Embedded newform data - 175.10.b.e.99.5

Formats: - HTML - YAML - JSON - 2025-12-07T03:50:50.581786

• 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': 17500, 'analytic_conductor': 90.1312713286778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [175, 2, [127, 101], [1, 2]], 'cm_discs': [], 'conrey_index': 99, 'dim': 8, 'field_disc': 1341192531864614134681600, 'field_disc_factorization': [[2, 12], [5, 2], [3619058347, 2]], 'field_poly': [69022864, 0, 37202308, 0, 417140, 0, 1297, 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, [313420825600, 0, 2239589184, 0, 4724288, 0, 3777, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014467396731055, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 16200, 'hecke_ring_index_factorization': [[2, 3], [3, 4], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '175.10.b.e', 'level': 175, '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': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.10.a.c', 'prim_orbit_index': 2, 'qexp_display': 'q+(5\\beta _{4}-\\beta _{5})q^{2}+(-4\\beta _{4}+\\beta _{6})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '175.10.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 24062752376755772, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.076', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '334.607', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '20078.778', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [8, 0, 0, -3458, 0, -288, 0, 0, -10764, 0, 164876, 0, 0, -91238, 0, 128514, 0, 0, -601464, 0, 86436, 0, 0, 15272640, 0, 2611332, 0, 0, 2744044, 0, -9181776, 0, 0, 14398956, 0, -18288486, 0, 0, 93332484, 0, 114574168, 0, 0, -175278696, 0, 57784832, 0, 0, -46118408, 0, 172685268, 0, 0, -375179040, 0, 146436990, 0, 0, -145139360, 0, -451362072, 0, 0, -282886786, 0, -239347296, 0, 0, -696601224, 0, -940937968, 0, 0, -1855619004, 0, -1784530688, 0, 0, 1197611292, 0, -1694311992, 0, 0, 198457056, 0, 1413582312, 0, 0, 2760306024, 0, 350363524, 0, 0, -4933488304, 0, -1598643648, 0, 0, -2444739048, 0, 1076643904, 0, 0, -9206220980, 0, 11408123532, 0, 0, -2723109836, 0, -2939029704, 0, 0, -17664929280, 0, -11123893972, 0, 0, -1716916684, 0, -609249076, 0, 0, -8335858320, 0, 4635692334, 0, 0, -5649697656, 0, -3179588840, 0, 0, -24970446024, 0, -14544861820, 0, 0, -23663769608, 0, -30226527180, 0, 0, 14108060358, 0, -11796409868, 0, 0, -6886070848, 0, -52057179420, 0, 0, -26867516536, 0, -22005760608, 0, 0, 27346633200, 0, 11240694472, 0, 0, -109194127172, 0, -68266553008, 0, 0, 19425410228, 0, 56314725552, 0, 0, -77478556320, 0, 86592704328, 0, 0, -56940261104, 0, 21653294712, 0, 0, 42461980160, 0, -64717995456, 0, 0, -20362160700, 0, 16153060220, 0, 0, 100329088876, 0, 19934681858, 0, 0, -89837479648, 0, 89239377744, 0, 0, -85454184672, 0, 107317796352, 0, 0, -34985165128, 0, -96583884, 0, 0, 195455946376, 0, 245564576640, 0, 0, -143045263800, 0, -79094389188, 0, 0, -50562366078, 0, -303757298188, 0, 0, 344448453288, 0, -9604163268, 0, 0, 167613342444, 0, -355624169680, 0, 0, 65687047372, 0, 49523013152, 0, 0, 469557138588, 0, -142543895616, 0, 0, 213184609200, 0, 213457778648, 0, 0, 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0, 717297355516, 0, -10066562497728, 0, 0, -5512918190868, 0, 6028339509568, 0, 0, 5803205047072, 0, 9746220997392, 0, 0, 2754097047976, 0, 7593273308160, 0, 0, -8221287384000, 0, -3892189582040, 0, 0, -950477329676, 0, -1829186716396, 0, 0, 1717255341436, 0, -1350758882592, 0, 0, 6231280657176, 0, 10949893329192, 0, 0, -4918230045484, 0, 6024206751264, 0, 0, 8947556410104, 0, 6752345529276, 0, 0, 20681589930912, 0, 7689375568352, 0, 0, 21307353161104, 0, -423941463216, 0, 0, -8749211913036, 0, 7234653384378, 0, 0, 4979065497552, 0, 5565874807808, 0, 0, 17456584358140, 0, 5863992563812, 0, 0, 18724049717856, 0, 20826164259072, 0, 0, -17073453080160, 0, 9071964343884, 0, 0, 13906703414100, 0, -8517073037888, 0, 0, 10100749652752, 0, -47994933879936, 0, 0, -2023951752396, 0, 12364323555212, 0, 0, 28882894576176, 0, 9566082927800, 0, 0, -11570960718392, 0, 8178138662040, 0, 0, -1481173635456, 0, -25672922029468, 0, 0, 442796625624, 0, 5429392448940, 0, 0, 723488437316, 0, -31815190757376, 0, 0, 15659818145424, 0, 5660378359952, 0, 0, 3410953105728, 0, 23804870184320, 0, 0, 10488300932320, 0, 7692657058800, 0, 0, -12831652372320, 0, 17211808714116, 0, 0, 9191162155140, 0, -12389836273304, 0, 0, -20481613001040, 0, 7160979485772, 0, 0, -21015305867268, 0, -30507301479264, 0, 0, -45779164925204, 0, -27946531561522, 0, 0, 3624905341764, 0, -997092805644, 0, 0, -20553602895936, 0, 525968913638, 0, 0, -19790698056096, 0, -3163238330704, 0, 0, -25824093762664, 0, 10688189051520, 0, 0, 19974563176896, 0, 65028069248164, 0, 0, -37339837555272, 0, -55074208011068, 0, 0, -4406158403220, 0, 12760583615784, 0, 0, -8266930582176, 0, 45392910677672, 0, 0, 8252184766600, 0, 10504254575444, 0, 0, 26171796874396, 0, -48602638793664, 0, 0, -15496534241064, 0, 5461891742232, 0, 0, 54557651399296, 0, -42188615556608, 0, 0, -30276682849964, 0, -29614499498520, 0, 0, -42296130570240, 0, 11529671126252, 0, 0, -18961193238680, 0, -13254446091132, 0, 0, 45255790806600, 0, 7495484441760, 0, 0, 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0, 0, 69671060655516, 0, -31924695462808, 0, 0, 51123437870456, 0, -40822212570888, 0, 0, -22212255130016, 0, -71945843334804, 0, 