33556019, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 4, 4, 5, 5, 5, 5, 6, 10, 10, 12], 'label': '1587.2.a', 'level': 1587, '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': [3, 23], 'level_radical': 69, 'mf_dim': 208, 'mf_new_dim': 85, 'num_forms': 22, 'plus_dim': 35, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 368, 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mf_twists_cc • Show schema
-
id: 48311001
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 90071992580965939, 'target_is_minimal': False, 'target_label': '1587.2.a.u.1.5', 'target_level': 1587, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2} -
id: 48311002
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 202661983265231513, 'target_is_minimal': False, 'target_label': '4761.2.a.bt.1.6', 'target_level': 4761, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 48311003
{'conductor': 23, 'degree': 10, 'order': 11, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 16, 'target_dim': 20, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474166202437, 'target_is_minimal': True, 'target_label': '69.2.e.c.16.2', 'target_level': 69, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '23.4', 'twisting_conrey_index': 4, 'weight': 2} -
id: 48311004
{'conductor': 23, 'degree': 10, 'order': 11, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 13, 'target_dim': 20, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474166202437, 'target_is_minimal': True, 'target_label': '69.2.e.c.13.2', 'target_level': 69, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '23.6', 'twisting_conrey_index': 6, 'weight': 2} -
id: 48311005
{'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 85568392953595443, 'target_is_minimal': False, 'target_label': '1587.2.a.t.1.5', 'target_level': 1587, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 2} -
id: 48311006
{'conductor': 69, 'degree': 10, 'order': 22, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 82, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511348671480015, 'target_is_minimal': False, 'target_label': '207.2.i.d.82.1', 'target_level': 207, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '69.29', 'twisting_conrey_index': 29, 'weight': 2} -
id: 48311007
{'conductor': 69, 'degree': 10, 'order': 22, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 154, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511348671480015, 'target_is_minimal': False, 'target_label': '207.2.i.d.154.1', 'target_level': 207, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '69.50', 'twisting_conrey_index': 50, 'weight': 2} -
id: 48311008
{'conductor': 69, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 90071992580965939, 'source_is_minimal': False, 'source_label': '1587.2.a.u.1.5', 'source_level': 1587, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 207165582892602009, 'target_is_minimal': False, 'target_label': '4761.2.a.bu.1.6', 'target_level': 4761, 'twist_class_label': '69.2.e.c.13.2', 'twist_class_level': 69, 'twisting_char_label': '69.68', 'twisting_conrey_index': 68, 'weight': 2}
-
id: 48311001
-
mf_hecke_charpolys • Show schema
-
id: 2058900
{'charpoly_factorization': [[[23, 74, 17, -132, -73, 84, 49, -22, -12, 2, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 2} -
id: 2058901
{'charpoly_factorization': [[[-1, 1], 10]], 'hecke_orbit_code': 90071992580965939, 'p': 3} -
id: 2058902
{'charpoly_factorization': [[[253, 286, -726, -286, 759, -109, -219, 84, 8, -8, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 5} -
id: 2058903
{'charpoly_factorization': [[[2243, -6232, 343, 10335, -10621, 4022, -111, -405, 137, -19, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 7} -
id: 2058904
{'charpoly_factorization': [[[-461, 4699, -7184, 1837, 3041, -2171, 235, 165, -38, -3, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 11} -
id: 2058905
{'charpoly_factorization': [[[-5279, 24036, -2816, -19054, -1109, 4206, 699, -260, -55, 4, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 13} -
id: 2058906
{'charpoly_factorization': [[[4663, -1551, -10900, 1419, 5526, -1452, -696, 264, 8, -11, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 17} -
id: 2058907
{'charpoly_factorization': [[[645919, -1633995, 1524087, -621049, 69859, 27324, -9333, 627, 123, -22, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 19} -
id: 2058908
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 90071992580965939, 'p': 23} -
id: 2058909
{'charpoly_factorization': [[[1995907, 1215919, -796293, -714967, -81674, 41573, 7687, -792, -163, 5, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 29} -
id: 2058910
{'charpoly_factorization': [[[-28488637, 21414172, 6138195, -2215550, -434915, 82251, 13653, -1284, -194, 7, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 31} -
