Newform data - 10.18.a.b

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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': 1, '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': 36061, 'field_disc_factorization': [[36061, 1]], 'field_poly': [-9015, -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, [-220842684, 6308, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360394, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 160, 'hecke_ring_index_factorization': [[2, 5], [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.b', '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.b', 'nf_label': '2.2.36061.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{8}q^{2}+(-3154-\\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, -6308, -781250, 6543844], 'trace_hash': 470808610254463168, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.601', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.859', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.218', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -512, -6308, 131072, -781250, 1614848, 6543844, -33554432, 223195906, 200000000, 1189408704, -413401088, -2017919228, -1675224064, 2464062500, 8589934592, -18755639436, -57138151936, -136704830600, -51200000000, -409751898376, -304488628224, -649234170708, 105830678528, 305175781250, 516587322368, -2800995425720, 428857360384, -4696543420020, -630800000000, 7120867378744, -2199023255552, -9631011282816, 4801443695616, -2556189062500, 14627366895616, 9933114637444, 34996436633600, 63033715222712, 13107200000000, 9622711880844, 104896485984256, 7708436011852, 77949088825344, -87185900781250, 166203947701248, -466072575837996, -27092653703168, -115828146887046, -78125000000000, -838218717084456, -132246354526208, -623333120284428, 717054828984320, -464612775000000, -109787484258304, 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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], [-3154, -1], [65536, 0], [-390625, 0], [807424, 256], [3271922, 843], [-16777216, 0], [111597953, 6308], [100000000, 0], [594704352, 12738], [-206700544, -65536], [-1008959614, -122772], [-837612032, -215808], [1232031250, 390625], [4294967296, 0], [-9377819718, 1944132], [-28569075968, -1614848], [-68352415300, 2994168], [-25600000000, 0], [-204875949188, -5930744], [-152244314112, -3260928], [-324617085354, -22452951], [52915339264, 16777216], [152587890625, 0], [258293661184, 31429632], [-1400497712860, -2353222], [214428680192, 55246848], [-2348271710010, -4841544], [-315400000000, -100000000], [3560433689372, 342178986], [-1099511627776, 0], [-4815505641408, -634880004], [2400721847808, -497697792], [-1278094531250, -329296875], [7313683447808, 413401088], [4966557318722, 1485224712], [17498218316800, -766507008], [31516857611356, 1396182502], [6553600000000, 0], [4811355940422, 2262047724], [52448242992128, 1518270464], [3854218005926, -8809717953], [38974544412672, 834797568], [-43592950390625, -2464062500], [83101973850624, 5747955456], [-233036287918998, -4448723037], [-13546326851584, -4294967296], [-57914073443523, 5516460492], [-39062500000000, 0], [-419109358542228, 3246027390], [-66123177263104, -8045985792], [-311666560142214, 27224743188], [358527414492160, 602424832], [-232306387500000, -4975781250], [-54893742129152, -14143193088], [-475441712531000, 58908809428], [601157557762560, 1239435264], [327308035997580, -85208012868], [80742400000000, 25600000000], [664520192581442, -118790012448], [-911471024479232, -87597820416], [1592400983393266, 114716358355], [281474976710656, 0], [394124849218750, 47957812500], [1232769444200448, 162529281024], [-2124508205938798, -126467311491], [-614584793038848, 127410634752], [6205767829676916, 395433692808], [327192200000000, 84300000000], [1017565974673812, -551192664438], [-1872302962638848, -105830678528], [1124296730673986, -27932935932], [-1271438673592832, -380217526272], [-481262207031250, -152587890625], [-4479543889100800, 196225794048], [4424084493918144, 