Newform data - 168.10.q.a

Formats: - HTML - YAML - JSON - 2024-06-11T04:35:49.699167

• 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': 16800, 'analytic_conductor': 86.52602047553069, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 3, 'char_parity': 1, 'char_values': [168, 3, [127, 85, 113, 73], [3, 3, 3, 2]], 'cm_discs': [], 'conrey_index': 25, 'dim': 16, 'field_disc': 1233969733587590991642073356727396042450987026634764197842993963936475812393489441688551833600, 'field_disc_factorization': [[2, 14], [3, 8], [5, 2], [283, 2], [38707, 2], [61860199024474936021998734753544889, 2]], 'field_poly': [50061741614807564009961574976312432423689032591597, -128648437449643500784782173321364984397814457552, -331733869309416601638773034133657913991577560, 649904594580478032138799228161609255854736, 1103325097889381327876435664684216492298, -1020366474648370188416591376208359000, -1673655580870016843616444263455812, 736352464217070243815722699808, 1317886932354758017843044627, -270042331189660586117064, -578734520240854872804, 48872053104519072, 143123973101310, -3458782984, -18660372, 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': [[5, [46720301593855648975055433873349276543871044000000, -71835107738485315530250464368354260169744000000, 305751181058236720986517248165397782173520000, 149434218550642153354093733923471089984000, 742759962447039048112163602705720311600, 246583602672784389132040918719946560, 754474625415673479430950070307336, 228169389773960817537972135296, 526652359917110168842672713, 103437168123405969531692, 208655475145450500110, 29033262715476528, 59606728776375, 4374788592, 9351798, 196, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 1099679400104, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 471700696642276766515200, 'hecke_ring_index_factorization': [[2, 38], [3, 5], [5, 2], [7, 10]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '168.10.q.a', 'level': 168, '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': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '168.10.q.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-3^{4}+3^{4}\\beta _{1})q^{3}+(-24\\beta _{1}-\\beta _{7}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '168.10.q', 'trace_display': [0, -648, -196, -168], 'trace_hash': 1207592635627541117, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.465', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '998.734', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '145636.503', 'prec': 34}], 'trace_zratio': 0, 'traces': [16, 0, -648, 0, -196, 0, -168, 0, -52488, 0, 32460, 0, 119048, 0, 31752, 0, 208352, 0, 914588, 0, -428652, 0, 460920, 0, -3040180, 0, 8503056, 0, -16376136, 0, -944064, 0, 2629260, 0, -15546664, 0, -9826516, 0, -4821444, 0, 11449216, 0, -6933624, 0, -1285956, 0, 26549360, 0, 83657504, 0, 16876512, 0, -15354476, 0, 134121944, 0, -148163256, 0, 18404996, 0, -260632792, 0, 35823060, 0, 191461840, 0, 53879788, 0, -74669040, 0, -164207456, 0, 248475540, 0, -246254580, 0, 670121788, 0, 16631256, 0, -344373768, 0, -1138943272, 0, -1690136272, 0, 663233508, 0, 236796360, 0, -1455575212, 0, -76469184, 0, 182450488, 0, 1339799464, 0, -425940120, 0, 3361467192, 0, -504827748, 0, 998784108, 0, -224279828, 0, 1831389388, 0, 1591895592, 0, -4177836240, 0, 762094224, 0, -390536964, 0, -916904856, 0, 4568618916, 0, -463693248, 0, -9164288088, 0, -3058020144, 0, 280811772, 0, -3350746268, 0, -9370120284, 0, -104162436, 0, 1146143488, 0, 1168669832, 0, -4300996320, 0, 3774317144, 0, -5499630708, 0, -1252918044, 0, 10921796144, 