0, 60475338002880, 0, 30967725052670, 0, 0, 59929056147504, 0, -42794217328416, 0, 0, -26493017776260, 0, -107733940749216, 0, 0, 125742617005608, 0, -27728945113296, 0, 0, 138612049623036, 0, -69886025512604, 0, 0, 55266049718028, 0, -18555120128916, 0, 0, 60075093772512, 0, 171290510566432, 0, 0, -58520768446872, 0, 3467320268664, 0, 0, 58242243986416, 0, 5606440628580, 0, 0, 7815203405172, 0, 93974535248712, 0, 0, 260001947674320, 0, 308696897833504, 0, 0, 33091110315304, 0, -224468224109784, 0, 0, 61150559718564, 0, 43979102402304, 0, 0, -24527756883784, 0, 29666926769608, 0, 0, -12739466505364, 0, 81470463395328, 0, 0, -42992260012152, 0, 108467134606176, 0, 0, 158389511063296, 0, -8465414158044, 0, 0, 121354805401168, 0, 23858644770288, 0, 0, 300792069912960, 0, 102738117001560, 0, 0, 116424669938704, 0, -239701468056176, 0, 0, -20935848955616, 0, 80951607529344, 0, 0, -150018213973320, 0], 'weight': 10, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.682515691873268], [0.0, -0.9817513836696733], [0.5341723303467543, 0.0], [0.0, 0.0], [0.6700607248728453, 0.0], [0.0, -0.37796447300922725], [0.0, 1.047096689499439], [0.03616422066268202, 0.0], [0.0, 0.0], [-0.16600294094059417, 0.0], [0.0, -0.5244244244359798], [0.0, 1.3316358004978859], [0.25796668379940785, 0.0], [0.0, 0.0], [-0.18048759114516383, 0.0], [0.0, -0.06875261775885415], [0.0, 0.02468264808664795], [-1.0076271162007082, 0.0], [0.0, 0.0], [-0.3710671443547877, 0.0], [0.0, -0.11329961208906689], [0.0, 0.7434039897838131], [1.0279886237520084, 0.0], [0.0, 0.0], [-0.9088623297000278, 0.0], [0.0, -1.0172556573445968], [0.0, -0.2018981633356218], [-0.5196549829337102, 0.0], [0.0, 0.0], [-1.6486742351009342, 0.0], [0.0, 0.9239110763544579], [0.0, 0.16297361696166338], [0.046924740477782674, 0.0], [0.0, 0.0], [0.01931792602655909, 0.0], [0.0, -0.37987672407290574], [0.0, -0.6877213183639922], [1.3073352896828725, 0.0], [0.0, 0.0], 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-0.1770567225900715, -0.37540488014464585, -0.3403843111248235, 0.03934055775560952, -0.37612966353172766, -0.46334956482643497, -0.13579236845450293, -0.31060246796984514, 0.03399585353604422, 0.017512919222736276, 0.15471619750061938, -0.12135176299221982, -0.4296417400723804, -0.48242127017599223, 0.08359260768002166, 0.055785881514635614, -0.2153953789325086, -0.24008416781225742, -0.21774697227796397, -0.30290876505319725, -0.4535798714636062, 0.038614664395204924, -0.3664791111004822, -0.28856191040199225, 0.19465706258669124, -0.42830859076034006, -0.49238491579092514, -0.12315139673578919, -0.0313467618530079, -0.30274797551346, -0.34111981394500124, 0.007486408523701544, -0.4282228908545352, -0.3460613115317543, 0.08796170868177963, -0.44278597844236056, -0.4713719801812726, -0.25556409995255547, -0.23008165268195774, 0.03588922069352231, -0.35142616750931727, -0.396635219147584, -0.34611424657176243, -0.39647560326978326, -0.061735179960243684, -0.44953259819537156, 0.016868722833584548, -0.21528347486964997, -0.2024562625056857, 0.037256376896300104, 0.12099846286598548, -0.2043486290696759, 0.09573753956838228, -0.4481484378492312, -0.09106150291246083, 0.07251144167462097, 0.06485799628379242, 0.0055260257679467404, -0.313657400638159, -0.18951963775093103, -0.07936131149598807, -0.4798650975773613, -0.21714304506309576, -0.4302485172278821, 0.15725324963421514, -0.4640166587701936, -0.2345015559769487, -0.44608408269733746, -0.3808494139428789, -0.34598553951910727, 0.11492257467565133], 'char_orbit_index': 2, 'conrey_index': 99, 'dual_conrey_index': 99, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -29.39167360532362, 'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014467396731055, 'label': '175.10.b.e.99.5', 'level': 175, 'weight': 10}
• 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

  
  {'Nk2': 17500, 'analytic_conductor': 90.1312713286778, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [175, 2, [127, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 174, 'dim': 82, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68887249071, 'hecke_orbit_dims': [2, 4, 4, 6, 8, 10, 12, 16, 20], 'label': '175.10.b', 'level': 175, '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': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 186, 'mf_new_dim': 82, 'num_forms': 9, 'prim_orbit_index': 2, 'relative_dim': 82, 'sturm_bound': 200, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [82, 0, 0, -22872, 0, -12312, 0, 0, -522294, 0, 147952, 0, 0, -153664, 0, 8850568, 0, 0, -1861344, 0, 739508, 0, 0, 8296876, 0, 16305324, 0, 0, -1301356, 0, -18049896, 0, 0, 34344344, 0, 75013092, 0, 0, -59831696, 0, 46753160, 0, 0, 131466630, 0, -120337654, 0, 0, -472713682, 0, 146040476, 0, 0, 724921252, 0, 96246486, 0, 0, 356269412, 0, 143787416, 0, 0, -2222716926, 0, -1426012396, 0, 0, -1808650968, 0, 611907964, 0, 0, 831359154, 0, -1433005284, 0, 0, -1303654700, 0, 3447882298, 0, 0, -558107648, 0, 1054172358, 0, 0, 1482306264, 0, 1407946400, 0, 0, 819507428, 0, -2829797556, 0, 0, -6788024404, 0, 481704800, 0, 0, -6884873164, 0, -6552410168, 0, 0, 7079399316, 0, 22169989904, 0, 0, 12255853884, 0, 12638298778, 0, 0, -81758852, 0, 11717712470, 0, 0, -2910264632, 0, 13199142152, 0, 0, 5790123288, 0, -20497590244, 0, 0, -22072061526, 0, -17968508984, 0, 0, 24835639912, 0, -22362636176, 0, 0, -85203818204, 0, 382455512, 0, 0, -59254978628, 