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mf_newforms • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 74, 'conrey_indexes': [74], 'dim': 20, 'field_disc': 32504920883325769923356164852735132147437883009712367922758149272827407735193600, 'field_disc_factorization': [[2, 32], [3, 4], [5, 2], [7, 4], [137, 2], [7063543, 4], [75973151, 4]], 'field_poly': [8995759125454185640000, 0, 2262672788809149782000, 0, 143709036159536320436, 0, 3308855301815965532, 0, 38935163332201981, 0, 266849787342054, 0, 1117319469691, 0, 2854629536, 0, 4245491, 0, 3278, 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, [-409079808000, 0, 48388216960, 0, -442732064, 0, 1478418, 0, -2057, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005191536715, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 98065811278125000000000000000000000, 'hecke_ring_index_factorization': [[2, 21], [3, 22], [5, 26]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 15, 4, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0], [1, 1, 3, 2, -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': '75.9.d.d', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.9.c.e', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{1}q^{2}+(-\\beta _{1}-\\beta _{3})q^{3}+(155-\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 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mf_hecke_nf • Show schema
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-
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, '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': [75, 2, [26, 52], [1, 1]], 'conrey_index': 74, 'cusp_dim': 74, 'dim': 46, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425227, 'hecke_orbit_dims': [2, 4, 20, 20], 'label': '75.9.d', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 86, 'mf_new_dim': 50, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 46, 'sturm_bound': 90, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [46, 0, 0, 5160, 0, -2, 0, 0, 11492, 0, 0, 0, 0, 0, 0, 511032, 0, 0, 359214, 0, 918774, 0, 0, -287334, 0, 0, 0, 0, 0, 0, -3218858, 0, 0, -1006364, 0, 13513874, 0, 0, -2402834, 0, 0, 0, 0, 0, 0, -36479184, 0, 0, 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-2124662085308, 0, -7161847858690, 0, 0, 270811018700, 0, 0, 0, 0, 0, 0, 1516857637736, 0, 0, -2498600270868, 0, 8653351746496, 0, 0, 2055666939600, 0, 0, 0, 0, 0, 0, -4595430937232, 0, 0, -4088889271926, 0, -4196749817716, 0, 0, 16557219690720, 0, 0, 0, 0, 0, 0, 2204391156700, 0, 0, 2447999838536, 0, 5915703270420, 0, 0, 3668176959926, 0, 0, 0, 0, 0, 0, 10454059293080, 0, 0, -14285125404628, 0, 2546416898168, 0, 0, -6967412682004, 0, 0, 0, 0, 0, 0, -9868019144852, 0, 0, 5489282719780, 0, -2777114862720, 0, 0, -5560510706674, 0, 0, 0, 0, 0, 0, 10985193433304, 0, 0, 3736190472060, 0, -609015614218, 0, 0, 3688418362230, 0, 0, 0, 0, 0, 0, 14537494928702, 0, 0, 534056162640, 0, -9512356580766, 0, 0, 9412658654756, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 65013
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '75.9.c.e', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 65014
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '75.9.c.e', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
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id: 65015
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '75.9.c.f', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 65016
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '75.9.c.f', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
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id: 65017
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.9.d.d', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 65018
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.9.d.d', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 65019
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.9.d.d', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 65020