0, -2324212868, 0, -2733994944, 0, 4117057208, 0, 1197917768, 0, -1243712556, 0, -1432625768, 0, -6067424960, 0, -5431938732, 0, 4837369184, 0, 32840302584, 0, 6000611868, 0, -4618732456, 0, -42418300344, 0, 1490804676, 0, -16921868032, 0, -54679828424, 0, 42222512304, 0, 19142591880, 0, 57289221752, 0, -89282088, 0, -11449437152, 0, 28469027400, 0, -31016818080, 0, 30467352400, 0, 33443011144, 0, 4364262828, 0, -62044408188, 0, 30249885432, 0, 3024096120, 0, -139505365248, 0, 50647565920, 0, 6650401968, 0, 57495926648, 0, -26983230820, 0, 20126518740, 0, -25820114104, 0, -172943126760, 0, 39893241960, 0, 46879578676, 0, -4385134492, 0, -100086313824, 0, 187557161304, 0, -138735773808, 0, -2694263472, 0, 300063234928, 0, 62061421796, 0, -27894275208, 0, -77613928476, 0, 99914043604, 0, 46127202516, 0, -173168857976, 0, 253278583168, 0, 68450519016, 0, 36298799448, 0, -217403624732, 0, 53721914148, 0, -81917606824, 0, -304813063016, 0, -38361010320, 0, 350783628052, 0, -63288096044, 0, -50533425936, 0, 164960796384, 0, -243664203588, 0, 12388007808, 0, -205039798192, 0, 366034920732, 0, 14778489528, 0, -327930850240, 0, 379036377224, 0, -54261878292, 0, -110856769432, 0, 191771714504, 0, 17250574860, 0, 171363515304, 0, -396142571468, 0, 272278842552, 0, 41548537328, 0, -550800213880, 0, 81782095176, 0, 443812830320, 0, -131702482184, 0, 21100149756, 0, 466775468116, 0, 372631932108, 0, 36333332136, 0, -3489346640, 0, 498331085188, 0, 148342540428, 0, -541691732624, 0, 892320166284, 0, -64471771476, 0, -2001965498688, 0, -72213343168, 0, 169202367720, 0, -62094002340, 0, -701138925144, 0, 61729632144, 0, 201512135368, 0, -985601718128, 0, 63266988168, 0, 582397730192, 0, -124711546336, 0, -207657385992, 0, 727083774624, 0, -528969378684, 0, -740116264392, 0, 960476065840, 0, 44374111032, 0, -37559153088, 0, -351413478612, 0, 542311263788, 0, 371153667564, 0, 700197831648, 0, 422839444184, 0, 123849815832, 0, 310005976400, 0, -917857642828, 0, 22745753532, 0, -887540628176, 0, -3895140246784, 0, 542820895416, 0, 841934714356, 0, -75487871308, 0, 554374604196, 0, 979499774680, 0, 656259954356, 0, 16874314632, 0, 1783436545856, 0, 443393446992, 0, 92837622528, 0, 35441136836, 0, 162833608756, 0, -47331128196, 0, -3183807696880, 0, -1302224862456, 0, 174190350960, 0, -1275309644072, 0, 1827741643112, 0, 305719688664, 0, 623063082504, 0, 1117684519624, 0, 890940174696, 0, -2099817637944, 0, 1067450389524, 0, -447390522180, 0, 932911278412, 0, -195064452696, 0, -1769330975328, 0, -1380257963040, 0, -1808892787256, 0, -188261242308, 0, 3504693042480, 0, 1658958016832, 0, 110726795232, 0, -1404267106016, 0, 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0, -49407839625512, 0, 37727627355040, 0, 1397296563660, 0, 46034190805264, 0, -182265557424224, 0, -27760889479248, 0, 19308043711500, 0, -20222777191960, 0, 41528537348760, 0, 141840918855032, 0, 12418177825132, 0, -44109172493424, 0, 25973837253328, 0, 30033322160076, 0, 3365431523568, 0, 50591613048928, 0, 118002315422980, 0, 22307408662140, 0, -270452289723136, 0, -19858972874360, 0, -3312174854628, 0, 31615313560680, 0, 161296125438784, 0, 35948839255920, 0, 18007467188264, 0, -136593455840208, 0, 21335802113808, 0, -48770193831004, 0, -73074252086416, 0, -8262134662824, 0, 161306759161432, 0, 95478589447276, 0, -75617625834792, 0, -122810212567520, 0, 6593044678800, 0, 30183186500748, 0, 143281393081232, 0, 151389957231384, 0, -1471499951508, 0, -242938262625128, 0, 26787382708576, 0, 141318538920, 0, -60000377977292, 0, 31299382949380, 0, 40364817900228, 0, 151097370923632, 0, -257774148419088, 0, -24031491549336, 0, -24630739306096, 0, -46782325787168, 0, 62152336438416, 0, 176783201180392, 0, 17301648958320, 0, -144555866938008, 0, -2654558926352, 0, -81260545069148, 0, -5222213489556, 0], 'weight': 10, '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

  