0, 35722206636, 0, 0, 8319805942, 0, 33099008992, 0, 0, 66124806536, 0, 15280693904, 0, 0, -25592154124, 0, 38089854364, 0, 0, -1389929278, 0, 77775304076, 0, 0, 62550312416, 0, -135085834074, 0, 0, -99406567828, 0, 32769710864, 0, 0, -38439273608, 0, 45186073880, 0, 0, -13996312568, 0, 132638077024, 0, 0, 46571787872, 0, 131852528472, 0, 0, -11991054696, 0, -326134487028, 0, 0, 22794374796, 0, 233163750012, 0, 0, 37218998068, 0, -304377133948, 0, 0, 362576670628, 0, -384263770700, 0, 0, -30099580348, 0, 233059537776, 0, 0, 47352579624, 0, 478216821446, 0, 0, -103154785784, 0, 96674113704, 0, 0, -489195104524, 0, -805140537860, 0, 0, -154932951352, 0, -13632641088, 0, 0, -296271064660, 0, -295926441852, 0, 0, 237168002788, 0, -234391015592, 0, 0, -568923105818, 0, 1006028945416, 0, 0, -73982493200, 0, -326364957460, 0, 0, 1160270902592, 0, 237676334560, 0, 0, 35625706192, 0, -874450888472, 0, 0, 1065067121620, 0, 1097743548380, 0, 0, 166127492568, 0, -557584902412, 0, 0, 717463346690, 0, -1047854524580, 0, 0, -564922380826, 0, 659949793784, 0, 0, 70976229912, 0, -693922728216, 0, 0, 1430038199488, 0, 224753096120, 0, 0, 2077742056588, 0, -1668327082404, 0, 0, 407361801080, 0, -1860307775720, 0, 0, -119057809856, 0, 1686766577682, 0, 0, -2382491232244, 0, 1899127800924, 0, 0, -259564368272, 0, 1079306809100, 0, 0, -851797814336, 0, 1106142300544, 0, 0, -1917130019108, 0, 830231561740, 0, 0, 3197163055980, 0, -1966701077592, 0, 0, -3251762695448, 0, 243098279732, 0, 0, 1542346847664, 0, 3560338153744, 0, 0, -1782200257328, 0, -4199100777512, 0, 0, -1505521633900, 0, -243036207714, 0, 0, -340571727384, 0, -6221385206416, 0, 0, -3109238487220, 0, 541198259756, 0, 0, 2713914501500, 0, 5964946869592, 0, 0, -2551468798920, 0, -2479957898608, 0, 0, 3933809945720, 0, -107547029722, 0, 0, 2420345280636, 0, -1254130527904, 0, 0, -3206307528074, 0, 1888236702174, 0, 0, 1221366937336, 0, 5710345244336, 0, 0, -4362131110276, 0, -1806391019846, 0, 0, -3317395636416, 0, 1796487845796, 0, 0, -2386040794394, 0, -2945790818576, 0, 0, -2420388198576, 0, 3932754593036, 0, 0, 17735540668116, 0, 11198989481064, 0, 0, -9589414217136, 0, -2916837069832, 0, 0, 320063720340, 0, -11446170642046, 0, 0, 4841511155280, 0, 3010920973494, 0, 0, -14082489817108, 0, 22006704049424, 0, 0, 5391450449128, 0, 7645516901300, 0, 0, 2415300378288, 0, 1613515932180, 0, 0, 1862515140084, 0, -6775402333968, 0, 0, 1211361740070, 0, -14637242888202, 0, 0, -2500930311488, 0, 1347638517424, 0, 0, 400674585616, 0, -3331997325188, 0, 0, -3576719175792, 0, 2486784310840, 0, 0, -16515575779842, 0, -39333029758940, 0, 0, 16630271747868, 0, 6756459117212, 0, 0, -3765072665584, 0, 7214103355796, 0, 0, 7715056670976, 0, 234657718120, 0, 0, -5566649231150, 0, 1062251561638, 0, 0, -12019626891536, 0, -2146445259700, 0, 0, 30086993777472, 0, 11334273447524, 0, 0, -13175697035824, 0, -348852063568, 0, 0, 34502289266684, 0, 17880788563710, 0, 0, -12602471385322, 0, -1132069290788, 0, 0, -4578051642364, 0, -16259101396708, 0, 0, -852913837552, 0, -5846383422476, 0, 0, -20354491279776, 0, 9202612152720, 0, 0, 20048308301312, 0, 9975129154728, 0, 0, -38310337683464, 0, -26157898425620, 0, 0, 25420095594352, 0, -6755764343772, 0, 0, 48160763209856, 0, -33420150987932, 0, 0, -31208817839128, 0, 654719258036, 0, 0, -6108576977132, 0, 29812712230170, 0, 0, -28906667292540, 0, 12344522615236, 0, 0, 36831841869980, 0, -18559873149132, 0, 0, -6885100765968, 0, -22174673560920, 0, 0, 58399961411572, 0, 64054431653334, 0, 0, 9937120161612, 0, 10116957747600, 0, 0, -24966736796870, 0, -9087332109784, 0, 0, -14321463651992, 0, -16619910327848, 0, 0, -2559645921480, 0, 1146387183984, 0, 0, -5274473546924, 0, 3687440351600, 0, 0, 466136054640, 0, -7146508128536, 0, 0, 49452726346056, 0, 16645175126644, 0, 0, 10509245275718, 0, -50005607790896, 0, 0, -48933101118356, 0, 7943621369716, 0, 0, -38017006790070, 0, 20294199977916, 0, 0, -34829956086744, 0, 6512230340784, 0, 0, -37176910125712, 0, -54148927204056, 0, 0, -20945922836172, 0, 22561025516240, 0, 0, 107328815705644, 0, -52878994437202, 0, 0, 5008577179904, 0, -24776873511408, 0, 0, -38709698760820, 0, 37406512734384, 0, 0, -16958395371932, 0, 44311944422096, 0, 0, -12048497911432, 0, 885842380864, 0, 0, 14307476748432, 0, -50012788185856, 0, 0, -60768805503890, 0, -31367795054036, 0, 0, 110458838215240, 0, 73817311531700, 0, 0, 170009509280556, 0, -87417647156832, 0, 0, -27364188489236, 0, -20341121987460, 0, 0, -79206832941600, 0, 137787715331764, 0, 0, -32999263221472, 0, 11387969199712, 0, 0, -5290793817980, 0, -69641494502532, 0, 0, -108476751063258, 0, 39954550381392, 0, 0, 179741147421248, 0, 28024861199638, 0, 0, 61577617623228, 0, -112484224510712, 0, 0, -228105914150320, 0, 7629913336666, 0, 0, -23576791353976, 0, 48077962450464, 0, 0, -99293684755108, 0, 67440555977704, 0, 0, 100378315547624, 0, 47265563174720, 0, 0, -109719186991344, 0, 162012044487652, 0, 0, 160650899962632, 0, 20966353609104, 0, 0, 81221704990122, 0, -170324417944928, 0, 0, -82980805228724, 0, 16449788765992, 0, 0, -51021763256968, 0, 293871820591000, 0, 0, -59363349010160, 0, 35261179869496, 0, 0, 78783398085676, 0, 20864460682804, 0, 0, -103229459792416, 0, -12759567773700, 0, 0, 510795745477688, 0, -91221125186880, 0, 0, 6414757445188, 0, -36975341205580, 0, 0, -349321463184062, 0, -60773105932812, 0, 0, -25156354319096, 