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{'Nk2': 8820, 'analytic_conductor': 39.29403585418026, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, 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': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 247385127567292741, 'field_disc_factorization': [[13, 2], [73, 1], [877, 1], [22864643209, 1]], 'field_poly': [560, -3204, 2208, 41, -109, -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, [-504, 900, 1682, -385, -99, 5, 1]], [3, [6879276, -2078280, 87921, 13100, -718, -20, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627509, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': False, 'label': '245.6.a.i', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.6.e.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(3+\\beta _{1}-\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.6.a', 'trace_display': [-5, 20, -150, 0], 'trace_hash': 1244069179538480174, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.565', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_nf • Show schema
Hide schema
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1446128], [149050755, -24699624, 881232, -19897848, -2475972, 3043572], [-399432251, -28928102, 1396036, 2965951, -387676, -3635009], [-58328142, 27903654, -4480464, 8936610, 1284760, 12422560]], 'char_orbit_index': 1, 'field_poly': [560, -3204, 2208, 41, -109, -1, 1], 'hecke_orbit_code': 36028797119627509, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 48, 48, 24], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [36, 1, 1, 0, 0, 0], [22, 69, 3, 4, 0, 2], [2468, 197, 91, 8, 8, 0], [6066, 5449, 395, 460, 0, 206]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-36, -1, 1, 0, 0, 0], [-704, 1744, -86, -103, 0, 1], [5552, -2380, -460, 103, 6, -1], [1736, -2536, 50, 115, 0, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '245.6.a.i', 'level': 245, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1]], 16, 4], [[[5, -1], [7, 1]], 18, 2], [[[5, 1], [7, -1]], 19, 5], [[[5, 1], [7, 1]], 16, 2]], 'ALdims': [16, 19, 18, 16], 'Nk2': 8820, 'analytic_conductor': 39.29403585418026, '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': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 132, 'dim': 69, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100663541, 'hecke_orbit_dims': [1, 1, 2, 3, 4, 5, 5, 6, 6, 8, 8, 10, 10], 'label': '245.6.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 148, 'mf_new_dim': 69, 'num_forms': 13, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [6, -40, -25, 0], 'traces': [69, 6, -40, 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mf_twists_nf • Show schema
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id: 197190
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '245.6.a.i', 'source_level': 245, 'target_char_orbit': 5, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '35.6.e.a', 'target_level': 35, 'twist_class_label': '35.6.e.a', 'twist_class_level': 35, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 197191
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '245.6.a.i', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '245.6.a.h', 'target_level': 245, 'twist_class_label': '35.6.e.a', 'twist_class_level': 35, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 197192
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '245.6.a.i', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '245.6.a.i', 'target_level': 245, 'twist_class_label': '35.6.e.a', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 578450
{'charpoly_factorization': [[[-504, 900, 1682, -385, -99, 5, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 2}
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id: 578451
{'charpoly_factorization': [[[6879276, -2078280, 87921, 13100, -718, -20, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 3}
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id: 578452