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 20, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.9.d.d', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.9.d.d', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 234100
{'charpoly_factorization': [[[-409079808000, 0, 48388216960, 0, -442732064, 0, 1478418, 0, -2057, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 2}
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id: 234101
{'charpoly_factorization': [[[147808829414345923316083210206383297601, 0, -38481294574018187415560514743572167, 0, 4107329858125051588003711170672, 0, -192203738813357025425236197, 0, 101589475246781019927507, 0, -24960685892839732512, 0, 2359981733493267, 0, -103724578917, 0, 51491952, 0, -11207, 0, 1], 1]], 'hecke_orbit_code': 13511005191536715, 'p': 3}
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id: 234102
{'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 13511005191536715, 'p': 5}
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id: 234103
{'charpoly_factorization': [[[275728644741690000000000000000, 0, 78415934412157650000000000, 0, 321255693838114560000, 0, 264501358919721, 0, 33300778, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 7}
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id: 234104
{'charpoly_factorization': [[[2063400442929152723874628564660800000000000, 0, 65628423254768382466048022708125000, 0, 473892252925773931071771875, 0, 1427282081394673875, 0, 1951248065, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 11}
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id: 234105
{'charpoly_factorization': [[[353121889185045680857887484115025025000000, 0, 981902315245432646296550879760590000, 0, 4052332704990826523991479500, 0, 6176879088742775641, 0, 4106287358, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 13}
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id: 234106
{'charpoly_factorization': [[[-1635436155453191255708126817605877721562615808000, 0, 4126351335472596021242774284970032600840, 0, -2950712109008733219992737805579, 0, 630627024275205733923, 0, -45135371657, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 17}
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id: 234107
{'charpoly_factorization': [[[-5298042598213451027047267, 62602948185546461301, 3332918694604066, -34508472598, -71967, 1], 4]], 'hecke_orbit_code': 13511005191536715, 'p': 19}
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id: 234108
{'charpoly_factorization': [[[-116453703315393871010928348427091578757043238207488000, 0, 19046664570337372958108603479823534467944960, 0, -1065117401408769283654883489404224, 0, 26160051572461073752848, 0, -280193128092, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 23}
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id: 234109
{'charpoly_factorization': [[[859979526809464010965660497429065798561922355200000000000, 0, 79926730222995237945546778316620588076680000000, 0, 640615812883372956908155147003400000, 0, 1846502903948935749162000, 0, 2261313689660, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 29}
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id: 234110
{'charpoly_factorization': [[[9671196653575567037349320808, -92019089931199569085500, -732314663065226970, -168633394305, 1507030, 1], 4]], 'hecke_orbit_code': 13511005191536715, 'p': 31}
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id: 234111
{'charpoly_factorization': [[[39042224985060390253596844145857563739102750238310400000000, 0, 9182635677847061569104342360923784639139850240000, 0, 81435580954551149370136285465521280000, 0, 80127184593163766462736016, 0, 16766123061608, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 37}
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id: 234112
{'charpoly_factorization': [[[409788045208305435073602105527633044615154985076800000000000, 0, 822428799634787426650788649378909201759614233125000, 0, 2007929236379019771757945227128786271875, 0, 478119449022955441208653875, 0, 38200056696065, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 41}