0, -65165774287172, 0, 0, -299813275135160, 0, 38402074161584, 0, 0, 116438026264456, 0, 104596453044592, 0, 0, -314567785388812, 0, -54377442525704, 0, 0, 170204210993352, 0, 43867657102686, 0, 0, 228588786904940, 0, -211023682003668, 0, 0, -127135102460740, 0, -183825183967356, 0, 0, -32319541993536, 0, 53215361572580, 0, 0, -116655307117064, 0, 14395373577368, 0, 0, -28365797156900, 0, 52710893256464, 0, 0, -38940858725840, 0, -162278047564296, 0, 0, 464839113666748, 0, -23491494129844, 0, 0, 253586305204560, 0, -115584393850964, 0, 0, -468768911425640, 0, -159231120716124, 0, 0, -80511140464720, 0, 271482561565040, 0, 0, 184101116235808, 0, -4545114973952, 0, 0, 30649458503328, 0, -38690238289384, 0, 0, -340886107207964, 0, 24479625882760, 0, 0, 475750258273008, 0, 305462543876028, 0, 0, -53991730526430, 0, -150587382468556, 0, 0, -211126041477772, 0, -446911958225732, 0, 0, -235016956275220, 0, -146404073939896, 0, 0, -222278699676804, 0, 10730277752544, 0, 0, 364402336362544, 0, 795480462904148, 0, 0, -262466114246424, 0, -28583465977440, 0, 0, 765946971333048, 0, 120627711956090, 0, 0, 319286820142184, 0, -394202590917616, 0, 0, 45157162531560, 0, 133488356528928, 0, 0, -106538425408436, 0, 59059157719442, 0, 0, -64408613899684, 0, 126895599164208, 0, 0, 333703368596804, 0, 395515882928208, 0, 0, -850081362194374, 0, -241220327622264, 0, 0, 295932041605916, 0, 20211148761676, 0, 0, 775940271548148, 0, 74155240207632, 0, 0, -507277429356064, 0, -22425731256068, 0, 0, -176522831623082, 0, -226432923055220, 0, 0, -797318726980832, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 44188723
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 18014467396731055, 'source_is_minimal': False, 'source_label': '175.10.b.e.99.5', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 18014467396731055, 'target_is_minimal': False, 'target_label': '175.10.b.e.99.5', 'target_level': 175, 'twist_class_label': '35.10.a.c.1.3', 'twist_class_level': 35, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 44188724
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 18014467396731055, 'source_is_minimal': False, 'source_label': '175.10.b.e.99.5', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254319, 'target_is_minimal': False, 'target_label': '175.10.a.e.1.2', 'target_level': 175, 'twist_class_label': '35.10.a.c.1.3', 'twist_class_level': 35, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 44188725
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 18014467396731055, 'source_is_minimal': False, 'source_label': '175.10.b.e.99.5', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007199422513187, 'target_is_minimal': True, 'target_label': '35.10.a.c.1.3', 'target_level': 35, 'twist_class_label': '35.10.a.c.1.3', 'twist_class_level': 35, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 44188726
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 18014467396731055, 'source_is_minimal': False, 'source_label': '175.10.b.e.99.5', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467396731055, 'target_is_minimal': False, 'target_label': '175.10.b.e.99.4', 'target_level': 175, 'twist_class_label': '35.10.a.c.1.3', 'twist_class_level': 35, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 44188727
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 18014467396731055, 'source_is_minimal': False, 'source_label': '175.10.b.e.99.5', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597931995451, 'target_is_minimal': False, 'target_label': '315.10.a.g.1.2', 'target_level': 315, 'twist_class_label': '35.10.a.c.1.3', 'twist_class_level': 35, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
  • id: 44188728
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 18014467396731055, 'source_is_minimal': False, 'source_label': '175.10.b.e.99.5', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014398677254389, 'target_is_minimal': False, 'target_label': '245.10.a.e.1.3', 'target_level': 245, 'twist_class_label': '35.10.a.c.1.3', 'twist_class_level': 35, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 451750
    {'charpoly_factorization': [[[313420825600, 0, 2239589184, 0, 4724288, 0, 3777, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 2}
  • id: 451751
    {'charpoly_factorization': [[[70107380811104256, 0, 22984253941824, 0, 2252577681, 0, 84114, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 3}
  • id: 451752
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 18014467396731055, 'p': 5}
  • id: 451753
    {'charpoly_factorization': [[[5764801, 0, 1], 4]], 'hecke_orbit_code': 18014467396731055, 'p': 7}
  • id: 451754
    {'charpoly_factorization': [[[869579178107158576, 104361245847088, -1165571191, -82438, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 11}
  • id: 451755
    {'charpoly_factorization': [[[1866205106753572586864571130472271984400, 0, 1309453606871849394529463891496, 0, 325755220095373210673, 0, 32705292378, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 13}
  • id: 451756
    {'charpoly_factorization': [[[41510288450507893115928933221582118864016, 0, 77382327889092402801365082253896, 0, 6019199523591136756961, 0, 139955155626, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 17}
  • id: 451757
    {'charpoly_factorization': [[[103553336990674380236800, -113201433637325760, -669332504380, 300732, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 19}
