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mf_newforms • Show schema
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{'Nk2': 4067, 'analytic_conductor': 19.094488940447633, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 83, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [83, 2, [2], [1]], 'cm_discs': [-83], 'conrey_index': 82, 'conrey_indexes': [82], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]], [3, [29, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68836917331, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 83, 2, -1, 2, -83]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '83.7.b.a', 'level': 83, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [83], 'level_radical': 83, 'minimal_twist': '83.7.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-29q^{3}+2^{6}q^{4}-61q^{7}+112q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-83], 'self_twist_type': 1, 'space_label': '83.7.b', 'trace_display': [0, -29, 0, -61], 'trace_hash': 1425596598238289349, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.747', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [-29], [64], [0], [0], [-61], [0], [112], [0], [587], [-1856], [0], [0], [0], [4096], [-4201], [0], [0], [0], [1769], [0], [8066], [0], [15625], [0], [17893], [-3904], [46703], [0], [40907], [0], [-17023], [0], [0], [7168], [10919], [0], [0], [0], [5042], [0], [0], [37568], [0], [0], [0], [-118784], [-113928], [0], [121829], [0], [0], [0], [0], [0], [0], [0], [-188917], [0], [435287], [0], [-6832], [262144], [0], [0], [0], [-268864], [-233914], [0], [0], [0], [0], [0], [-453125], [0], [-35807], [0], [0], [0], [-600545], [0], [-571787], [113216], [0], [0], [-1354387], [0], [0], [0], [0], [516224], [-1186303], [0], [0], [0], [0], [0], [65744], [1000000]], 'ap': [[0], [-29], [0], [-61], [587], [0], [-4201], [0], [8066], [46703], [40907], [10919], [5042], [0], [0], [0], [-188917], [435287], [0], [0], [0], [0], [-571787], [0], [0], [0], [0], [0], [2123183], [1461431], [1496459], [-3480118], [0], [0], [0], [-2993173], [0], [0], [-8477701], [6660191], [0], [0], [7658867], [-6705214], [-15290521], [-1046302], [0], [0], [-17043766], [21328778], [0], [0], [12289367], [0], [0], [0], [0], [0], [37237034], [0], [0], [-2282614], [0], [0], [38971631], [-63294001], [0], [0], [0], [84998423], [-52511929], [24557483], [0], [-73375009], [0], [53659451], [0], [-22119046], [24847202], [1908983], [-123295957], [0], [79597307], [0], [0], [68081411], [0], [0], [0], [194524931], [0], [-165649597], [0], [0], [-247673077], [0], [197259383], [-261107278], [-270231109], [0], [41113379], [189379514], [-262136869], [0], [0], [0], [0], [312754511], [0], [0], [-414349486], [0], [166025999], [-341389357], [0], [0], [0], [0], [0], [-326017942], [0], [372866591], [0], [0], [-535489333], [687317402], [0], [0], [741229859], [-776409649], [-807025462], [0], [-767062798], [-815395561], [0], [0], [-380423734], [-971045206], [0], [0], [146444762], [0], [0], [0], [0], [312565763], [-154609729], [-34195561], [1264523483], [1025734331], [0], [-968275393], [0], [0], [-1345269661], [1512113987], [0], [-1602446497], [0], [1599990167], [0], [-1157204329], [0], [0], [-1830751441], [-374040574], [276920867], [-1736034721]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68836917331, 'hecke_ring_character_values': [[2, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '83.7.b.a', 'level': 83, 'maxp': 997, 'weight': 7}
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mf_newspaces • Show schema