id: 2058911
{'charpoly_factorization': [[[-430387, 875598, 2950661, -2086822, 53981, 162895, -30947, 450, 364, -35, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 37} -
id: 2058912
{'charpoly_factorization': [[[815077, -3178582, 1507587, 607530, -257204, -21912, 11259, 220, -185, 0, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 41} -
id: 2058913
{'charpoly_factorization': [[[-11465707, 9656163, 77781, -1755798, 338063, 60633, -23326, 1495, 186, -28, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 43} -
id: 2058914
{'charpoly_factorization': [[[87731039, -27995385, -11778349, 4905780, 149039, -213863, 12852, 2715, -247, -9, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 47} -
id: 2058915
{'charpoly_factorization': [[[910229, -2251547, 815849, 618595, -535611, 150644, -15091, -1101, 397, -34, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 53} -
id: 2058916
{'charpoly_factorization': [[[-240109, 14747, 338568, -19662, -82407, 1573, 6049, -108, -151, 2, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 59} -
id: 2058917
{'charpoly_factorization': [[[-23662651, 58638126, -49441804, 20616891, -4648126, 504365, 2789, -7728, 933, -49, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 61} -
id: 2058918
{'charpoly_factorization': [[[1627, 30065, 141490, 168038, 33914, -25212, -5241, 1425, 100, -26, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 67} -
id: 2058919
{'charpoly_factorization': [[[42681629, 80706207, 45812261, 4628824, -2227377, -313713, 37604, 4165, -319, -15, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 71} -
id: 2058920
{'charpoly_factorization': [[[3389, 397679, -244008, -665168, 619677, -140581, -1151, 3042, -167, -14, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 73} -
id: 2058921
{'charpoly_factorization': [[[-199685509, 86545980, 33117498, -17433045, 1179979, 398218, -65266, 370, 564, -43, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 79} -
id: 2058922
{'charpoly_factorization': [[[-893491919, 408841258, 79005418, -38337545, -3533197, 963310, 68818, -7120, -480, 15, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 83} -
id: 2058923
{'charpoly_factorization': [[[24223, -8576, -133126, -93951, 35786, 26591, -1757, -1936, -103, 15, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 89} -
id: 2058924
{'charpoly_factorization': [[[6977189, -7223579, -2143642, 3338874, -112265, -311267, 7831, 5038, -181, -22, 1], 1]], 'hecke_orbit_code': 90071992580965939, 'p': 97}
-
id: 2058900
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 21, 'label': '1587.2.a.u', 'level': 1587, 'portrait': 'data:image/png;base64,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', 'weight': 2} -
mf_hecke_traces • Show schema
-
id: 64202245
{'hecke_orbit_code': 90071992580965939, 'n': 1, 'trace_an': 10} -
id: 64202246
{'hecke_orbit_code': 90071992580965939, 'n': 2, 'trace_an': -2} -
id: 64202247
{'hecke_orbit_code': 90071992580965939, 'n': 3, 'trace_an': 10} -
id: 64202248
{'hecke_orbit_code': 90071992580965939, 'n': 4, 'trace_an': 8} -
id: 64202249
{'hecke_orbit_code': 90071992580965939, 'n': 5, 'trace_an': 8} -
id: 64202250
{'hecke_orbit_code': 90071992580965939, 'n': 6, 'trace_an': -2} -
id: 64202251
{'hecke_orbit_code': 90071992580965939, 'n': 7, 'trace_an': 19} -
id: 64202252
{'hecke_orbit_code': 90071992580965939, 'n': 8, 'trace_an': -6} -
id: 64202253
{'hecke_orbit_code': 90071992580965939, 'n': 9, 'trace_an': 10} -
id: 64202254
{'hecke_orbit_code': 90071992580965939, 'n': 10, 'trace_an': 13} -
id: 64202255
{'hecke_orbit_code': 90071992580965939, 'n': 11, 'trace_an': 3} -
id: 64202256
{'hecke_orbit_code': 90071992580965939, 'n': 12, 'trace_an': 8} -
id: 64202257
{'hecke_orbit_code': 90071992580965939, 'n': 13, 'trace_an': -4} -
id: 64202258
{'hecke_orbit_code': 90071992580965939, 'n': 14, 'trace_an': 0} -
id: 64202259
{'hecke_orbit_code': 90071992580965939, 'n': 15, 'trace_an': 8} -
id: 64202260
{'hecke_orbit_code': 90071992580965939, 'n': 16, 'trace_an': -4} -
id: 64202261
{'hecke_orbit_code': 90071992580965939, 'n': 17, 'trace_an': 11} -
id: 64202262
{'hecke_orbit_code': 90071992580965939, 'n': 18, 'trace_an': -2} -
id: 64202263
{'hecke_orbit_code': 90071992580965939, 'n': 19, 'trace_an': 22} -
id: 64202264
{'hecke_orbit_code': 90071992580965939, 'n': 20, 'trace_an': 1} -
id: 64202265
{'hecke_orbit_code': 90071992580965939, 'n': 21, 'trace_an': 19} -
id: 64202266
{'hecke_orbit_code': 90071992580965939, 'n': 22, 'trace_an': 13} -
id: 64202267
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id: 64202268
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Embedded newform data - 1587.2.a.u.1.5