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mf_newforms • Show schema
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{'Nk2': 3402, 'analytic_conductor': 17.109901622567342, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 6, 'char_parity': -1, 'char_values': [42, 6, [29, 31], [6, 5]], 'cm_discs': [], 'conrey_index': 19, 'conrey_indexes': [19, 31], 'dim': 8, 'field_disc': 6322829879218176, 'field_disc_factorization': [[2, 12], [3, 4], [127, 2], [1087, 2]], 'field_poly': [73410624, 2056320, 2105352, -23088, 49033, -2, 243, -2, 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': [[5, [36944815503690090000, 831891725679222000, 5550787221885900, -15607863346140, -82470162699, 253850814, 1765731, 2226, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 412467855402, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 451584, 'hecke_ring_index_factorization': [[2, 10], [3, 2], [7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '42.9.g.a', 'level': 42, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.9.g.a', 'prim_orbit_index': 4, 'qexp_display': 'q+(\\beta _{2}-\\beta _{3})q^{2}+(54+3^{3}\\beta _{1})q^{3}+2^{7}\\beta _{1}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.9.g', 'trace_display': [0, 324, -2226, -140], 'trace_hash': 2281935522847142315, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.595', 'prec': 17}, 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mf_hecke_nf • Show schema
Hide schema
{'an': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 0, 1, -1, 0, 0, 0, 0], [54, 27, 0, 0, 0, 0, 0, 0], [0, 128, 0, 0, 0, 0, 0, 0], [-185, 186, -16, -15, 0, 0, -5, -1], [0, 0, 27, -54, 0, 0, 0, 0], [-434, -833, 56, -7, -21, 7, -7, -14], [0, 0, -128, 0, 0, 0, 0, 0], [2187, 2187, 0, 0, 0, 0, 0, 0], [-3648, -1806, -388, 178, -34, 36, -34, -36], [-53, 1832, 53, 497, -84, 53, 84, 53], [-3456, 3456, 0, 0, 0, 0, 0, 0], [-4244, -8281, 638, -1029, 40, 207, 0, 0], [8218, 8442, 406, 245, -224, 0, -42, 140], [-15012, 27, -1269, -108, -135, 27, -270, -54], [-16384, -16384, 0, 0, 0, 0, 0, 0], [1322, 770, 2194, -482, 506, 218, 506, -218], [0, 0, 0, -2187, 0, 0, 0, 0], [-64245, 64602, -1373, -1016, 0, 0, -688, -357], [-23808, -47488, -1920, 3328, -640, 128, 0, 0], [-945, -34209, 3402, -1890, -756, 567, 189, -567], [69466, -460, -820, 618, 1078, -460, 2156, 920], [97494, 98106, -14886, 16022, 524, 1224, 262, -612], [0, 0, -6912, 3456, 0, 0, 0, 0], [-1397, 34023, 1397, 23401, -2824, 1397, 2824, 1397], [-66562, 67710, 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-
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{'Nk2': 3402, 'analytic_conductor': 17.109901622567342, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 6, 'char_parity': -1, 'char_values': [42, 6, [29, 31], [6, 5]], 'conrey_index': 19, 'cusp_dim': 120, 'dim': 20, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412467855402, 'hecke_orbit_dims': [8, 12], 'label': '42.9.g', 'level': 42, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 136, 'mf_new_dim': 20, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 10, 'sturm_bound': 72, 'trace_bound': 1, 'trace_display': [0, -162, -3348, -4574], 'traces': [20, 0, -162, -1280, -3348, 0, -4574, 0, 21870, -17664, 2172, 20736, 0, 12288, -59616, -163840, -219456, 0, -457674, 0, 285768, 1115136, -272280, 0, 462122, -1391616, 0, 1052672, 3626688, -705024, -6426822, 0, 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451358856864, 581310058752, 2403064606824, 669186144768, 204213364488, 0, -1613315825184, -125023813632, 4903014496100, -5164453204992, -260363049840, -1430555536896, 0, -618702478848, 185890134364, 410793541632, -4799538351576, 3678157153536, 1103125952160, 0, -149304220794, 10318301389824, -92129715738, -1662194024448, 736133571780, 5856247807488, 0, 4764819743232, 1376560689372, 409147493376, 9977352200352, 650238492672, 511447874040, 0, 508194057348, -3132215069184, 2086066275216, -792540246528, 1666948346654, -950135685120, 0, 1722732298752, 8092035064608, 460571277312, -6769487181030, -3199927607808, 188299820826, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 34251