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{'Nk2': 4067, 'analytic_conductor': 19.094488940447633, 'char_conductor': 83, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [83, 2, [2], [1]], 'conrey_index': 82, 'cusp_dim': 41, 'dim': 41, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 68836917331, 'hecke_orbit_dims': [1, 2, 38], 'label': '83.7.b', 'level': 83, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [83], 'level_radical': 83, 'mf_dim': 43, 'mf_new_dim': 43, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 41, 'sturm_bound': 49, 'trace_bound': 1, 'trace_display': [0, 18, 0, 262], 'traces': [41, 0, 18, -1150, 0, 0, 262, 0, 11255, 2058, -998, 2542, 0, 0, 0, 16682, 12194, 0, 0, 0, -34164, 0, 26574, 0, -132691, 69298, 51660, 13948, -35418, 15200, -81746, 0, -130788, 0, 0, -201072, -27650, 60478, 0, -73434, -149862, 0, 0, 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0, 0, -5631673088, -2372363348, 0, -5767061254, 0, 0, 0, 0, 0, 0, 0, -1334964520, 0, -1770170014, 0, 2021165632, -2698778660, 737752980, 0, 0, 8639778924, 3649072524, -2102942038, 0, 0, 0, 0, 5767949760, 0, 2275402666, 3981076532, 0, 0, -5420490346, 0, 1147000486, -4822420316, 0, 2146290760, 3429086740, 0, 0, 6040967430, 0, -6261386874, -4678170488, -5961503298, 4433999590, 0, 0, 0, -3340727974, -603730700, 0, 0, 0, 5656285854, 0, -2225489546, 0, -2506327040, 11176299348, -1516983876, 1697285190, 9219939920, -3491664028, 6809086502, 0, -128620740, 0, 0, -2807256120, -5532727720, -6042304364, 0, 1006485846, -4350077858, 0, 0, 1947151540, 0, 0, 0, 1439044971, -1672963436, 0, -4393221176, 0, 0, 0, 0, 0, 0, 0, 4709019096, 0, 2694898376, 0, -6982890350, 2420011386, -3518694940, 0, 0, 15481040946, 11904769146, -368484082, 0, 0, 0, 0, 8211553566, 0, -4572277764, 2084659222, 0, 0, 2789774496, 0, -5086399098, 4272647902, 0, -4790356464, -8636306304], 'weight': 7, 'weight_parity': -1}
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mf_twists_nf • Show schema
Hide schema
-
id: 73591
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '83.7.b.a', 'source_level': 83, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '83.7.b.a', 'target_level': 83, 'twist_class_label': '83.7.b.a', 'twist_class_level': 83, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
-
id: 73592
{'conductor': 83, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -83, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '83.7.b.a', 'source_level': 83, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '83.7.b.a', 'target_level': 83, 'twist_class_label': '83.7.b.a', 'twist_class_level': 83, 'twisting_char_label': '83.b', 'twisting_char_orbit': 2, 'weight': 7}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 259575
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 2}
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id: 259576
{'charpoly_factorization': [[[29, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 3}
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id: 259577
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 5}
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id: 259578
{'charpoly_factorization': [[[61, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 7}
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id: 259579
{'charpoly_factorization': [[[-587, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 11}
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id: 259580
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 13}
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id: 259581
{'charpoly_factorization': [[[4201, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 17}
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id: 259582
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 19}
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id: 259583
{'charpoly_factorization': [[[-8066, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 23}
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id: 259584
{'charpoly_factorization': [[[-46703, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 29}
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id: 259585
{'charpoly_factorization': [[[-40907, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 31}
-
id: 259586
{'charpoly_factorization': [[[-10919, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 37}
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id: 259587
{'charpoly_factorization': [[[-5042, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 41}
-
id: 259588
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 43}
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id: 259589