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-15597056870242776265436631639447686132967087312504189804052211870916365332114958692114298799010164766151608855680671628680365791280800843661769754335123937539240875, 7188883913313822952012196131036452679076457174493855553496612459721950351284206921741609412952753412210645524953042889410828394628393698980573126856228203455580]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 16, 'label': '168.10.q.a', 'level': 168, 'maxp': 997, 'weight': 10}
• 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

  
  {'Nk2': 16800, 'analytic_conductor': 86.52602047553069, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 3, 'char_parity': 1, 'char_values': [168, 3, [127, 85, 113, 73], [3, 3, 3, 2]], 'conrey_index': 25, 'cusp_dim': 560, 'dim': 72, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 1099679400104, 'hecke_orbit_dims': [16, 18, 18, 20], 'label': '168.10.q', 'level': 168, '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': [2, 3, 7], 'level_radical': 42, 'mf_dim': 592, 'mf_new_dim': 72, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 36, 'sturm_bound': 320, 'trace_bound': 3, 'trace_display': [0, 162, 0, 5904], 'traces': [72, 0, 162, 0, 0, 0, 5904, 0, -236196, 0, -56924, 0, 131180, 0, 38556, 0, -58748, 0, 2512078, 0, -1018980, 0, 2753268, 0, -12048030, 0, -2125764, 0, -2650760, 0, -1482768, 0, -6668730, 0, -35053572, 0, -12815154, 0, -9587970, 0, 10901976, 0, 47309180, 0, 0, 0, 0, 0, 219508340, 0, 21609180, 0, 74524868, 0, -207726852, 0, -95387220, 0, 274653696, 0, -105549972, 0, -57277530, 0, -390490864, 0, -200641662, 0, 216857736, 0, 196376464, 0, -827069030, 0, 173375478, 0, 503010852, 0, 643226524, 0, -1549681956, 0, -2817971672, 0, -83593576, 0, 297412722, 0, 340434656, 0, -202631802, 0, -835347654, 0, 116303840, 0, -329292524, 0, 746956728, 0, 2608759988, 0, -3547824470, 0, -1077424254, 0, -3303067168, 0, 574563770, 0, 3489202332, 0, 4026317576, 0, -2043638668, 0, -430335990, 0, 5801340356, 0, -851460366, 0, 968632668, 0, -20003166792, 0, -6530538600, 0, -2987388702, 0, 4436552700, 0, -11732059430, 0, -126482958, 0, -2758054104, 0, -11983039596, 0, -6119444376, 0, -18055432856, 0, 3169036634, 0, -346451094, 0, 14585210488, 0, 4374687862, 0, 770891256, 0, -46619262680, 0, -932676092, 0, -3667413510, 0, -14982569712, 0, -8087249684, 0, 7339029300, 0, -5027655736, 0, 38768046076, 0, 16481743758, 0, 7436330408, 0, -72070216968, 0, -19885023558, 0, 17572976524, 0, 53172392372, 0, 50003857008, 0, 30342348248, 0, 23318103700, 0, 3342763890, 0, -4008426708, 0, 28086160808, 0, -69403230000, 0, -79382165680, 0, 40657484496, 0, -18447398622, 0, 144913686400, 0, -66290588760, 0, 18064191348, 0, 24704351216, 0, -140880547536, 0, -67841316396, 0, 42359557800, 0, 95779081898, 0, 59912570322, 0, -63252246592, 0, -176630062308, 0, 158094249660, 0, 513818956, 0, -12452298938, 0, -144592594236, 0, 64281742352, 0, -47749009056, 0, 199290909924, 0, 233327357856, 0, -92635990018, 0, 6973568802, 0, 47664865804, 0, 158818495786, 0, -18397288458, 0, -188008520032, 0, 123719614232, 0, 38444428332, 0, 14078613900, 0, 138465476490, 0, 8695818180, 0, 164401128924, 0, 178129881244, 0, -44202532680, 0, 467765297728, 0, -188703552930, 