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mf_newforms • Show schema
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{'Nk2': 828, 'analytic_conductor': 3.6888278556985545, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [23, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 7925, 'field_disc_factorization': [[5, 2], [317, 1]], 'field_poly': [12, -13, -1, 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, [-8, -48, 4, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663319, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.6.a.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.6.a.a', 'nf_label': '3.3.7925.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(-7-2\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.6.a', 'trace_display': [-4, -20, -58, -282], 'trace_hash': 1881656822031816888, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.861', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.264', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.778', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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[-21185420, -3509760, 795912], [-14898113, 3498556, -596633], [940276, -3791746, 4539376], [-12820778, 3321768, 2810602], [13050329, 5188813, -2561056], [11824384, -2912147, 2598097], [-24762635, 2044395, -230776], [19573809, 1950569, -3034140], [5526891, 3273380, -1277509], [-8878356, 4735134, -120320], [-3821431, -488180, 2928545], [-16874744, -3699846, -2146088], [24205935, 5204549, -3798708], [23367878, -1193004, -1633786], [4529584, 1485560, 922000], [-10445238, 3017984, 4436608]], 'char_orbit_index': 1, 'field_poly': [12, -13, -1, 1], 'hecke_orbit_code': 100663319, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 2, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [17, -1, 2]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 2, 0], [-9, 1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '23.6.a.a', 'level': 23, 'maxp': 997, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[23, 1]], 3, 1], [[[23, -1]], 6, 1]], 'ALdims': [3, 6], 'Nk2': 828, 'analytic_conductor': 3.6888278556985545, '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': [23, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663319, 'hecke_orbit_dims': [3, 6], 'label': '23.6.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 11, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 12, 'trace_bound': 1, 'trace_display': [0, -4, -16, 18], 'traces': [9, 0, -4, 128, -16, 137, 18, 33, 883, -166, 78, -287, -324, -968, -410, -1776, -1296, 1301, 4392, -5620, -6518, -620, 1587, -44, 2619, 6509, 3896, -694, 10400, 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107489228, -70194404, -131654647, 14863550, 107186280, 182333720, -149780282, 13140967, 46947714, 9302452, -46098814, -45779466, -23716128, -12094940, 89588325, 58546180, -10275284, -46758612, 108161176, 38516262, -187494805, -185130772, -55171182, 59257444, -173563933, -105713696, -83637788, 135060422, -112618433, 41157552, 59905656, 108433462, -87165108, 29914122, 105802266, -715208, -166326392, -2271520, 83548043, 143911682, 141803032, 136017380, -80353814, 73784030, 99786477, -165404930, 127267460], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 17986
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.6.a.a', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.6.a.a', 'target_level': 23, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 17987
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.6.a.a', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '207.6.a.b', 'target_level': 207, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 17988
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.6.a.a', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '368.6.a.e', 'target_level': 368, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 17989
{'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.6.a.a', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '529.6.a.a', 'target_level': 529, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 17990
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.6.a.a', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '575.6.a.b', 'target_level': 575, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 88875
{'charpoly_factorization': [[[-8, -48, 4, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 2}
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id: 88876
{'charpoly_factorization': [[[-360, -225, 20, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 3}
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id: 88877
{'charpoly_factorization': [[[-3504, 668, 58, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 5}
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id: 88878
{'charpoly_factorization': [[[116944, 13108, 282, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 7}
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id: 88879
{'charpoly_factorization': [[[840152, -43688, -136, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 11}
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id: 88880
{'charpoly_factorization': [[[-255615102, -71523, 1116, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 13}
-
id: 88881
{'charpoly_factorization': [[[220718408, -1509728, 896, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 17}
-
id: 88882
{'charpoly_factorization': [[[460771768, -1853428, -1654, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 19}
-
id: 88883