{'charpoly_factorization': [[[25, 1], 6]], 'hecke_orbit_code': 36028797119627509, 'p': 5}
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id: 578453
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 36028797119627509, 'p': 7}
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id: 578454
{'charpoly_factorization': [[[2328635198430000, 11999598762720, -46979552744, -296171976, -140589, 924, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 11}
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id: 578455
{'charpoly_factorization': [[[3794636714817536, -94970094602560, 522164709184, 19388360, -1431471, 150, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 13}
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id: 578456
{'charpoly_factorization': [[[188618121955528704, -666515335668480, -65330890624, 2061212640, -1067612, -1540, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 17}
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id: 578457
{'charpoly_factorization': [[[-1519818793649959696, 1256689884274752, 6461324409960, -2546951792, -7344133, -92, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 19}
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id: 578458
{'charpoly_factorization': [[[-175242113143270567101, 123922496362540320, 82710904155947, -44620272240, -14581871, 3920, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 23}
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id: 578459
{'charpoly_factorization': [[[-10146718008816799297500, 876618789962911500, 2234807351887825, 31871142140, -88728846, -1264, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 29}
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id: 578460
{'charpoly_factorization': [[[604748120619377516544, -4350430229710967808, 2457044782150144, -211048112704, -80054416, 7160, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 31}
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id: 578461
{'charpoly_factorization': [[[6811573043155810454784, 44252140175226923520, 1022308764651296, -1720837960800, -97250327, 14170, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 37}
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id: 578462
{'charpoly_factorization': [[[102112689100437483487425, -77638260349353131010, 8391490364069951, 1580290318468, -233696641, -4098, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 41}
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id: 578463
{'charpoly_factorization': [[[19211969336894512614956, 102107510132394763080, -12489811241143791, -5053525366340, -114323566, 24460, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 43}
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id: 578464
{'charpoly_factorization': [[[3119855261382976660531200, 317018564631543903360, -157744383016419376, 10172976238440, 286429267, -42940, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 47}
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id: 578465
{'charpoly_factorization': [[[269713894175475987195216, -236906870876284150560, 10803666284913016, 7434915535840, -777874183, 2450, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 53}
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id: 578466
{'charpoly_factorization': [[[36685923961624724941056000, 2455726357498285011840, -799743651108132656, -71039249553920, -286494424, 64600, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 59}
-
id: 578467
{'charpoly_factorization': [[[21258909503047993628439504, -3704343469809908091048, -598009689069958391, 48460451292756, 527816974, -73620, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 61}
-
id: 578468
{'charpoly_factorization': [[[-1839792705150090137204002000, -475841332540090978319120, -27290003520934171671, -477188461901340, 2533120822, 142620, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 67}
-
id: 578469