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id: 234113
{'charpoly_factorization': [[[1228837314154692973934204436340025711800805609084072265625000000, 0, 2973111606862854696782174223405497504856398618750000, 0, 2136476811217972430880272238189316187500, 0, 508476976741276153450652161, 0, 40135927605638, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 43}
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id: 234114
{'charpoly_factorization': [[[-1062351791631479508258225643369749712111520164019420790918217728000, 0, 694169829272249492991686870111484370264596538245283840, 0, -109496256789756960678985225318122774229184, 0, 6391956912304331593225050288, 0, -143634526671812, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 47}
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id: 234115
{'charpoly_factorization': [[[-155256718887885713942131963864045692285443988546746096451861086208000, 0, 24005519081245192528379736107535186042959316008381309440, 0, -1274671372841708907210626771792476924645184, 0, 29998695166228272389279881488, 0, -307776345854012, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 53}
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id: 234116
{'charpoly_factorization': [[[8467783683365447078372116472354661388075269036018013883596800000000000, 0, 2940560937753136630675273556547929727319839361146880000000, 0, 49670372203112885280975474436248943193600000, 0, 320843250834986144056997472000, 0, 924675900073040, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 59}
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id: 234117
{'charpoly_factorization': [[[41923928975835053568452745750995968, 12644872720486270597565174880, -664818626176557837280, -262232849338735, -760110, 1], 4]], 'hecke_orbit_code': 13511005191536715, 'p': 61}
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id: 234118
{'charpoly_factorization': [[[2397808745316326591962458977064457133898298194710254975310903650625390625, 0, 52205569779001372929795086647474039097886200901829806793125, 0, 392819897392780251822253815767711648402846250, 0, 1299187976440470059920960657386, 0, 1910726298828613, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 67}
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id: 234119
{'charpoly_factorization': [[[6120744094147704246774358547177503746581649586362015152704819200000000000, 0, 257855506909776515623589396444322683484941903293623880000000, 0, 1842478639439075440936831775019359359963400000, 0, 4441935277526414236994466762000, 0, 3725339081436860, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 71}
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id: 234120
{'charpoly_factorization': [[[12108777605271004525246852719855822593081498582787582568558322572999806250000, 0, 38945514932246241443729735398658755733511757613421972135215000, 0, 48633664214820368275238879297667766505373774625, 0, 29508292415827017643950967944571, 0, 8705113342200803, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 73}
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id: 234121
{'charpoly_factorization': [[[-2313209932556531246208918855007633152, 1436297101524897578238698525376, -7967814211070078859504, -2629123859289348, 4274948, 1], 4]], 'hecke_orbit_code': 13511005191536715, 'p': 79}
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id: 234122
{'charpoly_factorization': [[[-2040445618583653606503710722027956797276333058367486381818122317311049728000, 0, 46547342199773799182013749590550262412501369899938357327166240, 0, -75733404033288377941703305455978890684323206219, 0, 45430562967525984991775945445243, 0, -11487296401038297, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 83}
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id: 234123