{'charpoly_factorization': [[[529, 1], 3]], 'hecke_orbit_code': 100663319, 'p': 23}
-
id: 88884
{'charpoly_factorization': [[[-33789223458, -28435563, 844, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 29}
-
id: 88885
{'charpoly_factorization': [[[-117638912880, -35926785, 3020, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 31}
-
id: 88886
{'charpoly_factorization': [[[1048082031344, -120598692, -8938, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 37}
-
id: 88887
{'charpoly_factorization': [[[-1564944049486, -123863687, 12792, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 41}
-
id: 88888
{'charpoly_factorization': [[[-95315904000, -105823200, 16730, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 43}
-
id: 88889
{'charpoly_factorization': [[[916008439440, 52960375, -22500, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 47}
-
id: 88890
{'charpoly_factorization': [[[7849670295504, -1075194292, -17108, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 53}
-
id: 88891
{'charpoly_factorization': [[[-1725012447168, 622993472, -54176, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 59}
-
id: 88892
{'charpoly_factorization': [[[11439907465152, 1604797652, 71324, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 61}
-
id: 88893
{'charpoly_factorization': [[[-11971711378840, -64685160, 62960, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 67}
-
id: 88894
{'charpoly_factorization': [[[-24837760695040, 2953967755, -98400, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 71}
-
id: 88895
{'charpoly_factorization': [[[7199078503954, 1671592593, 81772, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 73}
-
id: 88896
{'charpoly_factorization': [[[235690469012368, -4055859548, -58224, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 79}
-
id: 88897
{'charpoly_factorization': [[[-297029282761704, -9346901032, -9892, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 83}
-
id: 88898
{'charpoly_factorization': [[[125799322340896, -3785341592, -27542, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 89}
-
id: 88899
{'charpoly_factorization': [[[693755159518744, 24254545128, 273672, 1], 1]], 'hecke_orbit_code': 100663319, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '23.6.a.a', 'level': 23, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
-
id: 12497000
{'hecke_orbit_code': 100663319, 'n': 1, 'trace_an': 3}
-
id: 12497001
{'hecke_orbit_code': 100663319, 'n': 2, 'trace_an': -4}
-
id: 12497002
{'hecke_orbit_code': 100663319, 'n': 3, 'trace_an': -20}
-
id: 12497003
{'hecke_orbit_code': 100663319, 'n': 4, 'trace_an': 16}
-
id: 12497004
{'hecke_orbit_code': 100663319, 'n': 5, 'trace_an': -58}
-
id: 12497005
{'hecke_orbit_code': 100663319, 'n': 6, 'trace_an': -230}
-
id: 12497006
{'hecke_orbit_code': 100663319, 'n': 7, 'trace_an': -282}
-
id: 12497007
{'hecke_orbit_code': 100663319, 'n': 8, 'trace_an': -360}
-
id: 12497008
{'hecke_orbit_code': 100663319, 'n': 9, 'trace_an': 121}
-
id: 12497009
{'hecke_orbit_code': 100663319, 'n': 10, 'trace_an': -156}
-
id: 12497010
{'hecke_orbit_code': 100663319, 'n': 11, 'trace_an': 136}
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id: 12497011
{'hecke_orbit_code': 100663319, 'n': 12, 'trace_an': 620}
-
id: 12497012
{'hecke_orbit_code': 100663319, 'n': 13, 'trace_an': -1116}
-
id: 12497013
{'hecke_orbit_code': 100663319, 'n': 14, 'trace_an': 2016}
-
id: 12497014
{'hecke_orbit_code': 100663319, 'n': 15, 'trace_an': 750}
-
id: 12497015
{'hecke_orbit_code': 100663319, 'n': 16, 'trace_an': 128}
-
id: 12497016
{'hecke_orbit_code': 100663319, 'n': 17, 'trace_an': -896}
-
id: 12497017
{'hecke_orbit_code': 100663319, 'n': 18, 'trace_an': 4282}
-
id: 12497018
{'hecke_orbit_code': 100663319, 'n': 19, 'trace_an': 1654}
-
id: 12497019
{'hecke_orbit_code': 100663319, 'n': 20, 'trace_an': 1504}
-
id: 12497020
{'hecke_orbit_code': 100663319, 'n': 21, 'trace_an': -1670}
-
id: 12497021
{'hecke_orbit_code': 100663319, 'n': 22, 'trace_an': 1352}
-
id: 12497022
{'hecke_orbit_code': 100663319, 'n': 23, 'trace_an': -1587}
-
id: 12497023
{'hecke_orbit_code': 100663319, 'n': 24, 'trace_an': 3600}
-
id: 12497024
{'hecke_orbit_code': 100663319, 'n': 25, 'trace_an': -7347}
-
id: 12497025
{'hecke_orbit_code': 100663319, 'n': 26, 'trace_an': 1998}
-
id: 12497026
{'hecke_orbit_code': 100663319, 'n': 27, 'trace_an': -10700}
-
id: 12497027
{'hecke_orbit_code': 100663319, 'n': 28, 'trace_an': -10264}
-
id: 12497028
{'hecke_orbit_code': 100663319, 'n': 29, 'trace_an': -844}
-
id: 12497029
{'hecke_orbit_code': 100663319, 'n': 30, 'trace_an': 3180}
-
id: 12497030
{'hecke_orbit_code': 100663319, 'n': 31, 'trace_an': -3020}
-
id: 12497031
{'hecke_orbit_code': 100663319, 'n': 32, 'trace_an': 6656}
-
id: 12497032
{'hecke_orbit_code': 100663319, 'n': 33, 'trace_an': -7370}
-
id: 12497033
{'hecke_orbit_code': 100663319, 'n': 34, 'trace_an': -11212}
-
id: 12497034
{'hecke_orbit_code': 100663319, 'n': 35, 'trace_an': 1072}
-
id: 12497035
{'hecke_orbit_code': 100663319, 'n': 36, 'trace_an': -2548}
-
id: 12497036
{'hecke_orbit_code': 100663319, 'n': 37, 'trace_an': 8938}
-
id: 12497037
{'hecke_orbit_code': 100663319, 'n': 38, 'trace_an': 10728}
-
id: 12497038
{'hecke_orbit_code': 100663319, 'n': 39, 'trace_an': 16020}
-
id: 12497039
{'hecke_orbit_code': 100663319, 'n': 40, 'trace_an': 3440}
-
id: 12497040
{'hecke_orbit_code': 100663319, 'n': 41, 'trace_an': -12792}
-
id: 12497041
{'hecke_orbit_code': 100663319, 'n': 42, 'trace_an': 20560}
-
id: 12497042
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