0, 27912918492, 0, -594375944020, 0, -121680588218, 0, 19456881696, 0, -267011636224, 0, 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37082852511620, 0, -11658847469054, 0, -15383576212380, 0, -73776962167504, 0, -62621614406552, 0, 20334926626632, 0, -8234665767096, 0, -26295558506858, 0, -26895912870078, 0, 16880275978196, 0, 20316029121086, 0, 44685902804724, 0, 10505938291912, 0, -32363295748, 0, 9244356069996, 0, -22291899784376, 0, -22193332737388, 0, -15725328996150, 0, -74842085910080, 0, -5795854911960, 0, -7598326106340, 0, -31151694540820, 0, 11035490918212, 0, 274228726068, 0, 29968264685220, 0, 87524931713904, 0, -19884592793520, 0, 6970659083140, 0, -26566123363290, 0, -5240905049394, 0, -26766729408404, 0, -13946398159968, 0, -3902649738084, 0, -86354726437296, 0, 33317686574624, 0, -15509896710624, 0, 16785132433636, 0, 20615708280052, 0, 3260217272112, 0, 69720214250728, 0, 59742023730544, 0, 2233591778016, 0, 69317071083604, 0, -10364483369900, 0, -430065374994, 0, -33770876208900, 0, -60255051994456, 0, -5035601165544, 0, 21192418749396, 0, -11059890844146, 0, 2056888813374, 0, -22228471073448, 0, 15069939005056, 0, 35788559944104, 0, 99759780767176, 0, -255749022806, 0, -20699238755718, 0, 23487348708312, 0, -30347534388140, 0, -5480715957894, 0, -30825274644696, 0, 35091243204524, 0, 24930342113076, 0, -17214118905916, 0, -93101732066746, 0, -9223325871678, 0, -9995349230992, 0, 151844891972164, 0, -1526138988480, 0, -21239436111428, 0, 89224935763328, 0, -30267995342688, 0, -14748761946668, 0, -10397039792124, 0, 17172739453860, 0, -41684368147616, 0, -13515766839418, 0, 1080244124982, 0, -123180839980080, 0, -23064828078676, 0, 7058820564738, 0, -4225046639744, 0, -75361884963100, 0, -6489529006212, 0, -1935568647760, 0, 11045656028104, 0, -2450391546204, 0, 18327434119700, 0, 132471676528752, 0, 47208157601472, 0, 23436212470768, 0, 43888007461580, 0, -13510639733076, 0, -29138379276580, 0, -20808072537950, 0, -34232148562536, 0, -27438731580216, 0, 23182290168998, 0, 30262250309472, 0, 62192222379004, 0, -60141864330274, 0, -23416534313658, 0, 54382718576200, 0, 128610630807396, 0, -23277276347670, 0, 54404600900176, 0, -8740397620696, 0, 303774151284, 0, -26942504434684, 0, 23547274381256, 0, -69473692902780, 0, 9960899505772, 0, -35423073206368, 0, -1721598867972, 0, 110391910211660, 0, -19167433859034, 0, 94648544245116, 0, 39512278027816, 0, 8860034121312, 0, 53986636160028, 0, 82432678839128, 0, -80995335331056, 0, -21671423689248, 0, -31218285518656, 0, -100247412994824, 0, 27331147249056, 0, -79723080296816, 0, -137001212693838, 0, -24684197740218, 0, 94553222382328, 0, 178522857270984, 0, -7539425789940, 0, -1809786855296, 0, 47022863762108, 0, 34158932016156, 0, -85753894591224, 0, -4752506885504, 0, -182486625324948, 0, 151545669333168, 0, 82013028548862, 0, -11446328250126, 0], 'weight': 10, 'weight_parity': 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: 140749
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 17, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '168.10.q.a', 'source_level': 168, 'target_char_orbit': 17, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '168.10.q.a', 'target_level': 168, 'twist_class_label': '168.10.q.a', 'twist_class_level': 168, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 140750
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 17, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '168.10.q.a', 'source_level': 168, 'target_char_orbit': 17, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '168.10.q.a', 'target_level': 168, 'twist_class_label': '168.10.q.a', 'twist_class_level': 168, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 434850