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 47}
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id: 259590
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 53}
-
id: 259591
{'charpoly_factorization': [[[188917, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 59}
-
id: 259592
{'charpoly_factorization': [[[-435287, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 61}
-
id: 259593
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 67}
-
id: 259594
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 71}
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id: 259595
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 73}
-
id: 259596
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 79}
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id: 259597
{'charpoly_factorization': [[[571787, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 83}
-
id: 259598
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 89}
-
id: 259599
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68836917331, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '83.7.b.a', 'level': 83, 'portrait': 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', 'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 19338000
{'hecke_orbit_code': 68836917331, 'n': 1, 'trace_an': 1}
-
id: 19338001
{'hecke_orbit_code': 68836917331, 'n': 2, 'trace_an': 0}
-
id: 19338002
{'hecke_orbit_code': 68836917331, 'n': 3, 'trace_an': -29}
-
id: 19338003
{'hecke_orbit_code': 68836917331, 'n': 4, 'trace_an': 64}
-
id: 19338004
{'hecke_orbit_code': 68836917331, 'n': 5, 'trace_an': 0}
-
id: 19338005
{'hecke_orbit_code': 68836917331, 'n': 6, 'trace_an': 0}
-
id: 19338006
{'hecke_orbit_code': 68836917331, 'n': 7, 'trace_an': -61}
-
id: 19338007
{'hecke_orbit_code': 68836917331, 'n': 8, 'trace_an': 0}
-
id: 19338008
{'hecke_orbit_code': 68836917331, 'n': 9, 'trace_an': 112}
-
id: 19338009
{'hecke_orbit_code': 68836917331, 'n': 10, 'trace_an': 0}
-
id: 19338010
{'hecke_orbit_code': 68836917331, 'n': 11, 'trace_an': 587}
-
id: 19338011
{'hecke_orbit_code': 68836917331, 'n': 12, 'trace_an': -1856}
-
id: 19338012
{'hecke_orbit_code': 68836917331, 'n': 13, 'trace_an': 0}
-
id: 19338013
{'hecke_orbit_code': 68836917331, 'n': 14, 'trace_an': 0}
-
id: 19338014
{'hecke_orbit_code': 68836917331, 'n': 15, 'trace_an': 0}
-
id: 19338015
{'hecke_orbit_code': 68836917331, 'n': 16, 'trace_an': 4096}
-
id: 19338016
{'hecke_orbit_code': 68836917331, 'n': 17, 'trace_an': -4201}
-
id: 19338017
{'hecke_orbit_code': 68836917331, 'n': 18, 'trace_an': 0}
-
id: 19338018
{'hecke_orbit_code': 68836917331, 'n': 19, 'trace_an': 0}
-
id: 19338019
{'hecke_orbit_code': 68836917331, 'n': 20, 'trace_an': 0}
-
id: 19338020
{'hecke_orbit_code': 68836917331, 'n': 21, 'trace_an': 1769}
-
id: 19338021
{'hecke_orbit_code': 68836917331, 'n': 22, 'trace_an': 0}
-
id: 19338022
{'hecke_orbit_code': 68836917331, 'n': 23, 'trace_an': 8066}
-
id: 19338023
{'hecke_orbit_code': 68836917331, 'n': 24, 'trace_an': 0}
-
id: 19338024
{'hecke_orbit_code': 68836917331, 'n': 25, 'trace_an': 15625}
-
id: 19338025
{'hecke_orbit_code': 68836917331, 'n': 26, 'trace_an': 0}
-
id: 19338026
{'hecke_orbit_code': 68836917331, 'n': 27, 'trace_an': 17893}
-
id: 19338027
{'hecke_orbit_code': 68836917331, 'n': 28, 'trace_an': -3904}
-
id: 19338028
{'hecke_orbit_code': 68836917331, 'n': 29, 'trace_an': 46703}
-
id: 19338029
{'hecke_orbit_code': 68836917331, 'n': 30, 'trace_an': 0}
-
id: 19338030
{'hecke_orbit_code': 68836917331, 'n': 31, 'trace_an': 40907}
-
id: 19338031
{'hecke_orbit_code': 68836917331, 'n': 32, 'trace_an': 0}
-
id: 19338032
{'hecke_orbit_code': 68836917331, 'n': 33, 'trace_an': -17023}
-
id: 19338033
{'hecke_orbit_code': 68836917331, 'n': 34, 'trace_an': 0}
-
id: 19338034
{'hecke_orbit_code': 68836917331, 'n': 35, 'trace_an': 0}
-
id: 19338035
{'hecke_orbit_code': 68836917331, 'n': 36, 'trace_an': 7168}
-
id: 19338036
{'hecke_orbit_code': 68836917331, 'n': 37, 'trace_an': 10919}
-
id: 19338037
{'hecke_orbit_code': 68836917331, 'n': 38, 'trace_an': 0}
-
id: 19338038