{'charpoly_factorization': [[[6309402532174797732851293564566794564348620600309350170707053772800000000000, 0, 43095598607299252530929205121634578712773486868758660680000000, 0, 95041470538117610063124143227798908275159146875, 0, 72840884308228821147779204998875, 0, 17397945815525865, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 89}
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id: 234124
{'charpoly_factorization': [[[6822642050978648996459844505045195101956587875884154324780999231754225000000, 0, 88127048721981234081345269028896727146785657920055265218190000, 0, 306275752352849099871055284236614469803154303500, 0, 227301698322506090891109916956601, 0, 28692411404307998, 0, 1], 2]], 'hecke_orbit_code': 13511005191536715, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 4, 'label': '75.9.d.d', 'level': 75, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 140968000
{'hecke_orbit_code': 13511005191536715, 'n': 1, 'trace_an': 20}
-
id: 140968001
{'hecke_orbit_code': 13511005191536715, 'n': 2, 'trace_an': 0}
-
id: 140968002
{'hecke_orbit_code': 13511005191536715, 'n': 3, 'trace_an': 0}
-
id: 140968003
{'hecke_orbit_code': 13511005191536715, 'n': 4, 'trace_an': 3108}
-
id: 140968004
{'hecke_orbit_code': 13511005191536715, 'n': 5, 'trace_an': 0}
-
id: 140968005
{'hecke_orbit_code': 13511005191536715, 'n': 6, 'trace_an': 4514}
-
id: 140968006
{'hecke_orbit_code': 13511005191536715, 'n': 7, 'trace_an': 0}
-
id: 140968007
{'hecke_orbit_code': 13511005191536715, 'n': 8, 'trace_an': 0}
-
id: 140968008
{'hecke_orbit_code': 13511005191536715, 'n': 9, 'trace_an': 22414}
-
id: 140968009
{'hecke_orbit_code': 13511005191536715, 'n': 10, 'trace_an': 0}
-
id: 140968010
{'hecke_orbit_code': 13511005191536715, 'n': 11, 'trace_an': 0}
-
id: 140968011
{'hecke_orbit_code': 13511005191536715, 'n': 12, 'trace_an': 0}
-
id: 140968012
{'hecke_orbit_code': 13511005191536715, 'n': 13, 'trace_an': 0}
-
id: 140968013
{'hecke_orbit_code': 13511005191536715, 'n': 14, 'trace_an': 0}
-
id: 140968014
{'hecke_orbit_code': 13511005191536715, 'n': 15, 'trace_an': 0}
-
id: 140968015
{'hecke_orbit_code': 13511005191536715, 'n': 16, 'trace_an': 89268}
-
id: 140968016
{'hecke_orbit_code': 13511005191536715, 'n': 17, 'trace_an': 0}
-
id: 140968017
{'hecke_orbit_code': 13511005191536715, 'n': 18, 'trace_an': 0}
-
id: 140968018
{'hecke_orbit_code': 13511005191536715, 'n': 19, 'trace_an': 287868}
-
id: 140968019
{'hecke_orbit_code': 13511005191536715, 'n': 20, 'trace_an': 0}
-
id: 140968020
{'hecke_orbit_code': 13511005191536715, 'n': 21, 'trace_an': 1346856}
-
id: 140968021
{'hecke_orbit_code': 13511005191536715, 'n': 22, 'trace_an': 0}
-
id: 140968022
{'hecke_orbit_code': 13511005191536715, 'n': 23, 'trace_an': 0}
-
id: 140968023
{'hecke_orbit_code': 13511005191536715, 'n': 24, 'trace_an': 2033718}
-
id: 140968024
{'hecke_orbit_code': 13511005191536715, 'n': 25, 'trace_an': 0}
-
id: 140968025
{'hecke_orbit_code': 13511005191536715, 'n': 26, 'trace_an': 0}
-
id: 140968026
{'hecke_orbit_code': 13511005191536715, 'n': 27, 'trace_an': 0}
-
id: 140968027
{'hecke_orbit_code': 13511005191536715, 'n': 28, 'trace_an': 0}
-
id: 140968028
{'hecke_orbit_code': 13511005191536715, 'n': 29, 'trace_an': 0}
-
id: 140968029
{'hecke_orbit_code': 13511005191536715, 'n': 30, 'trace_an': 0}
-
id: 140968030
{'hecke_orbit_code': 13511005191536715, 'n': 31, 'trace_an': -6028120}
-
id: 140968031
{'hecke_orbit_code': 13511005191536715, 'n': 32, 'trace_an': 0}
-
id: 140968032
{'hecke_orbit_code': 13511005191536715, 'n': 33, 'trace_an': 0}
-
id: 140968033
{'hecke_orbit_code': 13511005191536715, 'n': 34, 'trace_an': -9954292}
-
id: 140968034
{'hecke_orbit_code': 13511005191536715, 'n': 35, 'trace_an': 0}
-
id: 140968035
{'hecke_orbit_code': 13511005191536715, 'n': 36, 'trace_an': 9001054}
-
id: 140968036
{'hecke_orbit_code': 13511005191536715, 'n': 37, 'trace_an': 0}
-
id: 140968037
{'hecke_orbit_code': 13511005191536715, 'n': 38, 'trace_an': 0}
-
id: 140968038
{'hecke_orbit_code': 13511005191536715, 'n': 39, 'trace_an': 15026564}
-
id: 140968039
