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mf_newforms • Show schema
{'Nk2': 10092, 'analytic_conductor': 20.14625642996904, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [29, 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': [2523, 1, [842, 1684], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 9, 'field_disc': 1387342067237, 'field_disc_factorization': [[7, 6], [11792213, 1]], 'field_poly': [-8, -36, 84, 21, -90, 6, 33, -6, -4, 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, [-1, -2, 40, 31, -71, -20, 37, -2, -5, 1]], [5, [461, 13, -711, -67, 353, 58, -68, -15, 4, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193698855387, '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': '2523.2.a.r', 'level': 2523, '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, 29], 'level_radical': 87, 'minimal_twist': '87.2.g.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+q^{3}+(1-\\beta _{1}+\\beta _{3}+\\beta _{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2523.2.a', 'trace_display': [5, 9, -4, 5], 'trace_hash': 1116155685646128742, 'trace_moments': [{'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [32, 35, 42, 26], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [14, 15, 15, 15], 'ALdims_old': [29, 35, 28, 34], 'Nk2': 10092, 'analytic_conductor': 20.14625642996904, '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': [2523, 1, [842, 1684], [1, 1]], 'conrey_index': 1, 'cusp_dim': 261, 'dim': 135, 'eis_dim': 59, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 33556955, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 6, 6, 8, 8, 9, 9, 9, 9, 12, 12, 12, 12], 'label': '2523.2.a', 'level': 2523, '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, 29], 'level_radical': 87, 'mf_dim': 320, 'mf_new_dim': 135, 'num_forms': 22, 'plus_dim': 58, 'prim_orbit_index': 1, 'relative_dim': 135, 'sturm_bound': 580, 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mf_twists_cc • Show schema
-
id: 48089775
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 7, 'target_hecke_orbit_code': 76561193698855387, 'target_is_minimal': False, 'target_label': '2523.2.a.r.1.7', 'target_level': 2523, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2} -
id: 48089776
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 3, 'target_hecke_orbit_code': 157625986991529361, 'target_is_minimal': False, 'target_label': '7569.2.a.bj.1.3', 'target_level': 7569, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 48089777
{'conductor': 29, 'degree': 6, 'order': 7, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 7, 'target_dim': 18, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412350414935, 'target_is_minimal': True, 'target_label': '87.2.g.a.7.1', 'target_level': 87, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '29.23', 'twisting_conrey_index': 23, 'weight': 2} -
id: 48089778
{'conductor': 29, 'degree': 6, 'order': 7, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 25, 'target_dim': 18, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412350414935, 'target_is_minimal': True, 'target_label': '87.2.g.a.25.1', 'target_level': 87, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '29.24', 'twisting_conrey_index': 24, 'weight': 2} -
id: 48089779
{'conductor': 29, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 3, 'target_hecke_orbit_code': 63050394816743899, 'target_is_minimal': False, 'target_label': '2523.2.a.o.1.3', 'target_level': 2523, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '29.28', 'twisting_conrey_index': 28, 'weight': 2} -
id: 48089780
{'conductor': 87, 'degree': 6, 'order': 14, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 181, 'target_dim': 18, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007886483063045, 'target_is_minimal': False, 'target_label': '261.2.k.c.181.3', 'target_level': 261, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '87.23', 'twisting_conrey_index': 23, 'weight': 2} -
id: 48089781
{'conductor': 87, 'degree': 6, 'order': 14, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 199, 'target_dim': 18, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007886483063045, 'target_is_minimal': False, 'target_label': '261.2.k.c.199.3', 'target_level': 261, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '87.53', 'twisting_conrey_index': 53, 'weight': 2} -
id: 48089782