543013511172], [-8068315548507136, -357422720512], [9594213839247560, 84548615868], [-1677721600000000, 0], [-9451507007857099, 593303626844], [-1231707120748032, -579084217344], [-9237324543305994, -203422699965], [-13426750205984768, -388677238784], [3663210827343750, -759426562500], [-986679809517056, 2255287795968], [8523830849749140, 2363541939786], [-9977483369644032, -213708177408], [-8729456458197510, -882301557960], [11159795300000000, 630800000000], [-27187304105716508, -1252253362386], [-21274105305759744, -1471476596736], [-90201232906813688, -4639666211216], [59657289707263488, 1138873097472], [26700162226562500, -1169596875000], [3467859674005504, 1099511627776], [97967162911245122, -252225032820], [14826002801541888, -1412213885952], [84912097914073056, 5172929777730], [10000000000000000, 0]], 'ap': [[-256, 0], [-3154, -1], [-390625, 0], [3271922, 843], [594704352, 12738], [-1008959614, -122772], [-9377819718, 1944132], [-68352415300, 2994168], [-324617085354, -22452951], [-2348271710010, -4841544], [3560433689372, 342178986], [4966557318722, 1485224712], [4811355940422, 2262047724], [3854218005926, -8809717953], [-233036287918998, -4448723037], [-311666560142214, 27224743188], [327308035997580, -85208012868], [664520192581442, -118790012448], [-2124508205938798, -126467311491], [1017565974673812, -551192664438], [1124296730673986, -27932935932], [9594213839247560, 84548615868], [-9237324543305994, -203422699965], [-8729456458197510, -882301557960], [97967162911245122, -252225032820], [34482223585974342, 216723129384], [-4290754007818594, 11015308039005], [-198960578230956918, -2296440537411], [117803165563328450, -10698466516536], [-386211658582002054, 9508260928344], [229985624377692722, -7604949803121], [-271808616054452448, 21141307830894], [-490615370801175918, 4865093846928], [1318379308730321660, -53761455424908], [475106278354318650, 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• mf_newspaces •

  Column	Type
  ALdims	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], '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, -390625, 2628608, 49640552, -16777216, 446713291, -100000000, -302591916, -325320704, 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1}
• 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: 6867
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.18.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '10.18.a.b', 'target_level': 10, 'twist_class_label': '10.18.a.b', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 6868
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.18.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '50.18.a.g', 'target_level': 50, 'twist_class_label': '10.18.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6869
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.18.a.b', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.18.b.e', 'target_level': 50, 'twist_class_label': '10.18.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
  • id: 6870
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.18.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '80.18.a.e', 'target_level': 80, 'twist_class_label': '10.18.a.b', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 6871
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.18.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '90.18.a.n', 'target_level': 90, 'twist_class_label': '10.18.a.b', '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: 44675
    {'charpoly_factorization': [[[256, 1], 2]], 'hecke_orbit_code': 4503599929360394, 'p': 2}
  • id: 44676
    {'charpoly_factorization': [[[-220842684, 6308, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 3}
  • id: 44677
    {'charpoly_factorization': [[[390625, 1], 2]], 'hecke_orbit_code': 4503599929360394, 'p': 5}
  • id: 44678
    {'charpoly_factorization': [[[-153305493395516, -6543844, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 7}
  • id: 44679