  • id: 451758
    {'charpoly_factorization': [[[90653730151878870181271994236160801695969837056, 0, 1566010233926471475191660560049639424, 0, 6291702705175700975779856, 0, 5827562121864, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 23}
  • id: 451759
    {'charpoly_factorization': [[[32511402154433388378170500, 7216238975778886900, -11286193764675, -1372022, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 29}
  • id: 451760
    {'charpoly_factorization': [[[-109083970674934005496015872, -155375890378811988480, -49757849699472, 4590888, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 31}
  • id: 451761
    {'charpoly_factorization': [[[10821382846321073798588004456670599799026412726679275776, 0, 1350273189618998792831149938546202802532096, 0, 52120966142495350674640997856, 0, 599400691294896, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 37}
  • id: 451762
    {'charpoly_factorization': [[[-168357971822210372719388269376, 13049576850017149043936, 569638742332340, -57287084, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 41}
  • id: 451763
    {'charpoly_factorization': [[[1298321961859975104683182470652841876036758237593211801600, 0, 1859776775240847591171296300398273021745066496, 0, 4598024917226548827294743084048, 0, 3738440978991528, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 43}
  • id: 451764
    {'charpoly_factorization': [[[4468463763744836017549945658002839330482962285344525699026944, 0, 15541940112984524968888703092819993877074932352, 0, 16944320874610569528357101118465, 0, 7110158020756738, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 47}
  • id: 451765
    {'charpoly_factorization': [[[134453606500352522788908814312497184943068908873390611206144, 0, 3941194344260643511173167968346236456615746048, 0, 22793644592816214445496112456080, 0, 11098977850226952, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 53}
  • id: 451766
    {'charpoly_factorization': [[[19060708034389350015210270208000, -1354394665392760943744000, -19145903654311680, 72569680, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 59}
  • id: 451767
    {'charpoly_factorization': [[[-153134007488168228837118794019456, -3458852347401174743273664, -6212344588381980, 225681036, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 61}
  • id: 451768
    {'charpoly_factorization': [[[4362174329161327697796482875786395156082708563602634154883743744, 0, 8305612729891979206064482777567616334050771976192, 0, 1435601490980506673394283553676800, 0, 72685907228369088, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 67}
  • id: 451769
    {'charpoly_factorization': [[[-1085932643323347986681530445373440, -15462601561196558774261248, 6776617143458112, 470468984, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 71}
  • id: 451770
    {'charpoly_factorization': [[[745513154403320247091094982980165664117854529898395225661114624, 0, 125421968926733805740579054164771028289981788022528, 0, 8905168523288115701117128799498720, 0, 171716186013894192, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 73}
  • id: 451771
    {'charpoly_factorization': [[[-206381565540216397761263687264000, 59640596573597501012808600, -70238756792927335, -598805646, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 79}
  • id: 451772
    {'charpoly_factorization': [[[9996084906877430675598122458670924230351846760810864702099506069504, 0, 7299721941338918040085957578250613458330024779071488, 0, 217182525453788376798666469414222080, 0, 921827756099704672, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, 'p': 83}
  • id: 451773
    {'charpoly_factorization': [[[-36832246121709260061126570323374400, 86510494108081518344703840, 419042375515033940, -1380153012, 1], 2]], 'hecke_orbit_code': 18014467396731055, 'p': 89}
  • id: 451774
    {'charpoly_factorization': [[[53901269342145824982679451914198516811281723142096243220977177955623824, 0, 2156385218803859098777745908867816468989186569669984072, 0, 5538109865173088050670690708853421425, 0, 4229296935912598778, 0, 1], 1]], 'hecke_orbit_code': 18014467396731055, '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': 2, 'hecke_orbit': 5, 'label': '175.10.b.e', 'level': 175, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40532293
    {'hecke_orbit_code': 18014467396731055, 'n': 1, 'trace_an': 8}
  • id: 40532294
    {'hecke_orbit_code': 18014467396731055, 'n': 2, 'trace_an': 0}
  • id: 40532295
    {'hecke_orbit_code': 18014467396731055, 'n': 3, 'trace_an': 0}
  • id: 40532296
    {'hecke_orbit_code': 18014467396731055, 'n': 4, 'trace_an': -3458}
  • id: 40532297
    {'hecke_orbit_code': 18014467396731055, 'n': 5, 'trace_an': 0}
  • id: 40532298
    {'hecke_orbit_code': 18014467396731055, 'n': 6, 'trace_an': -288}
  • id: 40532299
    {'hecke_orbit_code': 18014467396731055, 'n': 7, 'trace_an': 0}
  • id: 40532300
    {'hecke_orbit_code': 18014467396731055, 'n': 8, 'trace_an': 0}
  • id: 40532301
    {'hecke_orbit_code': 18014467396731055, 'n': 9, 'trace_an': -10764}
  • id: 40532302
    {'hecke_orbit_code': 18014467396731055, 'n': 10, 'trace_an': 0}
  • id: 40532303
    {'hecke_orbit_code': 18014467396731055, 'n': 11, 'trace_an': 164876}
  • id: 40532304
    {'hecke_orbit_code': 18014467396731055, 'n': 12, 'trace_an': 0}
  • id: 40532305
    {'hecke_orbit_code': 18014467396731055, 'n': 13, 'trace_an': 0}
  • id: 40532306
