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mf_newforms • Show schema
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{'Nk2': 1215, 'analytic_conductor': 6.1106791509169085, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, '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': [15, 2, [11, 7], [1, 1]], 'cm_discs': [], 'conrey_index': 14, 'conrey_indexes': [14], 'dim': 12, 'field_disc': 863938061419301912691220672421051131494400, 'field_disc_factorization': [[2, 32], [5, 2], [7, 2], [11, 2], [73, 2], [710377, 4]], 'field_poly': [3250133486843364, 0, 58185108489824, 0, 407378811520, 0, 942732880, 0, 1966565, 0, 2096, 0, 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, [-8464000, 0, 300960, 0, -1194, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405564166159, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 247949112960000000, 'hecke_ring_index_factorization': [[2, 13], [3, 18], [5, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0], [1, 1, 15, 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': '15.9.d.c', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.9.d.c', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{2}q^{2}+(\\beta _{2}-\\beta _{3})q^{3}+(142-\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.9.d', 'trace_display': [0, 0, 0, 0], 'trace_hash': 629646163005012406, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.072', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.524', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.828', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1006.987', 'prec': 27}, {'__RealLiteral__': 0, 'data': '1184.866', 'prec': 27}, {'__RealLiteral__': 0, 'data': '154010.124', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.761', 'prec': 17}, 'traces': [12, 0, 0, 1704, 0, -3012, 0, 0, -22824, -35280, 0, 0, 0, 0, -95520, 413328, 0, 0, 276192, 0, -604044, 0, 0, 1173336, -2036220, 0, 0, 0, 0, 3563460, -279216, 0, 0, -1225344, 0, -10311840, 0, 0, 3780864, -3347040, 0, 0, 0, 0, 9523980, 37414536, 0, 0, -6222300, 0, 3931248, 0, 0, -53281692, -16903440, 0, 0, 0, 0, 9900720, -91958256, 0, 0, 57497760, 0, 111065040, 0, 0, 8138748, 3903480, 0, 0, 0, 0, 15031440, -232646880, 0, 0, 420402672, 0, 98480772, 0, 0, -528357816, -117091440, 0, 0, 0, 0, 218602080, -100211328, 0, 0, 543022776, 0, 333306864, 0, 0, -640360080, -944877480, 0, 0, 0, 0, 777277620, 290031936, 0, 0, 213450192, 0, 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
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{'Nk2': 1215, 'analytic_conductor': 6.1106791509169085, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [15, 2, [11, 7], [1, 1]], 'conrey_index': 14, 'cusp_dim': 14, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425167, 'hecke_orbit_dims': [1, 1, 12], 'label': '15.9.d', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 18, 'mf_new_dim': 18, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 14, 'sturm_bound': 18, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [14, 0, 0, 1770, 0, -258, 0, 0, -9702, -14030, 0, 0, 0, 0, 5730, 267538, 0, 0, -131804, 0, -604044, 0, 0, 559194, -1254970, 0, 0, 0, 0, 3563460, 3384148, 0, 0, -1943356, 0, -9878814, 0, 0, 3780864, -8085790, 0, 0, 0, 0, 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mf_twists_nf • Show schema
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id: 10491
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '15.9.d.c', 'target_level': 15, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 10492
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '15.9.d.c', 'target_level': 15, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 10493
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '15.9.d.c', 'target_level': 15, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 10494
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '15.9.d.c', 'target_level': 15, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 10495
