Newform data - 10.18.a.d

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 3240, 'analytic_conductor': 18.322208734455966, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 2941, 'field_disc_factorization': [[17, 1], [173, 1]], 'field_poly': [-735, -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': [[3, [-91715004, -17628, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101386, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 480, 'hecke_ring_index_factorization': [[2, 5], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.18.a.d', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.18.a.d', 'nf_label': '2.2.2941.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{8}q^{2}+(8814-\\beta )q^{3}+2^{16}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.18.a', 'trace_display': [512, 17628, -781250, 27684196], 'trace_hash': 1423957751700164789, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.058', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.852', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.261', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.618', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.153', 'prec': 17}, {'__RealLiteral__': 0, 'data': '57.271', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 512, 17628, 131072, -781250, 4512768, 27684196, 33554432, 235896066, -200000000, 64515264, 1155268608, 2895838468, 7087154176, -6885937500, 8589934592, 1580212596, 60389392896, 44213712760, -51200000000, 283648477944, 16515907584, 487549782828, 295748763648, 305175781250, 741334647808, 5775127941960, 1814311469056, 3987314863500, -1762800000000, -5492261339336, 2199023255552, -30222474885504, 404534424576, -10814139062500, 15459684581376, -62715287637884, 11318710466560, 117745895352, -13107200000000, 23411477277324, 72614010353664, -124856923191092, 4228072341504, -92146900781250, 124812744403968, -185946612123564, 75711683493888, -77415796886406, 78125000000000, 486473079414744, 189781669838848, 359339780647668, 1478432753141760, -25201275000000, 464463736078336, -2036779039451760, 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-2000000000000000000000000], 'weight': 18, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [256, 0], [8814, -1], [65536, 0], [-390625, 0], [2256384, -256], [13842098, -117], [16777216, 0], [117948033, -17628], [-100000000, 0], [32257632, 90882], [577634304, -65536], [1447919234, 74988], [3543577088, -29952], [-3442968750, 390625], [4294967296, 0], [790106298, -1394748], [30194696448, -4512768], [22106856380, 7161912], [-25600000000, 0], [141824238972, -14873336], [8257953792, 23265792], [243774891414, 23366889], [147874381824, -16777216], [152587890625, 0], [370667323904, 19196928], [2887563970980, -144181062], [907155734528, -7667712], [1993657431750, 2589624], [-881400000000, 100000000], [-2746130669668, -48426966], [1099511627776, 0], [-15111237442752, 768776316], [202267212288, -357055488], [-5407069531250, 45703125], [7729842290688, -1155268608], [-31357643818942, 503271432], [5659355233280, 1833449472], [58872947676, -786975002], [-6553600000000, 0], [11705738638662, -5025537684], [36307005176832, -3807574016], [-62428461595546, 2880330687], [2114036170752, 5956042752], [-46073450390625, 6885937500], [62406372201984, 5981923584], [-92973306061782, -4923046557], [37855841746944, -4294967296], [-38707898443203, -3239050932], [39062500000000, 0], [243236539707372, -13083415170], [94890834919424, 4914413568], [179669890323834, 25138319508], [739216376570880, -36910351872], [-12600637500000, -35500781250], [232231868039168, -1962934272], [-1018389519725880, 41018235988], [510376302528000, 662943744], [451089585180300, 65066242428], [-225638400000000, 25600000000], [-782211459483838, 93596587488], [-703009451435008, -12397303296], [1982034966054834, -257808423405], [281474976710656, 0], [-565593450781250, -29292187500], [-3868476785344512, 196806736896], [-2919869465527342, 31577428989], [51780406345728, -91406204928], [-1809756490699404, -37819131768], [-1384209800000000, 11700000000], [-33794280217068, -232972538742], [1978839626416128, -295748763648], [1766695349792834, 214621625988], [-8027556817649152, 128837486592], [1344909667968750, -152587890625], [1448794939719680, 469363064832], [-1354766773318464, 