{'charpoly_factorization': [[[9957119795260239147565824, 26758457529582564258816, -6554225661784715056, -152072627420928, 5078085496, 154256, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 71}
-
id: 578470
{'charpoly_factorization': [[[-517929575301687511899029504, -123521582052378932085760, 7018304398510967296, 57971304970560, -5532951728, 5120, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 73}
-
id: 578471
{'charpoly_factorization': [[[716160812449427678770406336, -367106073283537884947584, -32929806511168284752, -277156452678016, 12328150740, 222504, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 79}
-
id: 578472
{'charpoly_factorization': [[[35111768819503996402302071664, -1109959439760497721840480, -29886635061159702727, 893393938898060, 2780781062, -179580, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 83}
-
id: 578473
{'charpoly_factorization': [[[-4698046840679161615575902556, -8622280165780180688412, 78803056260791799145, 450849137206852, -18519083398, -41648, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 89}
-
id: 578474
{'charpoly_factorization': [[[99386583460298201784407749184, -9278401357422529492479040, 231625768736917322224, -419241276168160, -27433506084, 73980, 1], 1]], 'hecke_orbit_code': 36028797119627509, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '245.6.a.i', 'level': 245, 'portrait': 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'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 200631000
{'hecke_orbit_code': 36028797119627509, 'n': 1, 'trace_an': 6}
-
id: 200631001
{'hecke_orbit_code': 36028797119627509, 'n': 2, 'trace_an': -5}
-
id: 200631002
{'hecke_orbit_code': 36028797119627509, 'n': 3, 'trace_an': 20}
-
id: 200631003
{'hecke_orbit_code': 36028797119627509, 'n': 4, 'trace_an': 31}
-
id: 200631004
{'hecke_orbit_code': 36028797119627509, 'n': 5, 'trace_an': -150}
-
id: 200631005
{'hecke_orbit_code': 36028797119627509, 'n': 6, 'trace_an': 96}
-
id: 200631006
{'hecke_orbit_code': 36028797119627509, 'n': 7, 'trace_an': 0}
-
id: 200631007
{'hecke_orbit_code': 36028797119627509, 'n': 8, 'trace_an': -135}
-
id: 200631008
{'hecke_orbit_code': 36028797119627509, 'n': 9, 'trace_an': 378}
-
id: 200631009
{'hecke_orbit_code': 36028797119627509, 'n': 10, 'trace_an': 125}
-
id: 200631010
{'hecke_orbit_code': 36028797119627509, 'n': 11, 'trace_an': -924}
-
id: 200631011
{'hecke_orbit_code': 36028797119627509, 'n': 12, 'trace_an': 370}
-
id: 200631012
{'hecke_orbit_code': 36028797119627509, 'n': 13, 'trace_an': -150}
-
id: 200631013
{'hecke_orbit_code': 36028797119627509, 'n': 14, 'trace_an': 0}
-
id: 200631014
{'hecke_orbit_code': 36028797119627509, 'n': 15, 'trace_an': -500}
-
id: 200631015
{'hecke_orbit_code': 36028797119627509, 'n': 16, 'trace_an': 435}
-
id: 200631016
{'hecke_orbit_code': 36028797119627509, 'n': 17, 'trace_an': 1540}
-
id: 200631017
{'hecke_orbit_code': 36028797119627509, 'n': 18, 'trace_an': 195}
-
id: 200631018
{'hecke_orbit_code': 36028797119627509, 'n': 19, 'trace_an': 92}
-
id: 200631019
{'hecke_orbit_code': 36028797119627509, 'n': 20, 'trace_an': -775}
-
id: 200631020
{'hecke_orbit_code': 36028797119627509, 'n': 21, 'trace_an': 0}
-
id: 200631021
{'hecke_orbit_code': 36028797119627509, 'n': 22, 'trace_an': -6855}
-
id: 200631022
{'hecke_orbit_code': 36028797119627509, 'n': 23, 'trace_an': -3920}
-
id: 200631023
{'hecke_orbit_code': 36028797119627509, 'n': 24, 'trace_an': -7200}
-
id: 200631024
{'hecke_orbit_code': 36028797119627509, 'n': 25, 'trace_an': 3750}
-
id: 200631025
{'hecke_orbit_code': 36028797119627509, 'n': 26, 'trace_an': 2635}
-
id: 200631026
{'hecke_orbit_code': 36028797119627509, 'n': 27, 'trace_an': 2060}
-
id: 200631027
{'hecke_orbit_code': 36028797119627509, 'n': 28, 'trace_an': 0}
-
id: 200631028
{'hecke_orbit_code': 36028797119627509, 'n': 29, 'trace_an': 1264}
-
id: 200631029
{'hecke_orbit_code': 36028797119627509, 'n': 30, 'trace_an': -2400}
-
id: 200631030
{'hecke_orbit_code': 36028797119627509, 'n': 31, 'trace_an': -7160}