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '75.9.c.h', 'target_level': 75, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 10496
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '75.9.c.h', 'target_level': 75, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
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id: 10497
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '240.9.c.c', 'target_level': 240, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 10498
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '240.9.c.c', 'target_level': 240, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 10499
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '240.9.c.c', 'target_level': 240, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 10500
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '15.9.d.c', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '240.9.c.c', 'target_level': 240, 'twist_class_label': '15.9.d.c', 'twist_class_level': 15, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 9}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 61300
{'charpoly_factorization': [[[-8464000, 0, 300960, 0, -1194, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 2}
-
id: 61301
{'charpoly_factorization': [[[79766443076872509863361, 0, 21146666395177209492, 0, 1743249242339559, 0, 45497490696, 0, 40496679, 0, 11412, 0, 1], 1]], 'hecke_orbit_code': 9007405564166159, 'p': 3}
-
id: 61302
{'charpoly_factorization': [[[3552713678800500929355621337890625, 0, 23704720661044120788574218750, 0, 66839860439300537109375, 0, 149852635351562500, 0, 438041709375, 0, 1018110, 0, 1], 1]], 'hecke_orbit_code': 9007405564166159, 'p': 5}
-
id: 61303
{'charpoly_factorization': [[[141675830049600000000, 0, 95517523696896, 0, 18849978, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 7}
-
id: 61304
{'charpoly_factorization': [[[16245348967754640518400000, 0, 214541886924432000, 0, 849216240, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 11}
-
id: 61305
{'charpoly_factorization': [[[20266053562027282105958400, 0, 620431446993906816, 0, 1541733408, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 13}
-
id: 61306
{'charpoly_factorization': [[[-1021702815116833759377664000, 0, 6235512643241709840, 0, -6047295144, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 17}
-
id: 61307
{'charpoly_factorization': [[[-466181174169488, -27406271244, -69048, 1], 4]], 'hecke_orbit_code': 9007405564166159, 'p': 19}
-
id: 61308
{'charpoly_factorization': [[[-2167010543489158288681166884000, 0, 885065430340965584160, 0, -82938208434, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 23}
-
id: 61309
{'charpoly_factorization': [[[460414506226834094748543597081600000, 0, 1893906915390217482192000, 0, 2476179315360, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 29}
-
id: 61310
{'charpoly_factorization': [[[373637529395228032, -1255172225628, 69804, 1], 4]], 'hecke_orbit_code': 9007405564166159, 'p': 31}
-
id: 61311
{'charpoly_factorization': [[[7501692763924201645997656997845094400, 0, 19874386416671171266674816, 0, 8623600521408, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 37}
-
id: 61312
{'charpoly_factorization': [[[29086518310025531138127590400000, 0, 35879679389165694912000, 0, 1559710996740, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 41}
-
id: 61313
{'charpoly_factorization': [[[168292693247827951436517820620905760000, 0, 191092195520747531829452736, 0, 50066687266938, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 43}
-
id: 61314
{'charpoly_factorization': [[[-100047124720304686283639887306042084000, 0, 78131793742664997407089440, 0, -17398060199634, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 47}
-
id: 61315
{'charpoly_factorization': [[[-13838611563628003140581667769678925824000, 0, 4101469380228341518565153040, 0, -177874005292584, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 53}
-
id: 61316