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 7, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.g.a', 'source_level': 42, 'target_char_orbit': 7, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '42.9.g.a', 'target_level': 42, 'twist_class_label': '42.9.g.a', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 34252
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.g.a', 'source_level': 42, 'target_char_orbit': 7, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '42.9.g.a', 'target_level': 42, 'twist_class_label': '42.9.g.a', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 34253
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.g.a', 'source_level': 42, 'target_char_orbit': 14, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '126.9.n.a', 'target_level': 126, 'twist_class_label': '42.9.g.a', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 34254
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.g.a', 'source_level': 42, 'target_char_orbit': 14, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '126.9.n.a', 'target_level': 126, 'twist_class_label': '42.9.g.a', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 9}
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id: 34255
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.g.a', 'source_level': 42, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.9.c.a', 'target_level': 294, 'twist_class_label': '42.9.g.a', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 34256
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.g.a', 'source_level': 42, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.9.c.a', 'target_level': 294, 'twist_class_label': '42.9.g.a', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 144000
{'charpoly_factorization': [[[16384, 0, 128, 0, 1], 2]], 'hecke_orbit_code': 412467855402, 'p': 2}
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id: 144001
{'charpoly_factorization': [[[2187, -81, 1], 4]], 'hecke_orbit_code': 412467855402, 'p': 3}
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id: 144002
{'charpoly_factorization': [[[36944815503690090000, 831891725679222000, 5550787221885900, -15607863346140, -82470162699, 253850814, 1765731, 2226, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 5}
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id: 144003
{'charpoly_factorization': [[[1104427674243920646305299201, 26821372393279298016140, 10099421134240604698, 1356446145698000, -14421208887197, 235298000, 303898, 140, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 7}
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id: 144004
{'charpoly_factorization': [[[515616121162255706932222236539664, 155630205806840605288915095024, 36134479728776114695682460, 3609462970522203833340, 301548708027934749, 10158741802746, 532643103, 7434, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 11}
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id: 144005
{'charpoly_factorization': [[[37373660819228785676887531829661696, 0, 600288501564347714874345600, 0, 2697882228419928201, 0, 3917293830, 0, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 13}
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id: 144006
{'charpoly_factorization': [[[4409606027764730446343545179068043264, 874557506502371495467431144179712, 40939996460740408886329633536, -3347221278656498107632768, 61392892573638403920, 63749774406384, -8016064404, -7932, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 17}
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id: 144007
{'charpoly_factorization': [[[5955358893114025066055604189991303294224, 520240757033654076010327475943994128, 20225740009867048540346982351084, 443500920802682032506962364, 5988058478567640073125, 50859218653226262, 265006204899, 773082, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 19}
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id: 144008
{'charpoly_factorization': [[[9646790096898795539354766301373424205824, 195846440803963131917892160906592256, 9172553845423040261516257394688, -28652763076227168108281856, 3481102724699227963392, 16709666248617984, 205945564032, -391200, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 23}