    {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 1099679400104, 'p': 2}
  • id: 434851
    {'charpoly_factorization': [[[6561, 81, 1], 8]], 'hecke_orbit_code': 1099679400104, 'p': 3}
  • id: 434852
    {'charpoly_factorization': [[[46720301593855648975055433873349276543871044000000, -71835107738485315530250464368354260169744000000, 305751181058236720986517248165397782173520000, 149434218550642153354093733923471089984000, 742759962447039048112163602705720311600, 246583602672784389132040918719946560, 754474625415673479430950070307336, 228169389773960817537972135296, 526652359917110168842672713, 103437168123405969531692, 208655475145450500110, 29033262715476528, 59606728776375, 4374788592, 9351798, 196, 1], 1]], 'hecke_orbit_code': 1099679400104, 'p': 5}
  • id: 434853
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  • id: 434854
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  • id: 434856
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  • id: 434858
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  • id: 434859
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  • id: 434860
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  • id: 434861
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  • id: 434862
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  • id: 434863
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  • id: 434864
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  • id: 434865
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  • id: 434866
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  • id: 434867
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  • id: 434868
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  • id: 434869
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  • id: 434870
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  • id: 434871
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  • id: 434872
    {'charpoly_factorization': [[[-118845060518645135698413536627370007218992369485357657178479888955376, -2296238100383212285870997834165162848025502863032858317196800, -589431133994609639704469418241275104465613006872616, 60636132952374840233839553898540789076666000, 100453782137099606172893061282621185, -342472135713880737304540508, -641439643537176866, 569471636, 1], 2]], 'hecke_orbit_code': 1099679400104, 'p': 83}
  • id: 434873
    {'charpoly_factorization': [[[47365792207836530220098896486486890120204779939593077107257797726839220034973422810811188862225250195914499312980056054632546862614183936, -1256232654538659936744665445347826206028594100175850729596483085581944006075667201774986284761352069051569540752746270963938623488, 25579699306644843534574487390060121838439381828414097318406794572799211100443703796519256627195538488337802877299691880448, -221653886922403905177189338484083048882222820640559236045344041454121826880288685442404467870672760872676444078080, 1577126237466730687076246077773900122328567509509275721252650639800757229099352610700456171945379323969536, -3724429414328975794246455007243517166663428144299851267844480290401759695955021923214210369323008, 17063656639259658705965252839201905105357322194893858264338634728136986358499045609259008, -18169077564434001517326999269988197484299096514360469057480123839792969178632192, 143418606060997543456437484237991446427714444592377036761468584610236672, -50921812566509031738832349176130145134595610870224111982502400, 523709799088685017803926063810349316773752461137062272, 51353550946811063330619185241722219588171520, 1443186754898658847058033054229749616, 149934897938205451865502464, 1419861719171100792, -236796360, 1], 1]], 'hecke_orbit_code': 1099679400104, 'p': 89}