{'charpoly_factorization': [[[24983999411982646903152656385509510400000, 0, 6271958126968037159217552000, 0, 206536910649840, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 59}
-
id: 61317
{'charpoly_factorization': [[[-34485548483703081728, 103247843961732, 22989564, 1], 4]], 'hecke_orbit_code': 9007405564166159, 'p': 61}
-
id: 61318
{'charpoly_factorization': [[[282478501153197704275294111008748615353600, 0, 388678695896272413650465958336, 0, 1246253777818938, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 67}
-
id: 61319
{'charpoly_factorization': [[[290188678669843004787238690125856348569600000, 0, 2932257423927287099996404992000, 0, 3624792460018560, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 71}
-
id: 61320
{'charpoly_factorization': [[[158549145871953050570144584591705998950400, 0, 35222064352996093197454596096, 0, 1244540078980128, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 73}
-
id: 61321
{'charpoly_factorization': [[[-37684674998704359563168, 3506953278467076, -105100668, 1], 4]], 'hecke_orbit_code': 9007405564166159, 'p': 79}
-
id: 61322
{'charpoly_factorization': [[[-21519496434871236867532789041315858050483044000, 0, 24547309441393378392730902961440, 0, -8900254844555154, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 83}
-
id: 61323
{'charpoly_factorization': [[[132845370584465602873914456361332827750400000, 0, 12915024398930634218126744832000, 0, 7754107684487040, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 89}
-
id: 61324
{'charpoly_factorization': [[[285075759893355243693648925732377974365854105600, 0, 178553085725870072078858698162176, 0, 29054953624844448, 0, 1], 2]], 'hecke_orbit_code': 9007405564166159, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 3, 'label': '15.9.d.c', 'level': 15, 'portrait': 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', 'weight': 9}
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mf_hecke_traces • Show schema
Hide schema
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id: 117670000
{'hecke_orbit_code': 9007405564166159, 'n': 1, 'trace_an': 12}
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id: 117670001
{'hecke_orbit_code': 9007405564166159, 'n': 2, 'trace_an': 0}
-
id: 117670002
{'hecke_orbit_code': 9007405564166159, 'n': 3, 'trace_an': 0}
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id: 117670003
{'hecke_orbit_code': 9007405564166159, 'n': 4, 'trace_an': 1704}
-
id: 117670004
{'hecke_orbit_code': 9007405564166159, 'n': 5, 'trace_an': 0}
-
id: 117670005
{'hecke_orbit_code': 9007405564166159, 'n': 6, 'trace_an': -3012}
-
id: 117670006
{'hecke_orbit_code': 9007405564166159, 'n': 7, 'trace_an': 0}
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id: 117670007
{'hecke_orbit_code': 9007405564166159, 'n': 8, 'trace_an': 0}
-
id: 117670008
{'hecke_orbit_code': 9007405564166159, 'n': 9, 'trace_an': -22824}
-
id: 117670009
{'hecke_orbit_code': 9007405564166159, 'n': 10, 'trace_an': -35280}
-
id: 117670010
{'hecke_orbit_code': 9007405564166159, 'n': 11, 'trace_an': 0}
-
id: 117670011
{'hecke_orbit_code': 9007405564166159, 'n': 12, 'trace_an': 0}
-
id: 117670012
{'hecke_orbit_code': 9007405564166159, 'n': 13, 'trace_an': 0}
-
id: 117670013
{'hecke_orbit_code': 9007405564166159, 'n': 14, 'trace_an': 0}
-
id: 117670014
{'hecke_orbit_code': 9007405564166159, 'n': 15, 'trace_an': -95520}
-
id: 117670015
{'hecke_orbit_code': 9007405564166159, 'n': 16, 'trace_an': 413328}
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id: 117670016
{'hecke_orbit_code': 9007405564166159, 'n': 17, 'trace_an': 0}
-
id: 117670017
{'hecke_orbit_code': 9007405564166159, 'n': 18, 'trace_an': 0}
-
id: 117670018
{'hecke_orbit_code': 9007405564166159, 'n': 19, 'trace_an': 276192}
-
id: 117670019
{'hecke_orbit_code': 9007405564166159, 'n': 20, 'trace_an': 0}
-
id: 117670020
{'hecke_orbit_code': 9007405564166159, 'n': 21, 'trace_an': -604044}
-
id: 117670021
{'hecke_orbit_code': 9007405564166159, 'n': 22, 'trace_an': 0}
-