    {'charpoly_factorization': [[[316225990516322304, -1189408704, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 11}
  • id: 44680
    {'charpoly_factorization': [[[-2460695884369924604, 2017919228, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 13}
  • id: 44681
    {'charpoly_factorization': [[[-784363255778308730076, 18755639436, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 17}
  • id: 44682
    {'charpoly_factorization': [[[2603007045325692240400, 136704830600, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 19}
  • id: 44683
    {'charpoly_factorization': [[[-10973268187010188845084, 649234170708, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 23}
  • id: 44684
    {'charpoly_factorization': [[[5508970170514004823185700, 4696543420020, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 29}
  • id: 44685
    {'charpoly_factorization': [[[-14345742526148948364364016, -7120867378744, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 31}
  • id: 44686
    {'charpoly_factorization': [[[-484432108169645100947224316, -9933114637444, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 37}
  • id: 44687
    {'charpoly_factorization': [[[-1157772998384317962237572316, -9622711880844, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 41}
  • id: 44688
    {'charpoly_factorization': [[[-17897048835664392023568076124, -7708436011852, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 43}
  • id: 44689
    {'charpoly_factorization': [[[49738307140865185199076466404, 466072575837996, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 47}
  • id: 44690
    {'charpoly_factorization': [[[-73922716790768933840818275804, 623333120284428, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 53}
  • id: 44691
    {'charpoly_factorization': [[[-1568501329134599435175673273200, -654616071995160, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 59}
  • id: 44692
    {'charpoly_factorization': [[[-2815111724254767870240734442236, -1329040385162884, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 61}
  • id: 44693
    {'charpoly_factorization': [[[822277873191915400691600462404, 4249016411877596, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 67}
  • id: 44694
    {'charpoly_factorization': [[[-69081764827618557886098380486256, -2035131949347624, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 71}
  • id: 44695
    {'charpoly_factorization': [[[1083969180616242495515800718596, -2248593461347972, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 73}
  • id: 44696
    {'charpoly_factorization': [[[90399141301355560327790083624000, -19188427678495120, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 79}
  • id: 44697
    {'charpoly_factorization': [[[75777874520063521846377998088036, 18474649086611988, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 83}
  • id: 44698
    {'charpoly_factorization': [[[-103456770608888529015481238439900, 17458912916395020, 1], 1]], 'hecke_orbit_code': 4503599929360394, 'p': 89}
  • id: 44699
    {'charpoly_factorization': [[[9582882708180740388009167111834884, -195934325822490244, 1], 1]], 'hecke_orbit_code': 4503599929360394, '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': 2, 'label': '10.18.a.b', 'level': 10, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19948110
    {'hecke_orbit_code': 4503599929360394, 'n': 1, 'trace_an': 2}
  • id: 19948111
    {'hecke_orbit_code': 4503599929360394, 'n': 2, 'trace_an': -512}
  • id: 19948112
    {'hecke_orbit_code': 4503599929360394, 'n': 3, 'trace_an': -6308}
  • id: 19948113
    {'hecke_orbit_code': 4503599929360394, 'n': 4, 'trace_an': 131072}
  • id: 19948114
    {'hecke_orbit_code': 4503599929360394, 'n': 5, 'trace_an': -781250}
  • id: 19948115
    {'hecke_orbit_code': 4503599929360394, 'n': 6, 'trace_an': 1614848}
  • id: 19948116
    {'hecke_orbit_code': 4503599929360394, 'n': 7, 'trace_an': 6543844}
  • id: 19948117
    {'hecke_orbit_code': 4503599929360394, 'n': 8, 'trace_an': -33554432}
  • id: 19948118