{'conductor': 87, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 76561193698855387, 'source_is_minimal': False, 'source_label': '2523.2.a.r.1.7', 'source_level': 2523, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 7, 'target_hecke_orbit_code': 171136785873640849, 'target_is_minimal': False, 'target_label': '7569.2.a.bm.1.7', 'target_level': 7569, 'twist_class_label': '87.2.g.a.7.1', 'twist_class_level': 87, 'twisting_char_label': '87.86', 'twisting_conrey_index': 86, 'weight': 2}
-
id: 48089775
-
mf_hecke_charpolys • Show schema
-
id: 2708550
{'charpoly_factorization': [[[-1, -2, 40, 31, -71, -20, 37, -2, -5, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 2} -
id: 2708551
{'charpoly_factorization': [[[-1, 1], 9]], 'hecke_orbit_code': 76561193698855387, 'p': 3} -
id: 2708552
{'charpoly_factorization': [[[461, 13, -711, -67, 353, 58, -68, -15, 4, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 5} -
id: 2708553
{'charpoly_factorization': [[[568, -1324, 560, 691, -569, -21, 108, -16, -5, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 7} -
id: 2708554
{'charpoly_factorization': [[[1112, 1096, -2050, -1619, 1075, 593, -88, -50, 1, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 11} -
id: 2708555
{'charpoly_factorization': [[[-46697, -111573, -89481, -21405, 5246, 2549, -45, -87, -1, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 13} -
id: 2708556
{'charpoly_factorization': [[[-86143, 42666, 24696, -12802, -2585, 1383, 118, -63, -2, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 17} -
id: 2708557
{'charpoly_factorization': [[[-767768, 149512, 240898, -24537, -21873, 2044, 774, -79, -9, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 19} -
id: 2708558
{'charpoly_factorization': [[[29672, 42564, -70202, -18617, 14784, 3576, -474, -119, 4, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 23} -
id: 2708559
{'charpoly_factorization': [[[0, 1], 9]], 'hecke_orbit_code': 76561193698855387, 'p': 29} -
id: 2708560
{'charpoly_factorization': [[[13336, -30740, 6924, 15297, -7925, 48, 532, -56, -8, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 31} -
id: 2708561
{'charpoly_factorization': [[[-137297, -445895, -125374, 87076, 12567, -7471, 140, 211, -27, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 37} -
id: 2708562
{'charpoly_factorization': [[[-3560291, -369754, 1008112, -15014, -77409, 5077, 1800, -143, -12, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 41} -
id: 2708563
{'charpoly_factorization': [[[-16472, -58020, 38682, 29849, -17785, -1662, 1282, -38, -16, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 43} -
id: 2708564
{'charpoly_factorization': [[[904, -692, -6336, 2385, 2853, -346, -443, -43, 8, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 47} -
id: 2708565
{'charpoly_factorization': [[[2305981, 765545, -783173, -172566, 60162, 10771, -1348, -204, 8, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 53} -
id: 2708566
{'charpoly_factorization': [[[897224, -2414644, 10296, 436861, 44950, -19019, -3922, -138, 16, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 59} -
id: 2708567
{'charpoly_factorization': [[[722639, -667803, 7577, 115946, -18373, -5328, 1209, 44, -21, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 61} -
id: 2708568
{'charpoly_factorization': [[[-45704, -441804, -915632, -358349, 13022, 15872, 224, -224, -3, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 67} -
id: 2708569
{'charpoly_factorization': [[[89667752, 79541928, 26031182, 3214349, -128970, -70412, -4954, 178, 33, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 71} -
id: 2708570
{'charpoly_factorization': [[[247283, 836604, -53145, -442270, -71752, 23523, 978, -288, -3, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 73} -
id: 2708571
{'charpoly_factorization': [[[93512, -531840, 698114, -22143, -93986, 14296, 1488, -272, -3, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 79} -
id: 2708572
{'charpoly_factorization': [[[803656, 1506876, -566202, -501579, -33568, 17726, 1626, -204, -13, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 83} -
id: 2708573
{'charpoly_factorization': [[[46711771, 38750606, 837151, -4645703, -432702, 96539, 3359, -573, -6, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 89} -
id: 2708574
{'charpoly_factorization': [[[6388081, 2937746, -1594369, -698207, 50188, 33303, 559, -355, -4, 1], 1]], 'hecke_orbit_code': 76561193698855387, 'p': 97}
-
id: 2708550
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 18, 'label': '2523.2.a.r', 'level': 2523, 'portrait': 'data:image/png;base64,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', 'weight': 2} -