id: 117670022
{'hecke_orbit_code': 9007405564166159, 'n': 23, 'trace_an': 0}
-
id: 117670023
{'hecke_orbit_code': 9007405564166159, 'n': 24, 'trace_an': 1173336}
-
id: 117670024
{'hecke_orbit_code': 9007405564166159, 'n': 25, 'trace_an': -2036220}
-
id: 117670025
{'hecke_orbit_code': 9007405564166159, 'n': 26, 'trace_an': 0}
-
id: 117670026
{'hecke_orbit_code': 9007405564166159, 'n': 27, 'trace_an': 0}
-
id: 117670027
{'hecke_orbit_code': 9007405564166159, 'n': 28, 'trace_an': 0}
-
id: 117670028
{'hecke_orbit_code': 9007405564166159, 'n': 29, 'trace_an': 0}
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id: 117670029
{'hecke_orbit_code': 9007405564166159, 'n': 30, 'trace_an': 3563460}
-
id: 117670030
{'hecke_orbit_code': 9007405564166159, 'n': 31, 'trace_an': -279216}
-
id: 117670031
{'hecke_orbit_code': 9007405564166159, 'n': 32, 'trace_an': 0}
-
id: 117670032
{'hecke_orbit_code': 9007405564166159, 'n': 33, 'trace_an': 0}
-
id: 117670033
{'hecke_orbit_code': 9007405564166159, 'n': 34, 'trace_an': -1225344}
-
id: 117670034
{'hecke_orbit_code': 9007405564166159, 'n': 35, 'trace_an': 0}
-
id: 117670035
{'hecke_orbit_code': 9007405564166159, 'n': 36, 'trace_an': -10311840}
-
id: 117670036
{'hecke_orbit_code': 9007405564166159, 'n': 37, 'trace_an': 0}
-
id: 117670037
{'hecke_orbit_code': 9007405564166159, 'n': 38, 'trace_an': 0}
-
id: 117670038
{'hecke_orbit_code': 9007405564166159, 'n': 39, 'trace_an': 3780864}
-
id: 117670039
{'hecke_orbit_code': 9007405564166159, 'n': 40, 'trace_an': -3347040}
-
id: 117670040
{'hecke_orbit_code': 9007405564166159, 'n': 41, 'trace_an': 0}
-
id: 117670041
{'hecke_orbit_code': 9007405564166159, 'n': 42, 'trace_an': 0}
-
id: 117670042
{'hecke_orbit_code': 9007405564166159, 'n': 43, 'trace_an': 0}
-
id: 117670043
{'hecke_orbit_code': 9007405564166159, 'n': 44, 'trace_an': 0}
-
id: 117670044
{'hecke_orbit_code': 9007405564166159, 'n': 45, 'trace_an': 9523980}
-
id: 117670045
{'hecke_orbit_code': 9007405564166159, 'n': 46, 'trace_an': 37414536}
-
id: 117670046
{'hecke_orbit_code': 9007405564166159, 'n': 47, 'trace_an': 0}
-
id: 117670047
{'hecke_orbit_code': 9007405564166159, 'n': 48, 'trace_an': 0}
-
id: 117670048
{'hecke_orbit_code': 9007405564166159, 'n': 49, 'trace_an': -6222300}
-
id: 117670049
{'hecke_orbit_code': 9007405564166159, 'n': 50, 'trace_an': 0}
-
id: 117670050
{'hecke_orbit_code': 9007405564166159, 'n': 51, 'trace_an': 3931248}
-
id: 117670051
{'hecke_orbit_code': 9007405564166159, 'n': 52, 'trace_an': 0}
-
id: 117670052
{'hecke_orbit_code': 9007405564166159, 'n': 53, 'trace_an': 0}
-
id: 117670053
{'hecke_orbit_code': 9007405564166159, 'n': 54, 'trace_an': -53281692}
-
id: 117670054
{'hecke_orbit_code': 9007405564166159, 'n': 55, 'trace_an': -16903440}
-
id: 117670055
{'hecke_orbit_code': 9007405564166159, 'n': 56, 'trace_an': 0}
-
id: 117670056
{'hecke_orbit_code': 9007405564166159, 'n': 57, 'trace_an': 0}
-
id: 117670057
{'hecke_orbit_code': 9007405564166159, 'n': 58, 'trace_an': 0}
-
id: 117670058
{'hecke_orbit_code': 9007405564166159, 'n': 59, 'trace_an': 0}
-
id: 117670059
{'hecke_orbit_code': 9007405564166159, 'n': 60, 'trace_an': 9900720}
-
id: 117670060
{'hecke_orbit_code': 9007405564166159, 'n': 61, 'trace_an': -91958256}
-
id: 117670061
{'hecke_orbit_code': 9007405564166159, 'n': 62, 'trace_an': 0}
-
id: 117670062
{'hecke_orbit_code': 9007405564166159, 'n': 63, 'trace_an': 0}
-
id: 117670063
{'hecke_orbit_code': 9007405564166159, 'n': 64, 'trace_an': 57497760}
-
id: 117670064
{'hecke_orbit_code': 9007405564166159, 'n': 65, 'trace_an': 0}
-
id: 117670065
{'hecke_orbit_code': 9007405564166159, 'n': 66, 'trace_an': 111065040}
-
id: 117670066
{'hecke_orbit_code': 9007405564166159, 'n': 67, 'trace_an': 0}
-
id: 117670067
{'hecke_orbit_code': 9007405564166159, 'n': 68, 'trace_an': 0}
-
id: 117670068
{'hecke_orbit_code': 9007405564166159, 'n': 69, 'trace_an': 8138748}
-
id: 117670069
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