1254223407492], [15071474605056, -201465600512], [9501328198276040, 349601077692], [-1677721600000000, 0], [34643663225567541, -1881893058084], [2996669091497472, -1286537647104], [10837543987559094, 1106830681155], [9294593325268992, -974738948096], [-308635272656250, 544823437500], [-15981686168459776, 737364655872], [17133410154446100, -1970832485814], [541193259712512, 1524746944512], [-48749761096111110, -1388020676040], [-11794803300000000, 1762800000000], [18555978732959332, 868584694446], [15976031283707904, 1531372437504], [-16000790198908152, 2319295391344], [-23801166351816192, -1260299918592], [-8635490773437500, -2797621875000], [9691095487217664, -1099511627776], [49944968927693378, 958545051660], [-9909222001459968, -829197038592], [-267588140647395744, 10150715598210], [10000000000000000, 0]], 'ap': [[256, 0], [8814, -1], [-390625, 0], [13842098, -117], [32257632, 90882], [1447919234, 74988], [790106298, -1394748], [22106856380, 7161912], [243774891414, 23366889], [1993657431750, 2589624], [-2746130669668, -48426966], [-31357643818942, 503271432], [11705738638662, -5025537684], [-62428461595546, 2880330687], [-92973306061782, -4923046557], [179669890323834, 25138319508], [451089585180300, 65066242428], [-782211459483838, 93596587488], [-2919869465527342, 31577428989], [-33794280217068, -232972538742], [1766695349792834, 214621625988], [9501328198276040, 349601077692], [10837543987559094, 1106830681155], [-48749761096111110, -1388020676040], [49944968927693378, 958545051660], [17420123544422982, -11283338619864], [97616936224835294, -8746003552995], [-59792446560384822, 10389339993789], [-97679734731611710, -17784241762104], [353873825721889914, 6456380842584], [419651158094801138, 523473075279], [-52708659932320608, -11243531157714], [-294265386673514862, -143194524247152], [-1161573230796374020, -118193183862732], [2083050558809960250, 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[4816734425068925634631830, 612308304986935066380], [11756349651961673058553898, -503516870412484903020], [9026745523101419405593902, 1241197751741728816224], [-8595540501807629186798622, -1076779111747656092355], [17365045230672335578738554, 749801771118597137472], [29529535502973623985707738, -174619250782675733745], [16026816080557008863315592, -1667814589847542102650], [-22930681550513475197962542, 72436739582091159828], [-1126901695237821528775746, 1331430721168965364557], [-27218034674623566415095268, 835674456316615044930], [3500836172629102348818458, 2773623362365996610076]], 'char_orbit_index': 1, 'field_poly': [-735, -1, 1], 'hecke_orbit_code': 13510799184101386, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 480], 'hecke_ring_inverse_numerators': [[1, 0], [240, 1]], 'hecke_ring_numerators': [[1, 0], [-240, 480]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.18.a.d', 'level': 10, 'maxp': 997, 'weight': 18}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [2, 2, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [3, 4, 4, 5], 'Nk2': 3240, 'analytic_conductor': 18.322208734455966, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 7, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989898, 'hecke_orbit_dims': [1, 2, 2, 2], 'label': '10.18.a', 'level': 10, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 27, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 27, 'trace_bound': 3, 'trace_display': [-256, -4964, -390625, 49640552], 'traces': [7, -256, -4964, 458752, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 6877
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.18.a.d', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '10.18.a.d', 'target_level': 10, 'twist_class_label': '10.18.a.d', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 6878
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.18.a.d', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.18.a.c', 'target_level': 50, 'twist_class_label': '10.18.a.d', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6879
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.18.a.d', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.18.b.f', 'target_level': 50, 'twist_class_label': '10.18.a.d', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
  • id: 6880