    {'hecke_orbit_code': 4503599929360394, 'n': 9, 'trace_an': 223195906}
  • id: 19948119
    {'hecke_orbit_code': 4503599929360394, 'n': 10, 'trace_an': 200000000}
  • id: 19948120
    {'hecke_orbit_code': 4503599929360394, 'n': 11, 'trace_an': 1189408704}
  • id: 19948121
    {'hecke_orbit_code': 4503599929360394, 'n': 12, 'trace_an': -413401088}
  • id: 19948122
    {'hecke_orbit_code': 4503599929360394, 'n': 13, 'trace_an': -2017919228}
  • id: 19948123
    {'hecke_orbit_code': 4503599929360394, 'n': 14, 'trace_an': -1675224064}
  • id: 19948124
    {'hecke_orbit_code': 4503599929360394, 'n': 15, 'trace_an': 2464062500}
  • id: 19948125
    {'hecke_orbit_code': 4503599929360394, 'n': 16, 'trace_an': 8589934592}
  • id: 19948126
    {'hecke_orbit_code': 4503599929360394, 'n': 17, 'trace_an': -18755639436}
  • id: 19948127
    {'hecke_orbit_code': 4503599929360394, 'n': 18, 'trace_an': -57138151936}
  • id: 19948128
    {'hecke_orbit_code': 4503599929360394, 'n': 19, 'trace_an': -136704830600}
  • id: 19948129
    {'hecke_orbit_code': 4503599929360394, 'n': 20, 'trace_an': -51200000000}
  • id: 19948130
    {'hecke_orbit_code': 4503599929360394, 'n': 21, 'trace_an': -409751898376}
  • id: 19948131
    {'hecke_orbit_code': 4503599929360394, 'n': 22, 'trace_an': -304488628224}
  • id: 19948132
    {'hecke_orbit_code': 4503599929360394, 'n': 23, 'trace_an': -649234170708}
  • id: 19948133
    {'hecke_orbit_code': 4503599929360394, 'n': 24, 'trace_an': 105830678528}
  • id: 19948134
    {'hecke_orbit_code': 4503599929360394, 'n': 25, 'trace_an': 305175781250}
  • id: 19948135
    {'hecke_orbit_code': 4503599929360394, 'n': 26, 'trace_an': 516587322368}
  • id: 19948136
    {'hecke_orbit_code': 4503599929360394, 'n': 27, 'trace_an': -2800995425720}
  • id: 19948137
    {'hecke_orbit_code': 4503599929360394, 'n': 28, 'trace_an': 428857360384}
  • id: 19948138
    {'hecke_orbit_code': 4503599929360394, 'n': 29, 'trace_an': -4696543420020}
  • id: 19948139
    {'hecke_orbit_code': 4503599929360394, 'n': 30, 'trace_an': -630800000000}
  • id: 19948140
    {'hecke_orbit_code': 4503599929360394, 'n': 31, 'trace_an': 7120867378744}
  • id: 19948141
    {'hecke_orbit_code': 4503599929360394, 'n': 32, 'trace_an': -2199023255552}
  • id: 19948142
    {'hecke_orbit_code': 4503599929360394, 'n': 33, 'trace_an': -9631011282816}
  • id: 19948143
    {'hecke_orbit_code': 4503599929360394, 'n': 34, 'trace_an': 4801443695616}
  • id: 19948144
    {'hecke_orbit_code': 4503599929360394, 'n': 35, 'trace_an': -2556189062500}
  • id: 19948145
    {'hecke_orbit_code': 4503599929360394, 'n': 36, 'trace_an': 14627366895616}
  • id: 19948146
    {'hecke_orbit_code': 4503599929360394, 'n': 37, 'trace_an': 9933114637444}
  • id: 19948147
    {'hecke_orbit_code': 4503599929360394, 'n': 38, 'trace_an': 34996436633600}
  • id: 19948148
    {'hecke_orbit_code': 4503599929360394, 'n': 39, 'trace_an': 63033715222712}
  • id: 19948149
    {'hecke_orbit_code': 4503599929360394, 'n': 40, 'trace_an': 13107200000000}
  • id: 19948150
    {'hecke_orbit_code': 4503599929360394, 'n': 41, 'trace_an': 9622711880844}
  • id: 19948151
    {'hecke_orbit_code': 4503599929360394, 'n': 42, 'trace_an': 104896485984256}
  • id: 19948152
    {'hecke_orbit_code': 4503599929360394, 'n': 43, 'trace_an': 7708436011852}
  • id: 19948153
    {'hecke_orbit_code': 4503599929360394, 'n': 44, 'trace_an': 77949088825344}
  • id: 19948154
    {'hecke_orbit_code': 4503599929360394, 'n': 45, 'trace_an': -87185900781250}
  • id: 19948155
    {'hecke_orbit_code': 4503599929360394, 'n': 46, 'trace_an': 166203947701248}
  • id: 19948156
    {'hecke_orbit_code': 4503599929360394, 'n': 47, 'trace_an': -466072575837996}
  • id: 19948157
    {'hecke_orbit_code': 4503599929360394, 'n': 48, 'trace_an': -27092653703168}
  • id: 19948158
    {'hecke_orbit_code': 4503599929360394, 'n': 49, 'trace_an': -115828146887046}
  • id: 19948159
    {'hecke_orbit_code': 4503599929360394, 'n': 50, 'trace_an': -78125000000000}