{'hecke_orbit_code': 68836917331, 'n': 39, 'trace_an': 0}
-
id: 19338039
{'hecke_orbit_code': 68836917331, 'n': 40, 'trace_an': 0}
-
id: 19338040
{'hecke_orbit_code': 68836917331, 'n': 41, 'trace_an': 5042}
-
id: 19338041
{'hecke_orbit_code': 68836917331, 'n': 42, 'trace_an': 0}
-
id: 19338042
{'hecke_orbit_code': 68836917331, 'n': 43, 'trace_an': 0}
-
id: 19338043
{'hecke_orbit_code': 68836917331, 'n': 44, 'trace_an': 37568}
-
id: 19338044
{'hecke_orbit_code': 68836917331, 'n': 45, 'trace_an': 0}
-
id: 19338045
{'hecke_orbit_code': 68836917331, 'n': 46, 'trace_an': 0}
-
id: 19338046
{'hecke_orbit_code': 68836917331, 'n': 47, 'trace_an': 0}
-
id: 19338047
{'hecke_orbit_code': 68836917331, 'n': 48, 'trace_an': -118784}
-
id: 19338048
{'hecke_orbit_code': 68836917331, 'n': 49, 'trace_an': -113928}
-
id: 19338049
{'hecke_orbit_code': 68836917331, 'n': 50, 'trace_an': 0}
-
id: 19338050
{'hecke_orbit_code': 68836917331, 'n': 51, 'trace_an': 121829}
-
id: 19338051
{'hecke_orbit_code': 68836917331, 'n': 52, 'trace_an': 0}
-
id: 19338052
{'hecke_orbit_code': 68836917331, 'n': 53, 'trace_an': 0}
-
id: 19338053
{'hecke_orbit_code': 68836917331, 'n': 54, 'trace_an': 0}
-
id: 19338054
{'hecke_orbit_code': 68836917331, 'n': 55, 'trace_an': 0}
-
id: 19338055
{'hecke_orbit_code': 68836917331, 'n': 56, 'trace_an': 0}
-
id: 19338056
{'hecke_orbit_code': 68836917331, 'n': 57, 'trace_an': 0}
-
id: 19338057
{'hecke_orbit_code': 68836917331, 'n': 58, 'trace_an': 0}
-
id: 19338058
{'hecke_orbit_code': 68836917331, 'n': 59, 'trace_an': -188917}
-
id: 19338059
{'hecke_orbit_code': 68836917331, 'n': 60, 'trace_an': 0}
-
id: 19338060
{'hecke_orbit_code': 68836917331, 'n': 61, 'trace_an': 435287}
-
id: 19338061
{'hecke_orbit_code': 68836917331, 'n': 62, 'trace_an': 0}
-
id: 19338062
{'hecke_orbit_code': 68836917331, 'n': 63, 'trace_an': -6832}
-
id: 19338063
{'hecke_orbit_code': 68836917331, 'n': 64, 'trace_an': 262144}
-
id: 19338064
{'hecke_orbit_code': 68836917331, 'n': 65, 'trace_an': 0}
-
id: 19338065
{'hecke_orbit_code': 68836917331, 'n': 66, 'trace_an': 0}
-
id: 19338066
{'hecke_orbit_code': 68836917331, 'n': 67, 'trace_an': 0}
-
id: 19338067
{'hecke_orbit_code': 68836917331, 'n': 68, 'trace_an': -268864}
-
id: 19338068
{'hecke_orbit_code': 68836917331, 'n': 69, 'trace_an': -233914}
-
id: 19338069
{'hecke_orbit_code': 68836917331, 'n': 70, 'trace_an': 0}
-
id: 19338070
{'hecke_orbit_code': 68836917331, 'n': 71, 'trace_an': 0}
-
id: 19338071
{'hecke_orbit_code': 68836917331, 'n': 72, 'trace_an': 0}
-
id: 19338072
{'hecke_orbit_code': 68836917331, 'n': 73, 'trace_an': 0}
-
id: 19338073
{'hecke_orbit_code': 68836917331, 'n': 74, 'trace_an': 0}
-
id: 19338074
{'hecke_orbit_code': 68836917331, 'n': 75, 'trace_an': -453125}
-
id: 19338075
{'hecke_orbit_code': 68836917331, 'n': 76, 'trace_an': 0}
-
id: 19338076
{'hecke_orbit_code': 68836917331, 'n': 77, 'trace_an': -35807}
-
id: 19338077
{'hecke_orbit_code': 68836917331, 'n': 78, 'trace_an': 0}
-
id: 19338078
{'hecke_orbit_code': 68836917331, 'n': 79, 'trace_an': 0}
-
id: 19338079
{'hecke_orbit_code': 68836917331, 'n': 80, 'trace_an': 0}
-
id: 19338080
{'hecke_orbit_code': 68836917331, 'n': 81, 'trace_an': -600545}
-
id: 19338081
{'hecke_orbit_code': 68836917331, 'n': 82, 'trace_an': 0}
-
id: 19338082
{'hecke_orbit_code': 68836917331, 'n': 83, 'trace_an': -571787}
-
id: 19338083
{'hecke_orbit_code': 68836917331, 'n': 84, 'trace_an': 113216}
-
id: 19338084
{'hecke_orbit_code': 68836917331, 'n': 85, 'trace_an': 0}
-
id: 19338085
{'hecke_orbit_code': 68836917331, 'n': 86, 'trace_an': 0}
-
id: 19338086
{'hecke_orbit_code': 68836917331, 'n': 87, 'trace_an': -1354387}
-
id: 19338087
{'hecke_orbit_code': 68836917331, 'n': 88, 'trace_an': 0}
-
id: 19338088
{'hecke_orbit_code': 68836917331, 'n': 89, 'trace_an': 0}
-
id: 19338089
{'hecke_orbit_code': 68836917331, 'n': 90, 'trace_an': 0}
-
id: 19338090
{'hecke_orbit_code': 68836917331, 'n': 91, 'trace_an': 0}
-
id: 19338091
{'hecke_orbit_code': 68836917331, 'n': 92, 'trace_an': 516224}
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