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.18.a.d', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.18.a.b', 'target_level': 80, 'twist_class_label': '10.18.a.d', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6881
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '10.18.a.d', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '90.18.a.j', 'target_level': 90, 'twist_class_label': '10.18.a.d', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44725
    {'charpoly_factorization': [[[-256, 1], 2]], 'hecke_orbit_code': 13510799184101386, 'p': 2}
  • id: 44726
    {'charpoly_factorization': [[[-91715004, -17628, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 3}
  • id: 44727
    {'charpoly_factorization': [[[390625, 1], 2]], 'hecke_orbit_code': 13510799184101386, 'p': 5}
  • id: 44728
    {'charpoly_factorization': [[[189284738539204, -27684196, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 7}
  • id: 44729
    {'charpoly_factorization': [[[-1398138384764030976, -64515264, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 11}
  • id: 44730
    {'charpoly_factorization': [[[1143891006673316356, -2895838468, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 13}
  • id: 44731
    {'charpoly_factorization': [[[-328916388558611941596, -1580212596, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 17}
  • id: 44732
    {'charpoly_factorization': [[[-8200400373946680086000, -44213712760, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 19}
  • id: 44733
    {'charpoly_factorization': [[[-33069024295086547794204, -487549782828, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 23}
  • id: 44734
    {'charpoly_factorization': [[[3973533922215204875460900, -3987314863500, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 29}
  • id: 44735
    {'charpoly_factorization': [[[7143957929125063164580624, 5492261339336, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 31}
  • id: 44736
    {'charpoly_factorization': [[[940395427079330782643400964, 62715287637884, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 37}
  • id: 44737
    {'charpoly_factorization': [[[-4141387407423468598739419356, -23411477277324, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 41}
  • id: 44738
    {'charpoly_factorization': [[[2491905498718098166311287716, 124856923191092, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 43}
  • id: 44739
    {'charpoly_factorization': [[[4538352835873155273333617124, 185946612123564, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 47}
  • id: 44740
    {'charpoly_factorization': [[[-74769548849251855181632442844, -359339780647668, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 53}
  • id: 44741
    {'charpoly_factorization': [[[-513699494013966676024397804400, -902179170360600, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 59}
  • id: 44742
    {'charpoly_factorization': [[[-872157658650230283742050620156, 1564422918967676, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 61}
  • id: 44743
    {'charpoly_factorization': [[[8356721597053017160538752791364, 5839738931054684, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 67}
  • id: 44744
    {'charpoly_factorization': [[[-9193333713607724760386651185776, 67588560434136, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 71}
  • id: 44745
    {'charpoly_factorization': [[[-4681838973617685602203237678844, -3533390699585668, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 73}
  • id: 44746
    {'charpoly_factorization': [[[69570819227028498307177201499200, -19002656396552080, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 79}
  • id: 44747
    {'charpoly_factorization': [[[-90077162589151917360491107339164, -21675087975118188, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 83}
  • id: 44748
    {'charpoly_factorization': [[[2050169847694470065929134294872100, 97499522192222220, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 89}
  • id: 44749
    {'charpoly_factorization': [[[2338852271533590189216302936090884, -99889937855386756, 1], 1]], 'hecke_orbit_code': 13510799184101386, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '10.18.a.d', 'level': 10, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35635195
    {'hecke_orbit_code': 13510799184101386, 'n': 1, 'trace_an': 2}
  • id: 35635196