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id: 144009
{'charpoly_factorization': [[[-324852036612155889682176, -1338219554756468256, -1048620711159, 1159098, 1], 2]], 'hecke_orbit_code': 412467855402, 'p': 29}
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id: 144010
{'charpoly_factorization': [[[257220491427370557085242155924693398601924241489, 1946615028169831557200679609355950431020224, 5325300439373470016391890963780612106, 3138510722572630108607254501248, -2934316293234855353356005, -2626911315696213504, 2622441932346, 3212544, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 31}
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id: 144011
{'charpoly_factorization': [[[30822007676167215511775617702704662526746896, 1165546059834187609304806923108718946224, 52729626512148553820048414383404316, -321207179941073605821243264884, 2538668634136474587067693, 429351290029533598, 1855604799919, -544802, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 37}
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id: 144012
{'charpoly_factorization': [[[463870350560205975611983680876923373606638010624, 0, 4772949460788865935868444965727233792, 0, 12240130021770231128727648, 0, 9884157950064, 0, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 41}
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id: 144013
{'charpoly_factorization': [[[267171679490552977824005572, 13527215827401496316, -35809999689171, -276142, 1], 2]], 'hecke_orbit_code': 412467855402, 'p': 43}
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id: 144014
{'charpoly_factorization': [[[872754832795491241016653998033626081758221955142516736, 708605791933468134374908989123084071592054620160, 220272058369351928725623583206512878743552, 23135895157769958911448518705733120, -2113840505913320761997584752, -479956020175255577616, 52030758940860, 15735252, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 47}
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id: 144015
{'charpoly_factorization': [[[65263237059029281481621020853557431679588729092182016, -23557166742410393768965395406470544033988588544, 14014660391105359492220116643841350146752, -3597740151733922194339676426909520, 1729285758539586170996231025, -420346065394994427270, 98004620193723, -10935222, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 53}
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id: 144016
{'charpoly_factorization': [[[33618387145506439656597383064249090325819504838420987904, -28014736815757764442589849845739997274079032246272, 10616870523912309884091203856501184589008896, -2362585518997351135878415347167674752, 336120116813936818181551379385, -31216518783403072900074, 1847506855798551, -63840318, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 59}
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id: 144017
{'charpoly_factorization': [[[32938325229455162800695004824932286901516389071307472896, -21825185046789399621063361969396537475739685158912, 5319562120026267801977680975130413526851584, -330674903243701831880028516164493312, -41344041942595929420772146432, 3748467109705333710336, 532483379895456, -43108176, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 61}
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id: 144018
{'charpoly_factorization': [[[21119742389795117296781568384743933021582586956609476055296, -2817483633351586011483102921777847834913233864278400, 386974640961828021977348021075594606008872880, -12709963437797862065354663521328548120, 1097797055451280341248948551489, -42506569045036348974250, 2307671782303555, -48827290, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 67}
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id: 144019
{'charpoly_factorization': [[[154964112808410689141289029184, 32576340659055414840864, 2486353903277652, 82263372, 1], 2]], 'hecke_orbit_code': 412467855402, 'p': 71}
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id: 144020