  • id: 434874
    {'charpoly_factorization': [[[-736854741845620077708726506691761143081245404231747615744743420265328, -28125127406239448671807057436787252285575724224094038333559840, -219841184261712409012031282667334257205300090837384616, 216611132618918880800368242266671643380898152, 2083389237482969169650701065488613857, 727523443938265322239676692, -2700848498527192642, -669899732, 1], 2]], 'hecke_orbit_code': 1099679400104, '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': 17, 'hecke_orbit': 1, 'label': '168.10.q.a', 'level': 168, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12323952
    {'hecke_orbit_code': 1099679400104, 'n': 1, 'trace_an': 16}
  • id: 12323953
    {'hecke_orbit_code': 1099679400104, 'n': 2, 'trace_an': 0}
  • id: 12323954
    {'hecke_orbit_code': 1099679400104, 'n': 3, 'trace_an': -648}
  • id: 12323955
    {'hecke_orbit_code': 1099679400104, 'n': 4, 'trace_an': 0}
  • id: 12323956
    {'hecke_orbit_code': 1099679400104, 'n': 5, 'trace_an': -196}
  • id: 12323957
    {'hecke_orbit_code': 1099679400104, 'n': 6, 'trace_an': 0}
  • id: 12323958
    {'hecke_orbit_code': 1099679400104, 'n': 7, 'trace_an': -168}
  • id: 12323959
    {'hecke_orbit_code': 1099679400104, 'n': 8, 'trace_an': 0}
  • id: 12323960
    {'hecke_orbit_code': 1099679400104, 'n': 9, 'trace_an': -52488}
  • id: 12323961
    {'hecke_orbit_code': 1099679400104, 'n': 10, 'trace_an': 0}
  • id: 12323962
    {'hecke_orbit_code': 1099679400104, 'n': 11, 'trace_an': 32460}
  • id: 12323963
    {'hecke_orbit_code': 1099679400104, 'n': 12, 'trace_an': 0}
  • id: 12323964
    {'hecke_orbit_code': 1099679400104, 'n': 13, 'trace_an': 119048}
  • id: 12323965
    {'hecke_orbit_code': 1099679400104, 'n': 14, 'trace_an': 0}
  • id: 12323966
    {'hecke_orbit_code': 1099679400104, 'n': 15, 'trace_an': 31752}
  • id: 12323967
    {'hecke_orbit_code': 1099679400104, 'n': 16, 'trace_an': 0}
  • id: 12323968
    {'hecke_orbit_code': 1099679400104, 'n': 17, 'trace_an': 208352}
  • id: 12323969
    {'hecke_orbit_code': 1099679400104, 'n': 18, 'trace_an': 0}
  • id: 12323970
    {'hecke_orbit_code': 1099679400104, 'n': 19, 'trace_an': 914588}
  • id: 12323971
    {'hecke_orbit_code': 1099679400104, 'n': 20, 'trace_an': 0}
  • id: 12323972
    {'hecke_orbit_code': 1099679400104, 'n': 21, 'trace_an': -428652}
  • id: 12323973
    {'hecke_orbit_code': 1099679400104, 'n': 22, 'trace_an': 0}
  • id: 12323974
    {'hecke_orbit_code': 1099679400104, 'n': 23, 'trace_an': 460920}
  • id: 12323975
    {'hecke_orbit_code': 1099679400104, 'n': 24, 'trace_an': 0}
  • id: 12323976
    {'hecke_orbit_code': 1099679400104, 'n': 25, 'trace_an': -3040180}
  • id: 12323977
    {'hecke_orbit_code': 1099679400104, 'n': 26, 'trace_an': 0}
  • id: 12323978
    {'hecke_orbit_code': 1099679400104, 'n': 27, 'trace_an': 8503056}
  • id: 12323979
    {'hecke_orbit_code': 1099679400104, 'n': 28, 'trace_an': 0}
  • id: 12323980
    {'hecke_orbit_code': 1099679400104, 'n': 29, 'trace_an': -16376136}
  • id: 12323981
    {'hecke_orbit_code': 1099679400104, 'n': 30, 'trace_an': 0}
  • id: 12323982
    {'hecke_orbit_code': 1099679400104, 'n': 31, 'trace_an': -944064}
  • id: 12323983
    {'hecke_orbit_code': 1099679400104, 'n': 32, 'trace_an': 0}
  • id: 12323984