    {'hecke_orbit_code': 13510799184101386, 'n': 2, 'trace_an': 512}
  • id: 35635197
    {'hecke_orbit_code': 13510799184101386, 'n': 3, 'trace_an': 17628}
  • id: 35635198
    {'hecke_orbit_code': 13510799184101386, 'n': 4, 'trace_an': 131072}
  • id: 35635199
    {'hecke_orbit_code': 13510799184101386, 'n': 5, 'trace_an': -781250}
  • id: 35635200
    {'hecke_orbit_code': 13510799184101386, 'n': 6, 'trace_an': 4512768}
  • id: 35635201
    {'hecke_orbit_code': 13510799184101386, 'n': 7, 'trace_an': 27684196}
  • id: 35635202
    {'hecke_orbit_code': 13510799184101386, 'n': 8, 'trace_an': 33554432}
  • id: 35635203
    {'hecke_orbit_code': 13510799184101386, 'n': 9, 'trace_an': 235896066}
  • id: 35635204
    {'hecke_orbit_code': 13510799184101386, 'n': 10, 'trace_an': -200000000}
  • id: 35635205
    {'hecke_orbit_code': 13510799184101386, 'n': 11, 'trace_an': 64515264}
  • id: 35635206
    {'hecke_orbit_code': 13510799184101386, 'n': 12, 'trace_an': 1155268608}
  • id: 35635207
    {'hecke_orbit_code': 13510799184101386, 'n': 13, 'trace_an': 2895838468}
  • id: 35635208
    {'hecke_orbit_code': 13510799184101386, 'n': 14, 'trace_an': 7087154176}
  • id: 35635209
    {'hecke_orbit_code': 13510799184101386, 'n': 15, 'trace_an': -6885937500}
  • id: 35635210
    {'hecke_orbit_code': 13510799184101386, 'n': 16, 'trace_an': 8589934592}
  • id: 35635211
    {'hecke_orbit_code': 13510799184101386, 'n': 17, 'trace_an': 1580212596}
  • id: 35635212
    {'hecke_orbit_code': 13510799184101386, 'n': 18, 'trace_an': 60389392896}
  • id: 35635213
    {'hecke_orbit_code': 13510799184101386, 'n': 19, 'trace_an': 44213712760}
  • id: 35635214
    {'hecke_orbit_code': 13510799184101386, 'n': 20, 'trace_an': -51200000000}
  • id: 35635215
    {'hecke_orbit_code': 13510799184101386, 'n': 21, 'trace_an': 283648477944}
  • id: 35635216
    {'hecke_orbit_code': 13510799184101386, 'n': 22, 'trace_an': 16515907584}
  • id: 35635217
    {'hecke_orbit_code': 13510799184101386, 'n': 23, 'trace_an': 487549782828}
  • id: 35635218
    {'hecke_orbit_code': 13510799184101386, 'n': 24, 'trace_an': 295748763648}
  • id: 35635219
    {'hecke_orbit_code': 13510799184101386, 'n': 25, 'trace_an': 305175781250}
  • id: 35635220
    {'hecke_orbit_code': 13510799184101386, 'n': 26, 'trace_an': 741334647808}
  • id: 35635221
    {'hecke_orbit_code': 13510799184101386, 'n': 27, 'trace_an': 5775127941960}
  • id: 35635222
    {'hecke_orbit_code': 13510799184101386, 'n': 28, 'trace_an': 1814311469056}
  • id: 35635223
    {'hecke_orbit_code': 13510799184101386, 'n': 29, 'trace_an': 3987314863500}
  • id: 35635224
    {'hecke_orbit_code': 13510799184101386, 'n': 30, 'trace_an': -1762800000000}
  • id: 35635225
    {'hecke_orbit_code': 13510799184101386, 'n': 31, 'trace_an': -5492261339336}
  • id: 35635226
    {'hecke_orbit_code': 13510799184101386, 'n': 32, 'trace_an': 2199023255552}
  • id: 35635227
    {'hecke_orbit_code': 13510799184101386, 'n': 33, 'trace_an': -30222474885504}
  • id: 35635228
    {'hecke_orbit_code': 13510799184101386, 'n': 34, 'trace_an': 404534424576}
  • id: 35635229
    {'hecke_orbit_code': 13510799184101386, 'n': 35, 'trace_an': -10814139062500}
  • id: 35635230
    {'hecke_orbit_code': 13510799184101386, 'n': 36, 'trace_an': 15459684581376}
  • id: 35635231
    {'hecke_orbit_code': 13510799184101386, 'n': 37, 'trace_an': -62715287637884}
  • id: 35635232
    {'hecke_orbit_code': 13510799184101386, 'n': 38, 'trace_an': 11318710466560}
  • id: 35635233
    {'hecke_orbit_code': 13510799184101386, 'n': 39, 'trace_an': 117745895352}
  • id: 35635234
    {'hecke_orbit_code': 13510799184101386, 'n': 40, 'trace_an': -13107200000000}
  • id: 35635235
    {'hecke_orbit_code': 13510799184101386, 'n': 41, 'trace_an': 23411477277324}
  • id: 35635236
    {'hecke_orbit_code': 13510799184101386, 'n': 42, 'trace_an': 72614010353664}
  • id: 35635237
    {'hecke_orbit_code': 13510799184101386, 'n': 43, 'trace_an': -124856923191092}
  • id: 35635238
    {'hecke_orbit_code': 13510799184101386, 'n': 44, 'trace_an': 4228072341504}
  • id: 35635239
    {'hecke_orbit_code': 13510799184101386, 'n': 45, 'trace_an': -92146900781250}
  • id: 35635240
    {'hecke_orbit_code': 13510799184101386, 'n': 46, 'trace_an': 124812744403968}
  • id: 35635241