    {'hecke_orbit_code': 18014467396731055, 'n': 14, 'trace_an': -91238}
  • id: 40532307
    {'hecke_orbit_code': 18014467396731055, 'n': 15, 'trace_an': 0}
  • id: 40532308
    {'hecke_orbit_code': 18014467396731055, 'n': 16, 'trace_an': 128514}
  • id: 40532309
    {'hecke_orbit_code': 18014467396731055, 'n': 17, 'trace_an': 0}
  • id: 40532310
    {'hecke_orbit_code': 18014467396731055, 'n': 18, 'trace_an': 0}
  • id: 40532311
    {'hecke_orbit_code': 18014467396731055, 'n': 19, 'trace_an': -601464}
  • id: 40532312
    {'hecke_orbit_code': 18014467396731055, 'n': 20, 'trace_an': 0}
  • id: 40532313
    {'hecke_orbit_code': 18014467396731055, 'n': 21, 'trace_an': 86436}
  • id: 40532314
    {'hecke_orbit_code': 18014467396731055, 'n': 22, 'trace_an': 0}
  • id: 40532315
    {'hecke_orbit_code': 18014467396731055, 'n': 23, 'trace_an': 0}
  • id: 40532316
    {'hecke_orbit_code': 18014467396731055, 'n': 24, 'trace_an': 15272640}
  • id: 40532317
    {'hecke_orbit_code': 18014467396731055, 'n': 25, 'trace_an': 0}
  • id: 40532318
    {'hecke_orbit_code': 18014467396731055, 'n': 26, 'trace_an': 2611332}
  • id: 40532319
    {'hecke_orbit_code': 18014467396731055, 'n': 27, 'trace_an': 0}
  • id: 40532320
    {'hecke_orbit_code': 18014467396731055, 'n': 28, 'trace_an': 0}
  • id: 40532321
    {'hecke_orbit_code': 18014467396731055, 'n': 29, 'trace_an': 2744044}
  • id: 40532322
    {'hecke_orbit_code': 18014467396731055, 'n': 30, 'trace_an': 0}
  • id: 40532323
    {'hecke_orbit_code': 18014467396731055, 'n': 31, 'trace_an': -9181776}
  • id: 40532324
    {'hecke_orbit_code': 18014467396731055, 'n': 32, 'trace_an': 0}
  • id: 40532325
    {'hecke_orbit_code': 18014467396731055, 'n': 33, 'trace_an': 0}
  • id: 40532326
    {'hecke_orbit_code': 18014467396731055, 'n': 34, 'trace_an': 14398956}
  • id: 40532327
    {'hecke_orbit_code': 18014467396731055, 'n': 35, 'trace_an': 0}
  • id: 40532328
    {'hecke_orbit_code': 18014467396731055, 'n': 36, 'trace_an': -18288486}
  • id: 40532329
    {'hecke_orbit_code': 18014467396731055, 'n': 37, 'trace_an': 0}
  • id: 40532330
    {'hecke_orbit_code': 18014467396731055, 'n': 38, 'trace_an': 0}
  • id: 40532331
    {'hecke_orbit_code': 18014467396731055, 'n': 39, 'trace_an': 93332484}
  • id: 40532332
    {'hecke_orbit_code': 18014467396731055, 'n': 40, 'trace_an': 0}
  • id: 40532333
    {'hecke_orbit_code': 18014467396731055, 'n': 41, 'trace_an': 114574168}
  • id: 40532334
    {'hecke_orbit_code': 18014467396731055, 'n': 42, 'trace_an': 0}
  • id: 40532335
    {'hecke_orbit_code': 18014467396731055, 'n': 43, 'trace_an': 0}
  • id: 40532336
    {'hecke_orbit_code': 18014467396731055, 'n': 44, 'trace_an': -175278696}
  • id: 40532337
    {'hecke_orbit_code': 18014467396731055, 'n': 45, 'trace_an': 0}
  • id: 40532338
    {'hecke_orbit_code': 18014467396731055, 'n': 46, 'trace_an': 57784832}
  • id: 40532339
    {'hecke_orbit_code': 18014467396731055, 'n': 47, 'trace_an': 0}
  • id: 40532340
    {'hecke_orbit_code': 18014467396731055, 'n': 48, 'trace_an': 0}
  • id: 40532341
    {'hecke_orbit_code': 18014467396731055, 'n': 49, 'trace_an': -46118408}
  • id: 40532342
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  • id: 40532343
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  • id: 40532344
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  • id: 40532345
    {'hecke_orbit_code': 18014467396731055, 'n': 53, 'trace_an': 0}
  • id: 40532346
    {'hecke_orbit_code': 18014467396731055, 'n': 54, 'trace_an': -375179040}
  • id: 40532347
    {'hecke_orbit_code': 18014467396731055, 'n': 55, 'trace_an': 0}
  • id: 40532348
    {'hecke_orbit_code': 18014467396731055, 'n': 56, 'trace_an': 146436990}
  • id: 40532349
    {'hecke_orbit_code': 18014467396731055, 'n': 57, 'trace_an': 0}
  • id: 40532350
    {'hecke_orbit_code': 18014467396731055, 'n': 58, 'trace_an': 0}
  • id: 40532351
    {'hecke_orbit_code': 18014467396731055, 'n': 59, 'trace_an': -145139360}
  • id: 40532352
    {'hecke_orbit_code': 18014467396731055, 'n': 60, 'trace_an': 0}
  • id: 40532353
    {'hecke_orbit_code': 18014467396731055, 'n': 61, 'trace_an': -451362072}
  • id: 40532354
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  • id: 40532355
    {'hecke_orbit_code': 18014467396731055, 'n': 63, 'trace_an': 0}
  • id: 40532356
    {'hecke_orbit_code': 18014467396731055, 'n': 64, 'trace_an': -282886786}
  • id: 40532357
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  • id: 40532358
    {'hecke_orbit_code': 18014467396731055, 'n': 66, 'trace_an': -239347296}
  • id: 40532359
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  • id: 40532360
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  • id: 40532361
    {'hecke_orbit_code': 18014467396731055, 'n': 69, 'trace_an': -696601224}
  • id: 40532362
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  • id: 40532363
    {'hecke_orbit_code': 18014467396731055, 'n': 71, 'trace_an': -940937968}
  • id: 40532364
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  • id: 40532365
    {'hecke_orbit_code': 18014467396731055, 'n': 73, 'trace_an': 0}
  • id: 40532366
    {'hecke_orbit_code': 18014467396731055, 'n': 74, 'trace_an': -1855619004}
  • id: 40532367
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  • id: 40532368
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  • id: 40532369