-
id: 200631031
{'hecke_orbit_code': 36028797119627509, 'n': 32, 'trace_an': 9105}
-
id: 200631032
{'hecke_orbit_code': 36028797119627509, 'n': 33, 'trace_an': 4460}
-
id: 200631033
{'hecke_orbit_code': 36028797119627509, 'n': 34, 'trace_an': 2166}
-
id: 200631034
{'hecke_orbit_code': 36028797119627509, 'n': 35, 'trace_an': 0}
-
id: 200631035
{'hecke_orbit_code': 36028797119627509, 'n': 36, 'trace_an': -26375}
-
id: 200631036
{'hecke_orbit_code': 36028797119627509, 'n': 37, 'trace_an': -14170}
-
id: 200631037
{'hecke_orbit_code': 36028797119627509, 'n': 38, 'trace_an': -46215}
-
id: 200631038
{'hecke_orbit_code': 36028797119627509, 'n': 39, 'trace_an': -15376}
-
id: 200631039
{'hecke_orbit_code': 36028797119627509, 'n': 40, 'trace_an': 3375}
-
id: 200631040
{'hecke_orbit_code': 36028797119627509, 'n': 41, 'trace_an': 4098}
-
id: 200631041
{'hecke_orbit_code': 36028797119627509, 'n': 42, 'trace_an': 0}
-
id: 200631042
{'hecke_orbit_code': 36028797119627509, 'n': 43, 'trace_an': -24460}
-
id: 200631043
{'hecke_orbit_code': 36028797119627509, 'n': 44, 'trace_an': -27873}
-
id: 200631044
{'hecke_orbit_code': 36028797119627509, 'n': 45, 'trace_an': -9450}
-
id: 200631045
{'hecke_orbit_code': 36028797119627509, 'n': 46, 'trace_an': 6815}
-
id: 200631046
{'hecke_orbit_code': 36028797119627509, 'n': 47, 'trace_an': 42940}
-
id: 200631047
{'hecke_orbit_code': 36028797119627509, 'n': 48, 'trace_an': 11610}
-
id: 200631048
{'hecke_orbit_code': 36028797119627509, 'n': 49, 'trace_an': 0}
-
id: 200631049
{'hecke_orbit_code': 36028797119627509, 'n': 50, 'trace_an': -3125}
-
id: 200631050
{'hecke_orbit_code': 36028797119627509, 'n': 51, 'trace_an': -42008}
-
id: 200631051
{'hecke_orbit_code': 36028797119627509, 'n': 52, 'trace_an': -36115}
-
id: 200631052
{'hecke_orbit_code': 36028797119627509, 'n': 53, 'trace_an': -2450}
-
id: 200631053
{'hecke_orbit_code': 36028797119627509, 'n': 54, 'trace_an': 19566}
-
id: 200631054
{'hecke_orbit_code': 36028797119627509, 'n': 55, 'trace_an': 23100}
-
id: 200631055
{'hecke_orbit_code': 36028797119627509, 'n': 56, 'trace_an': 0}
-
id: 200631056
{'hecke_orbit_code': 36028797119627509, 'n': 57, 'trace_an': -97100}
-
id: 200631057
{'hecke_orbit_code': 36028797119627509, 'n': 58, 'trace_an': -36110}
-
id: 200631058
{'hecke_orbit_code': 36028797119627509, 'n': 59, 'trace_an': -64600}
-
id: 200631059
{'hecke_orbit_code': 36028797119627509, 'n': 60, 'trace_an': -9250}
-
id: 200631060
{'hecke_orbit_code': 36028797119627509, 'n': 61, 'trace_an': 73620}
-
id: 200631061
{'hecke_orbit_code': 36028797119627509, 'n': 62, 'trace_an': 111440}
-
id: 200631062
{'hecke_orbit_code': 36028797119627509, 'n': 63, 'trace_an': 0}
-
id: 200631063
{'hecke_orbit_code': 36028797119627509, 'n': 64, 'trace_an': -157997}
-
id: 200631064
{'hecke_orbit_code': 36028797119627509, 'n': 65, 'trace_an': 3750}
-
id: 200631065
{'hecke_orbit_code': 36028797119627509, 'n': 66, 'trace_an': -139138}
-
id: 200631066
{'hecke_orbit_code': 36028797119627509, 'n': 67, 'trace_an': -142620}
-
id: 200631067
{'hecke_orbit_code': 36028797119627509, 'n': 68, 'trace_an': 124330}
-
id: 200631068
{'hecke_orbit_code': 36028797119627509, 'n': 69, 'trace_an': 17344}
-
id: 200631069
{'hecke_orbit_code': 36028797119627509, 'n': 70, 'trace_an': 0}
-
id: 200631070
{'hecke_orbit_code': 36028797119627509, 'n': 71, 'trace_an': -154256}
-
id: 200631071
{'hecke_orbit_code': 36028797119627509, 'n': 72, 'trace_an': -117495}
-
id: 200631072
{'hecke_orbit_code': 36028797119627509, 'n': 73, 'trace_an': -5120}
-
id: 200631073
{'hecke_orbit_code': 36028797119627509, 'n': 74, 'trace_an': 2785}
-
id: 200631074
{'hecke_orbit_code': 36028797119627509, 'n': 75, 'trace_an': 12500}
-
id: 200631075
{'hecke_orbit_code': 36028797119627509, 'n': 76, 'trace_an': 7775}
-
id: 200631076
{'hecke_orbit_code': 36028797119627509, 'n': 77, 'trace_an': 0}
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