    {'hecke_orbit_code': 1099679400104, 'n': 33, 'trace_an': 2629260}
  • id: 12323985
    {'hecke_orbit_code': 1099679400104, 'n': 34, 'trace_an': 0}
  • id: 12323986
    {'hecke_orbit_code': 1099679400104, 'n': 35, 'trace_an': -15546664}
  • id: 12323987
    {'hecke_orbit_code': 1099679400104, 'n': 36, 'trace_an': 0}
  • id: 12323988
    {'hecke_orbit_code': 1099679400104, 'n': 37, 'trace_an': -9826516}
  • id: 12323989
    {'hecke_orbit_code': 1099679400104, 'n': 38, 'trace_an': 0}
  • id: 12323990
    {'hecke_orbit_code': 1099679400104, 'n': 39, 'trace_an': -4821444}
  • id: 12323991
    {'hecke_orbit_code': 1099679400104, 'n': 40, 'trace_an': 0}
  • id: 12323992
    {'hecke_orbit_code': 1099679400104, 'n': 41, 'trace_an': 11449216}
  • id: 12323993
    {'hecke_orbit_code': 1099679400104, 'n': 42, 'trace_an': 0}
  • id: 12323994
    {'hecke_orbit_code': 1099679400104, 'n': 43, 'trace_an': -6933624}
  • id: 12323995
    {'hecke_orbit_code': 1099679400104, 'n': 44, 'trace_an': 0}
  • id: 12323996
    {'hecke_orbit_code': 1099679400104, 'n': 45, 'trace_an': -1285956}
  • id: 12323997
    {'hecke_orbit_code': 1099679400104, 'n': 46, 'trace_an': 0}
  • id: 12323998
    {'hecke_orbit_code': 1099679400104, 'n': 47, 'trace_an': 26549360}
  • id: 12323999
    {'hecke_orbit_code': 1099679400104, 'n': 48, 'trace_an': 0}
  • id: 12324000
    {'hecke_orbit_code': 1099679400104, 'n': 49, 'trace_an': 83657504}
  • id: 12324001
    {'hecke_orbit_code': 1099679400104, 'n': 50, 'trace_an': 0}
  • id: 12324002
    {'hecke_orbit_code': 1099679400104, 'n': 51, 'trace_an': 16876512}
  • id: 12324003
    {'hecke_orbit_code': 1099679400104, 'n': 52, 'trace_an': 0}
  • id: 12324004
    {'hecke_orbit_code': 1099679400104, 'n': 53, 'trace_an': -15354476}
  • id: 12324005
    {'hecke_orbit_code': 1099679400104, 'n': 54, 'trace_an': 0}
  • id: 12324006
    {'hecke_orbit_code': 1099679400104, 'n': 55, 'trace_an': 134121944}
  • id: 12324007
    {'hecke_orbit_code': 1099679400104, 'n': 56, 'trace_an': 0}
  • id: 12324008
    {'hecke_orbit_code': 1099679400104, 'n': 57, 'trace_an': -148163256}
  • id: 12324009
    {'hecke_orbit_code': 1099679400104, 'n': 58, 'trace_an': 0}
  • id: 12324010
    {'hecke_orbit_code': 1099679400104, 'n': 59, 'trace_an': 18404996}
  • id: 12324011
    {'hecke_orbit_code': 1099679400104, 'n': 60, 'trace_an': 0}
  • id: 12324012
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    {'hecke_orbit_code': 1099679400104, 'n': 929, 'trace_an': 31615313560680}
  • id: 12324199
    {'hecke_orbit_code': 1099679400104, 'n': 937, 'trace_an': -136593455840208}
  • id: 12324200
    {'hecke_orbit_code': 1099679400104, 'n': 941, 'trace_an': -48770193831004}
  • id: 12324201
    {'hecke_orbit_code': 1099679400104, 'n': 947, 'trace_an': 161306759161432}
  • id: 12324202
    {'hecke_orbit_code': 1099679400104, 'n': 953, 'trace_an': -122810212567520}
  • id: 12324203
    {'hecke_orbit_code': 1099679400104, 'n': 961, 'trace_an': 151389957231384}
  • id: 12324204
    {'hecke_orbit_code': 1099679400104, 'n': 967, 'trace_an': 26787382708576}
  • id: 12324205
    {'hecke_orbit_code': 1099679400104, 'n': 971, 'trace_an': -60000377977292}
  • id: 12324206
    {'hecke_orbit_code': 1099679400104, 'n': 977, 'trace_an': 151097370923632}
  • id: 12324207
    {'hecke_orbit_code': 1099679400104, 'n': 983, 'trace_an': -24630739306096}
  • id: 12324208
    {'hecke_orbit_code': 1099679400104, 'n': 991, 'trace_an': 17301648958320}
  • id: 12324209
    {'hecke_orbit_code': 1099679400104, 'n': 997, 'trace_an': -81260545069148}