  • id: 19948160
    {'hecke_orbit_code': 4503599929360394, 'n': 51, 'trace_an': -838218717084456}
  • id: 19948161
    {'hecke_orbit_code': 4503599929360394, 'n': 52, 'trace_an': -132246354526208}
  • id: 19948162
    {'hecke_orbit_code': 4503599929360394, 'n': 53, 'trace_an': -623333120284428}
  • id: 19948163
    {'hecke_orbit_code': 4503599929360394, 'n': 54, 'trace_an': 717054828984320}
  • id: 19948164
    {'hecke_orbit_code': 4503599929360394, 'n': 55, 'trace_an': -464612775000000}
  • id: 19948165
    {'hecke_orbit_code': 4503599929360394, 'n': 56, 'trace_an': -109787484258304}
  • id: 19948166
    {'hecke_orbit_code': 4503599929360394, 'n': 57, 'trace_an': -950883425062000}
  • id: 19948167
    {'hecke_orbit_code': 4503599929360394, 'n': 58, 'trace_an': 1202315115525120}
  • id: 19948168
    {'hecke_orbit_code': 4503599929360394, 'n': 59, 'trace_an': 654616071995160}
  • id: 19948169
    {'hecke_orbit_code': 4503599929360394, 'n': 60, 'trace_an': 161484800000000}
  • id: 19948170
    {'hecke_orbit_code': 4503599929360394, 'n': 61, 'trace_an': 1329040385162884}
  • id: 19948171
    {'hecke_orbit_code': 4503599929360394, 'n': 62, 'trace_an': -1822942048958464}
  • id: 19948172
    {'hecke_orbit_code': 4503599929360394, 'n': 63, 'trace_an': 3184801966786532}
  • id: 19948173
    {'hecke_orbit_code': 4503599929360394, 'n': 64, 'trace_an': 562949953421312}
  • id: 19948174
    {'hecke_orbit_code': 4503599929360394, 'n': 65, 'trace_an': 788249698437500}
  • id: 19948175
    {'hecke_orbit_code': 4503599929360394, 'n': 66, 'trace_an': 2465538888400896}
  • id: 19948176
    {'hecke_orbit_code': 4503599929360394, 'n': 67, 'trace_an': -4249016411877596}
  • id: 19948177
    {'hecke_orbit_code': 4503599929360394, 'n': 68, 'trace_an': -1229169586077696}
  • id: 19948178
    {'hecke_orbit_code': 4503599929360394, 'n': 69, 'trace_an': 12411535659353832}
  • id: 19948179
    {'hecke_orbit_code': 4503599929360394, 'n': 70, 'trace_an': 654384400000000}
  • id: 19948180
    {'hecke_orbit_code': 4503599929360394, 'n': 71, 'trace_an': 2035131949347624}
  • id: 19948181
    {'hecke_orbit_code': 4503599929360394, 'n': 72, 'trace_an': -3744605925277696}
  • id: 19948182
    {'hecke_orbit_code': 4503599929360394, 'n': 73, 'trace_an': 2248593461347972}
  • id: 19948183
    {'hecke_orbit_code': 4503599929360394, 'n': 74, 'trace_an': -2542877347185664}
  • id: 19948184
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  • id: 19948354
    {'hecke_orbit_code': 4503599929360394, 'n': 911, 'trace_an': -25368914611721266788895656}
  • id: 19948355
    {'hecke_orbit_code': 4503599929360394, 'n': 919, 'trace_an': -25703276292761490526497440}
  • id: 19948356
    {'hecke_orbit_code': 4503599929360394, 'n': 929, 'trace_an': 33421340560608152447746860}
  • id: 19948357
    {'hecke_orbit_code': 4503599929360394, 'n': 937, 'trace_an': -20363875588167268427194796}
  • id: 19948358
    {'hecke_orbit_code': 4503599929360394, 'n': 941, 'trace_an': -5924744053772626602833316}
  • id: 19948359
    {'hecke_orbit_code': 4503599929360394, 'n': 947, 'trace_an': -5689140433940796290388156}
  • id: 19948360
    {'hecke_orbit_code': 4503599929360394, 'n': 953, 'trace_an': 24769925098921201391288052}
  • id: 19948361
    {'hecke_orbit_code': 4503599929360394, 'n': 961, 'trace_an': 34298003729632855914379746}
  • id: 19948362
    {'hecke_orbit_code': 4503599929360394, 'n': 967, 'trace_an': -16065594066306490144892876}
  • id: 19948363
    {'hecke_orbit_code': 4503599929360394, 'n': 971, 'trace_an': 5900956609769198033274384}
  • id: 19948364
    {'hecke_orbit_code': 4503599929360394, 'n': 977, 'trace_an': 15187371030883302274313124}
  • id: 19948365
    {'hecke_orbit_code': 4503599929360394, 'n': 983, 'trace_an': -67062821239759874383986948}
  • id: 19948366
    {'hecke_orbit_code': 4503599929360394, 'n': 991, 'trace_an': 2610578586791287258865464}
  • id: 19948367
    {'hecke_orbit_code': 4503599929360394, 'n': 997, 'trace_an': -53211479553289013552383436}