    {'hecke_orbit_code': 13510799184101386, 'n': 47, 'trace_an': -185946612123564}
  • id: 35635242
    {'hecke_orbit_code': 13510799184101386, 'n': 48, 'trace_an': 75711683493888}
  • id: 35635243
    {'hecke_orbit_code': 13510799184101386, 'n': 49, 'trace_an': -77415796886406}
  • id: 35635244
    {'hecke_orbit_code': 13510799184101386, 'n': 50, 'trace_an': 78125000000000}
  • id: 35635245
    {'hecke_orbit_code': 13510799184101386, 'n': 51, 'trace_an': 486473079414744}
  • id: 35635246
    {'hecke_orbit_code': 13510799184101386, 'n': 52, 'trace_an': 189781669838848}
  • id: 35635247
    {'hecke_orbit_code': 13510799184101386, 'n': 53, 'trace_an': 359339780647668}
  • id: 35635248
    {'hecke_orbit_code': 13510799184101386, 'n': 54, 'trace_an': 1478432753141760}
  • id: 35635249
    {'hecke_orbit_code': 13510799184101386, 'n': 55, 'trace_an': -25201275000000}
  • id: 35635250
    {'hecke_orbit_code': 13510799184101386, 'n': 56, 'trace_an': 464463736078336}
  • id: 35635251
    {'hecke_orbit_code': 13510799184101386, 'n': 57, 'trace_an': -2036779039451760}
  • id: 35635252
    {'hecke_orbit_code': 13510799184101386, 'n': 58, 'trace_an': 1020752605056000}
  • id: 35635253
    {'hecke_orbit_code': 13510799184101386, 'n': 59, 'trace_an': 902179170360600}
  • id: 35635254
    {'hecke_orbit_code': 13510799184101386, 'n': 60, 'trace_an': -451276800000000}
  • id: 35635255
    {'hecke_orbit_code': 13510799184101386, 'n': 61, 'trace_an': -1564422918967676}
  • id: 35635256
    {'hecke_orbit_code': 13510799184101386, 'n': 62, 'trace_an': -1406018902870016}
  • id: 35635257
    {'hecke_orbit_code': 13510799184101386, 'n': 63, 'trace_an': 3964069932109668}
  • id: 35635258
    {'hecke_orbit_code': 13510799184101386, 'n': 64, 'trace_an': 562949953421312}
  • id: 35635259
    {'hecke_orbit_code': 13510799184101386, 'n': 65, 'trace_an': -1131186901562500}
  • id: 35635260
    {'hecke_orbit_code': 13510799184101386, 'n': 66, 'trace_an': -7736953570689024}
  • id: 35635261
    {'hecke_orbit_code': 13510799184101386, 'n': 67, 'trace_an': -5839738931054684}
  • id: 35635262
    {'hecke_orbit_code': 13510799184101386, 'n': 68, 'trace_an': 103560812691456}
  • id: 35635263
    {'hecke_orbit_code': 13510799184101386, 'n': 69, 'trace_an': -3619512981398808}
  • id: 35635264
    {'hecke_orbit_code': 13510799184101386, 'n': 70, 'trace_an': -2768419600000000}
  • id: 35635265
    {'hecke_orbit_code': 13510799184101386, 'n': 71, 'trace_an': -67588560434136}
  • id: 35635266
    {'hecke_orbit_code': 13510799184101386, 'n': 72, 'trace_an': 3957679252832256}
  • id: 35635267
    {'hecke_orbit_code': 13510799184101386, 'n': 73, 'trace_an': 3533390699585668}
  • id: 35635268
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  • id: 35635435
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  • id: 35635436
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  • id: 35635437
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  • id: 35635438
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  • id: 35635439
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  • id: 35635440
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  • id: 35635441
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  • id: 35635442
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  • id: 35635443
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  • id: 35635444
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  • id: 35635445
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  • id: 35635446
    {'hecke_orbit_code': 13510799184101386, 'n': 961, 'trace_an': -29223214787010740145606174}
  • id: 35635447
    {'hecke_orbit_code': 13510799184101386, 'n': 967, 'trace_an': 59059071005947247971415476}
  • id: 35635448
    {'hecke_orbit_code': 13510799184101386, 'n': 971, 'trace_an': 32053632161114017726631184}
  • id: 35635449
    {'hecke_orbit_code': 13510799184101386, 'n': 977, 'trace_an': -45861363101026950395925084}
  • id: 35635450
    {'hecke_orbit_code': 13510799184101386, 'n': 983, 'trace_an': -2253803390475643057551492}
  • id: 35635451
    {'hecke_orbit_code': 13510799184101386, 'n': 991, 'trace_an': -54436069349247132830190536}
  • id: 35635452
    {'hecke_orbit_code': 13510799184101386, 'n': 997, 'trace_an': 7001672345258204697636916}