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  • id: 40532370
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  • id: 40532371
    {'hecke_orbit_code': 18014467396731055, 'n': 79, 'trace_an': 1197611292}
  • id: 40532372
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  • id: 40532373
    {'hecke_orbit_code': 18014467396731055, 'n': 81, 'trace_an': -1694311992}
  • id: 40532374
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  • id: 40532375
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  • id: 40532376
    {'hecke_orbit_code': 18014467396731055, 'n': 84, 'trace_an': 198457056}
  • id: 40532377
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  • id: 40532378
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  • id: 40532379
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  • id: 40532380
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  • id: 40532381
    {'hecke_orbit_code': 18014467396731055, 'n': 89, 'trace_an': 2760306024}
  • id: 40532382
    {'hecke_orbit_code': 18014467396731055, 'n': 90, 'trace_an': 0}
  • id: 40532383
    {'hecke_orbit_code': 18014467396731055, 'n': 91, 'trace_an': 350363524}
  • id: 40532384
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  • id: 40532385
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  • id: 40532386
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  • id: 40532387
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  • id: 40532388
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  • id: 40532389
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  • id: 40532390
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  • id: 40532391
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  • id: 40532392
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  • id: 40532393
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  • id: 40532394
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  • id: 40532395
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  • id: 40532396
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  • id: 40532397
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  • id: 40532398
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  • id: 40532399
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  • id: 40532400
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  • id: 40532401
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  • id: 40532402
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  • id: 40532403
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  • id: 40532404
    {'hecke_orbit_code': 18014467396731055, 'n': 139, 'trace_an': -23663769608}
  • id: 40532405
    {'hecke_orbit_code': 18014467396731055, 'n': 149, 'trace_an': -6886070848}
  • id: 40532406
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  • id: 40532407
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  • id: 40532408
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  • id: 40532409
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  • id: 40532410
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  • id: 40532411
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  • id: 40532412
    {'hecke_orbit_code': 18014467396731055, 'n': 179, 'trace_an': -56940261104}
  • id: 40532413
    {'hecke_orbit_code': 18014467396731055, 'n': 181, 'trace_an': 21653294712}
  • id: 40532414
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  • id: 40532415
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  • id: 40532416
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  • id: 40532417
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  • id: 40532418
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  • id: 40532419
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  • id: 40532420
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  • id: 40532421
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  • id: 40532422
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  • id: 40532423
    {'hecke_orbit_code': 18014467396731055, 'n': 239, 'trace_an': 65687047372}
  • id: 40532424
    {'hecke_orbit_code': 18014467396731055, 'n': 241, 'trace_an': 49523013152}
  • id: 40532425
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  • id: 40532426
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  • id: 40532427
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  • id: 40532428
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  • id: 40532429
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  • id: 40532430
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  • id: 40532431
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  • id: 40532432
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  • id: 40532433
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  • id: 40532434
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  • id: 40532435
    {'hecke_orbit_code': 18014467396731055, 'n': 289, 'trace_an': 668792700724}
  • id: 40532436
    {'hecke_orbit_code': 18014467396731055, 'n': 293, 'trace_an': 0}
  • id: 40532437
    {'hecke_orbit_code': 18014467396731055, 'n': 307, 'trace_an': 0}
  • id: 40532438
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  • id: 40532439
    {'hecke_orbit_code': 18014467396731055, 'n': 313, 'trace_an': 0}
  • id: 40532440
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  • id: 40532441