mf_hecke_traces • Show schema
-
id: 62171785
{'hecke_orbit_code': 76561193698855387, 'n': 1, 'trace_an': 9} -
id: 62171786
{'hecke_orbit_code': 76561193698855387, 'n': 2, 'trace_an': 5} -
id: 62171787
{'hecke_orbit_code': 76561193698855387, 'n': 3, 'trace_an': 9} -
id: 62171788
{'hecke_orbit_code': 76561193698855387, 'n': 4, 'trace_an': 11} -
id: 62171789
{'hecke_orbit_code': 76561193698855387, 'n': 5, 'trace_an': -4} -
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{'hecke_orbit_code': 76561193698855387, 'n': 661, 'trace_an': 49} -
id: 62171993
{'hecke_orbit_code': 76561193698855387, 'n': 673, 'trace_an': 7} -
id: 62171994
{'hecke_orbit_code': 76561193698855387, 'n': 677, 'trace_an': 180} -
id: 62171995
{'hecke_orbit_code': 76561193698855387, 'n': 683, 'trace_an': -46} -
id: 62171996
{'hecke_orbit_code': 76561193698855387, 'n': 691, 'trace_an': -58} -
id: 62171997
{'hecke_orbit_code': 76561193698855387, 'n': 701, 'trace_an': -85} -
id: 62171998
{'hecke_orbit_code': 76561193698855387, 'n': 709, 'trace_an': 11} -
id: 62171999
{'hecke_orbit_code': 76561193698855387, 'n': 719, 'trace_an': -35} -
id: 62172000
{'hecke_orbit_code': 76561193698855387, 'n': 727, 'trace_an': 10} -
id: 62172001
{'hecke_orbit_code': 76561193698855387, 'n': 729, 'trace_an': 9} -
id: 62172002
{'hecke_orbit_code': 76561193698855387, 'n': 733, 'trace_an': -87} -
id: 62172003
{'hecke_orbit_code': 76561193698855387, 'n': 739, 'trace_an': 83} -
id: 62172004
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id: 62172005
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id: 62172006
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id: 62172007
{'hecke_orbit_code': 76561193698855387, 'n': 761, 'trace_an': -83} -
id: 62172008
{'hecke_orbit_code': 76561193698855387, 'n': 769, 'trace_an': 48} -
id: 62172009
{'hecke_orbit_code': 76561193698855387, 'n': 773, 'trace_an': 184} -
id: 62172010
{'hecke_orbit_code': 76561193698855387, 'n': 787, 'trace_an': 131} -
id: 62172011
{'hecke_orbit_code': 76561193698855387, 'n': 797, 'trace_an': -25} -
id: 62172012
{'hecke_orbit_code': 76561193698855387, 'n': 809, 'trace_an': 24} -
id: 62172013
{'hecke_orbit_code': 76561193698855387, 'n': 811, 'trace_an': 50} -
id: 62172014
{'hecke_orbit_code': 76561193698855387, 'n': 821, 'trace_an': -31} -
id: 62172015
{'hecke_orbit_code': 76561193698855387, 'n': 823, 'trace_an': -45} -
id: 62172016
{'hecke_orbit_code': 76561193698855387, 'n': 827, 'trace_an': 48} -
id: 62172017
{'hecke_orbit_code': 76561193698855387, 'n': 829, 'trace_an': 36} -
id: 62172018
{'hecke_orbit_code': 76561193698855387, 'n': 839, 'trace_an': 34} -
id: 62172019
{'hecke_orbit_code': 76561193698855387, 'n': 841, 'trace_an': 0} -
id: 62172020
{'hecke_orbit_code': 76561193698855387, 'n': 853, 'trace_an': 251} -
id: 62172021
{'hecke_orbit_code': 76561193698855387, 'n': 857, 'trace_an': 96} -
id: 62172022
{'hecke_orbit_code': 76561193698855387, 'n': 859, 'trace_an': 28} -
id: 62172023
{'hecke_orbit_code': 76561193698855387, 'n': 863, 'trace_an': -18} -
id: 62172024
{'hecke_orbit_code': 76561193698855387, 'n': 877, 'trace_an': 43} -
id: 62172025
{'hecke_orbit_code': 76561193698855387, 'n': 881, 'trace_an': 43} -
id: 62172026
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id: 62172027
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id: 62172028
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id: 62172029
{'hecke_orbit_code': 76561193698855387, 'n': 911, 'trace_an': -30} -
id: 62172030
{'hecke_orbit_code': 76561193698855387, 'n': 919, 'trace_an': -95} -
id: 62172031
{'hecke_orbit_code': 76561193698855387, 'n': 929, 'trace_an': -96} -
id: 62172032
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id: 62172033
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id: 62172034
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id: 62172035
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id: 62172036
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id: 62172037
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id: 62172038
{'hecke_orbit_code': 76561193698855387, 'n': 971, 'trace_an': -109} -
id: 62172039
{'hecke_orbit_code': 76561193698855387, 'n': 977, 'trace_an': 122} -
id: 62172040
{'hecke_orbit_code': 76561193698855387, 'n': 983, 'trace_an': -34} -
id: 62172041
{'hecke_orbit_code': 76561193698855387, 'n': 991, 'trace_an': -18} -
id: 62172042
{'hecke_orbit_code': 76561193698855387, 'n': 997, 'trace_an': 35}
-
id: 62171785
Embedded newform data - 2523.2.a.r.1.7