{'charpoly_factorization': [[[18603605410638307573115446534755147281031454377072460882176, 3045293147634835652069216425946225366468665086476928, -145681337744598595130830560102597796209894288, -51047301101754627283672997802938146248, 6484074995227781858688564367833, -344163940228448019438498, 9839443346114487, -150530022, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 73}
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id: 144021
{'charpoly_factorization': [[[5866529218341267358012590077131117374543004569928111669729, 1001248074774899489154342983190525305085540977323424, 134310201943892036764025437669442947143260242, 9105157272909271005990731989465076096, 548926355090969953761893084755, 17220017539236091219328, 826815254230642, 18689696, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 79}
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id: 144022
{'charpoly_factorization': [[[13765030931880844099113987280862068033992025585382241717164304, 0, 41407707460268008778792366592800063741205720504, 0, 33223577442429503575777355100297, 0, 10039648063006398, 0, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 83}
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id: 144023
{'charpoly_factorization': [[[46263870506395801928324182971526122926466902812970505025622016, -3378905849548665336681057931171250933728754712685099008, 57797650898507203938893111504042060763586530048, 1786623958267651081095097833405249010560, -25594963596439946534519582646960, -689105198753460465509520, 8641045013465772, 191605284, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 89}
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id: 144024
{'charpoly_factorization': [[[91247878966148130003022228841174275570124456747706848984097024, 0, 378848084897563450756586391478163821099066539360, 0, 294688259144884801070818582156281, 0, 33130263654238518, 0, 1], 1]], 'hecke_orbit_code': 412467855402, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 7, 'hecke_orbit': 1, 'label': '42.9.g.a', 'level': 42, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 35413000
{'hecke_orbit_code': 412467855402, 'n': 1, 'trace_an': 8}
-
id: 35413001
{'hecke_orbit_code': 412467855402, 'n': 2, 'trace_an': 0}
-
id: 35413002
{'hecke_orbit_code': 412467855402, 'n': 3, 'trace_an': 324}
-
id: 35413003
{'hecke_orbit_code': 412467855402, 'n': 4, 'trace_an': -512}
-
id: 35413004
{'hecke_orbit_code': 412467855402, 'n': 5, 'trace_an': -2226}
-
id: 35413005
{'hecke_orbit_code': 412467855402, 'n': 6, 'trace_an': 0}
-
id: 35413006
{'hecke_orbit_code': 412467855402, 'n': 7, 'trace_an': -140}
-
id: 35413007
{'hecke_orbit_code': 412467855402, 'n': 8, 'trace_an': 0}
-
id: 35413008
{'hecke_orbit_code': 412467855402, 'n': 9, 'trace_an': 8748}
-
id: 35413009
{'hecke_orbit_code': 412467855402, 'n': 10, 'trace_an': -21888}
-
id: 35413010
{'hecke_orbit_code': 412467855402, 'n': 11, 'trace_an': -7434}
-
id: 35413011
{'hecke_orbit_code': 412467855402, 'n': 12, 'trace_an': -41472}
-
id: 35413012
{'hecke_orbit_code': 412467855402, 'n': 13, 'trace_an': 0}
-
id: 35413013
{'hecke_orbit_code': 412467855402, 'n': 14, 'trace_an': 32256}
-
id: 35413014
{'hecke_orbit_code': 412467855402, 'n': 15, 'trace_an': -120204}
-
id: 35413015
{'hecke_orbit_code': 412467855402, 'n': 16, 'trace_an': -65536}
-
id: 35413016
{'hecke_orbit_code': 412467855402, 'n': 17, 'trace_an': 7932}
-
id: 35413017
{'hecke_orbit_code': 412467855402, 'n': 18, 'trace_an': 0}
-
id: 35413018
{'hecke_orbit_code': 412467855402, 'n': 19, 'trace_an': -773082}
-
id: 35413019
{'hecke_orbit_code': 412467855402, 'n': 20, 'trace_an': 0}
-
id: 35413020
{'hecke_orbit_code': 412467855402, 'n': 21, 'trace_an': 130410}
-
id: 35413021
{'hecke_orbit_code': 412467855402, 'n': 22, 'trace_an': 557568}
-
id: 35413022
{'hecke_orbit_code': 412467855402, 'n': 23, 'trace_an': 391200}
-
id: 35413023
{'hecke_orbit_code': 412467855402, 'n': 24, 'trace_an': 0}
-
id: 35413024
{'hecke_orbit_code': 412467855402, 'n': 25, 'trace_an': -138886}
-
id: 35413025
{'hecke_orbit_code': 412467855402, 'n': 26, 'trace_an': -805632}
-
id: 35413026
{'hecke_orbit_code': 412467855402, 'n': 27, 'trace_an': 0}
-