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  • id: 40532442
    {'hecke_orbit_code': 18014467396731055, 'n': 337, 'trace_an': 0}
  • id: 40532443
    {'hecke_orbit_code': 18014467396731055, 'n': 343, 'trace_an': 0}
  • id: 40532444
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  • id: 40532445
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  • id: 40532446
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  • id: 40532447
    {'hecke_orbit_code': 18014467396731055, 'n': 359, 'trace_an': -1999440580688}
  • id: 40532448
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  • id: 40532449
    {'hecke_orbit_code': 18014467396731055, 'n': 367, 'trace_an': 0}
  • id: 40532450
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  • id: 40532451
    {'hecke_orbit_code': 18014467396731055, 'n': 379, 'trace_an': -607442878320}
  • id: 40532452
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  • id: 40532453
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  • id: 40532454
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  • id: 40532455
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  • id: 40532456
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  • id: 40532458
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  • id: 40532461
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  • id: 40532462
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  • id: 40532463
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  • id: 40532464
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  • id: 40532465
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  • id: 40532466
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  • id: 40532467
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  • id: 40532468
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  • id: 40532470
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  • id: 40532471
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  • id: 40532473
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  • id: 40532475
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  • id: 40532477
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  • id: 40532478
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  • id: 40532482
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  • id: 40532485
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  • id: 40532490
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  • id: 40532491
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  • id: 40532492
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  • id: 40532504
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  • id: 40532515
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  • id: 40532519
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  • id: 40532520
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  • id: 40532522
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  • id: 40532523
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  • id: 40532524
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  • id: 40532525
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  • id: 40532526
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  • id: 40532527
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  • id: 40532528
    {'hecke_orbit_code': 18014467396731055, 'n': 853, 'trace_an': 0}
  • id: 40532529
    {'hecke_orbit_code': 18014467396731055, 'n': 857, 'trace_an': 0}
  • id: 40532530
    {'hecke_orbit_code': 18014467396731055, 'n': 859, 'trace_an': 62533218965808}
  • id: 40532531
    {'hecke_orbit_code': 18014467396731055, 'n': 863, 'trace_an': 0}
  • id: 40532532
    {'hecke_orbit_code': 18014467396731055, 'n': 877, 'trace_an': 0}
  • id: 40532533
    {'hecke_orbit_code': 18014467396731055, 'n': 881, 'trace_an': -31924695462808}
  • id: 40532534
    {'hecke_orbit_code': 18014467396731055, 'n': 883, 'trace_an': 0}
  • id: 40532535
    {'hecke_orbit_code': 18014467396731055, 'n': 887, 'trace_an': 0}
  • id: 40532536
    {'hecke_orbit_code': 18014467396731055, 'n': 907, 'trace_an': 0}
  • id: 40532537
    {'hecke_orbit_code': 18014467396731055, 'n': 911, 'trace_an': -27728945113296}
  • id: 40532538
    {'hecke_orbit_code': 18014467396731055, 'n': 919, 'trace_an': 55266049718028}
  • id: 40532539
    {'hecke_orbit_code': 18014467396731055, 'n': 929, 'trace_an': -58520768446872}
  • id: 40532540
    {'hecke_orbit_code': 18014467396731055, 'n': 937, 'trace_an': 0}
  • id: 40532541
    {'hecke_orbit_code': 18014467396731055, 'n': 941, 'trace_an': 93974535248712}
  • id: 40532542
    {'hecke_orbit_code': 18014467396731055, 'n': 947, 'trace_an': 0}
  • id: 40532543
    {'hecke_orbit_code': 18014467396731055, 'n': 953, 'trace_an': 0}
  • id: 40532544
    {'hecke_orbit_code': 18014467396731055, 'n': 961, 'trace_an': 29666926769608}
  • id: 40532545
    {'hecke_orbit_code': 18014467396731055, 'n': 967, 'trace_an': 0}
  • id: 40532546
    {'hecke_orbit_code': 18014467396731055, 'n': 971, 'trace_an': 108467134606176}
  • id: 40532547
    {'hecke_orbit_code': 18014467396731055, 'n': 977, 'trace_an': 0}
  • id: 40532548
    {'hecke_orbit_code': 18014467396731055, 'n': 983, 'trace_an': 0}
  • id: 40532549
    {'hecke_orbit_code': 18014467396731055, 'n': 991, 'trace_an': -239701468056176}
  • id: 40532550
    {'hecke_orbit_code': 18014467396731055, 'n': 997, 'trace_an': 0}