{'hecke_orbit_code': 13511005191536715, 'n': 40, 'trace_an': 0}
-
id: 140968040
{'hecke_orbit_code': 13511005191536715, 'n': 41, 'trace_an': 0}
-
id: 140968041
{'hecke_orbit_code': 13511005191536715, 'n': 42, 'trace_an': 0}
-
id: 140968042
{'hecke_orbit_code': 13511005191536715, 'n': 43, 'trace_an': 0}
-
id: 140968043
{'hecke_orbit_code': 13511005191536715, 'n': 44, 'trace_an': 0}
-
id: 140968044
{'hecke_orbit_code': 13511005191536715, 'n': 45, 'trace_an': 0}
-
id: 140968045
{'hecke_orbit_code': 13511005191536715, 'n': 46, 'trace_an': -27877272}
-
id: 140968046
{'hecke_orbit_code': 13511005191536715, 'n': 47, 'trace_an': 0}
-
id: 140968047
{'hecke_orbit_code': 13511005191536715, 'n': 48, 'trace_an': 0}
-
id: 140968048
{'hecke_orbit_code': 13511005191536715, 'n': 49, 'trace_an': -17907092}
-
id: 140968049
{'hecke_orbit_code': 13511005191536715, 'n': 50, 'trace_an': 0}
-
id: 140968050
{'hecke_orbit_code': 13511005191536715, 'n': 51, 'trace_an': 12418574}
-
id: 140968051
{'hecke_orbit_code': 13511005191536715, 'n': 52, 'trace_an': 0}
-
id: 140968052
{'hecke_orbit_code': 13511005191536715, 'n': 53, 'trace_an': 0}
-
id: 140968053
{'hecke_orbit_code': 13511005191536715, 'n': 54, 'trace_an': 17772544}
-
id: 140968054
{'hecke_orbit_code': 13511005191536715, 'n': 55, 'trace_an': 0}
-
id: 140968055
{'hecke_orbit_code': 13511005191536715, 'n': 56, 'trace_an': 0}
-
id: 140968056
{'hecke_orbit_code': 13511005191536715, 'n': 57, 'trace_an': 0}
-
id: 140968057
{'hecke_orbit_code': 13511005191536715, 'n': 58, 'trace_an': 0}
-
id: 140968058
{'hecke_orbit_code': 13511005191536715, 'n': 59, 'trace_an': 0}
-
id: 140968059
{'hecke_orbit_code': 13511005191536715, 'n': 60, 'trace_an': 0}
-
id: 140968060
{'hecke_orbit_code': 13511005191536715, 'n': 61, 'trace_an': 3040440}
-
id: 140968061
{'hecke_orbit_code': 13511005191536715, 'n': 62, 'trace_an': 0}
-
id: 140968062
{'hecke_orbit_code': 13511005191536715, 'n': 63, 'trace_an': 0}
-
id: 140968063
{'hecke_orbit_code': 13511005191536715, 'n': 64, 'trace_an': 9073996}
-
id: 140968064
{'hecke_orbit_code': 13511005191536715, 'n': 65, 'trace_an': 0}
-
id: 140968065
{'hecke_orbit_code': 13511005191536715, 'n': 66, 'trace_an': 20930590}
-
id: 140968066
{'hecke_orbit_code': 13511005191536715, 'n': 67, 'trace_an': 0}
-
id: 140968067
{'hecke_orbit_code': 13511005191536715, 'n': 68, 'trace_an': 0}
-
id: 140968068
{'hecke_orbit_code': 13511005191536715, 'n': 69, 'trace_an': -22789956}
-
id: 140968069
{'hecke_orbit_code': 13511005191536715, 'n': 70, 'trace_an': 0}
-
id: 140968070
{'hecke_orbit_code': 13511005191536715, 'n': 71, 'trace_an': 0}
-
id: 140968071
{'hecke_orbit_code': 13511005191536715, 'n': 72, 'trace_an': 0}
-
id: 140968072
{'hecke_orbit_code': 13511005191536715, 'n': 73, 'trace_an': 0}
-
id: 140968073
{'hecke_orbit_code': 13511005191536715, 'n': 74, 'trace_an': 0}
-
id: 140968074
{'hecke_orbit_code': 13511005191536715, 'n': 75, 'trace_an': 0}
-
id: 140968075
{'hecke_orbit_code': 13511005191536715, 'n': 76, 'trace_an': -59058092}
-
id: 140968076
{'hecke_orbit_code': 13511005191536715, 'n': 77, 'trace_an': 0}
-
id: 140968077
{'hecke_orbit_code': 13511005191536715, 'n': 78, 'trace_an': 0}
-
id: 140968078
{'hecke_orbit_code': 13511005191536715, 'n': 79, 'trace_an': -17099792}
-
id: 140968079
{'hecke_orbit_code': 13511005191536715, 'n': 80, 'trace_an': 0}
-
id: 140968080
{'hecke_orbit_code': 13511005191536715, 'n': 81, 'trace_an': 45225890}
-
id: 140968081
{'hecke_orbit_code': 13511005191536715, 'n': 82, 'trace_an': 0}
-
id: 140968082
{'hecke_orbit_code': 13511005191536715, 'n': 83, 'trace_an': 0}
-
id: 140968083
{'hecke_orbit_code': 13511005191536715, 'n': 84, 'trace_an': 273766584}
-
id: 140968084
{'hecke_orbit_code': 13511005191536715, 'n': 85, 'trace_an': 0}
-
id: 140968085
{'hecke_orbit_code': 13511005191536715, 'n': 86, 'trace_an': 0}
-
id: 140968086
{'hecke_orbit_code': 13511005191536715, 'n': 87, 'trace_an': 0}
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