id: 35413027
{'hecke_orbit_code': 412467855402, 'n': 28, 'trace_an': 654080}
-
id: 35413028
{'hecke_orbit_code': 412467855402, 'n': 29, 'trace_an': -2318196}
-
id: 35413029
{'hecke_orbit_code': 412467855402, 'n': 30, 'trace_an': -590976}
-
id: 35413030
{'hecke_orbit_code': 412467855402, 'n': 31, 'trace_an': -3212544}
-
id: 35413031
{'hecke_orbit_code': 412467855402, 'n': 32, 'trace_an': 0}
-
id: 35413032
{'hecke_orbit_code': 412467855402, 'n': 33, 'trace_an': -602154}
-
id: 35413033
{'hecke_orbit_code': 412467855402, 'n': 34, 'trace_an': 0}
-
id: 35413034
{'hecke_orbit_code': 412467855402, 'n': 35, 'trace_an': 3340932}
-
id: 35413035
{'hecke_orbit_code': 412467855402, 'n': 36, 'trace_an': -2239488}
-
id: 35413036
{'hecke_orbit_code': 412467855402, 'n': 37, 'trace_an': 544802}
-
id: 35413037
{'hecke_orbit_code': 412467855402, 'n': 38, 'trace_an': -1570560}
-
id: 35413038
{'hecke_orbit_code': 412467855402, 'n': 39, 'trace_an': 1341522}
-
id: 35413039
{'hecke_orbit_code': 412467855402, 'n': 40, 'trace_an': 2801664}
-
id: 35413040
{'hecke_orbit_code': 412467855402, 'n': 41, 'trace_an': 0}
-
id: 35413041
{'hecke_orbit_code': 412467855402, 'n': 42, 'trace_an': -72576}
-
id: 35413042
{'hecke_orbit_code': 412467855402, 'n': 43, 'trace_an': 552284}
-
id: 35413043
{'hecke_orbit_code': 412467855402, 'n': 44, 'trace_an': -951552}
-
id: 35413044
{'hecke_orbit_code': 412467855402, 'n': 45, 'trace_an': -4868262}
-
id: 35413045
{'hecke_orbit_code': 412467855402, 'n': 46, 'trace_an': 7878912}
-
id: 35413046
{'hecke_orbit_code': 412467855402, 'n': 47, 'trace_an': -15735252}
-
id: 35413047
{'hecke_orbit_code': 412467855402, 'n': 48, 'trace_an': 0}
-
id: 35413048
{'hecke_orbit_code': 412467855402, 'n': 49, 'trace_an': -588196}
-
id: 35413049
{'hecke_orbit_code': 412467855402, 'n': 50, 'trace_an': 25400832}
-
id: 35413050
{'hecke_orbit_code': 412467855402, 'n': 51, 'trace_an': 214164}
-
id: 35413051
{'hecke_orbit_code': 412467855402, 'n': 52, 'trace_an': 6359808}
-
id: 35413052
{'hecke_orbit_code': 412467855402, 'n': 53, 'trace_an': 10935222}
-
id: 35413053
{'hecke_orbit_code': 412467855402, 'n': 54, 'trace_an': 0}
-
id: 35413054
{'hecke_orbit_code': 412467855402, 'n': 55, 'trace_an': 0}
-
id: 35413055
{'hecke_orbit_code': 412467855402, 'n': 56, 'trace_an': -8601600}
-
id: 35413056
{'hecke_orbit_code': 412467855402, 'n': 57, 'trace_an': -41746428}
-
id: 35413057
{'hecke_orbit_code': 412467855402, 'n': 58, 'trace_an': -8158848}
-
id: 35413058
{'hecke_orbit_code': 412467855402, 'n': 59, 'trace_an': 63840318}
-
id: 35413059
{'hecke_orbit_code': 412467855402, 'n': 60, 'trace_an': 7693056}
-
id: 35413060
{'hecke_orbit_code': 412467855402, 'n': 61, 'trace_an': 43108176}
-
id: 35413061
{'hecke_orbit_code': 412467855402, 'n': 62, 'trace_an': 0}
-
id: 35413062
{'hecke_orbit_code': 412467855402, 'n': 63, 'trace_an': 10869390}
-
id: 35413063
{'hecke_orbit_code': 412467855402, 'n': 64, 'trace_an': 16777216}
-
id: 35413064
{'hecke_orbit_code': 412467855402, 'n': 65, 'trace_an': -9118644}
-
id: 35413065
{'hecke_orbit_code': 412467855402, 'n': 66, 'trace_an': 22581504}
-
id: 35413066
{'hecke_orbit_code': 412467855402, 'n': 67, 'trace_an': 48827290}
-
id: 35413067
{'hecke_orbit_code': 412467855402, 'n': 68, 'trace_an': -1015296}
-
id: 35413068
{'hecke_orbit_code': 412467855402, 'n': 69, 'trace_an': 0}
-
id: 35413069
{'hecke_orbit_code': 412467855402, 'n': 70, 'trace_an': 11053056}
-
id: 35413070
{'hecke_orbit_code': 412467855402, 'n': 71, 'trace_an': -164526744}
-
id: 35413071
{'hecke_orbit_code': 412467855402, 'n': 72, 'trace_an': 0}
-
id: 35413072
{'hecke_orbit_code': 412467855402, 'n': 73, 'trace_an': 150530022}
-
id: 35413073
{'hecke_orbit_code': 412467855402, 'n': 74, 'trace_an': -31064064}
-
id: 35413074
{'hecke_orbit_code': 412467855402, 'n': 75, 'trace_an': -11249766}
-
id: 35413075
{'hecke_orbit_code': 412467855402, 'n': 76, 'trace_an': 0}
-
id: 35413076
{'hecke_orbit_code': 412467855402, 'n': 77, 'trace_an': -137090394}
-
id: 35413077
{'hecke_orbit_code': 412467855402, 'n': 78, 'trace_an': -43504128}
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