Embedded newform data - 6223.2.a.t.1.38

Formats: - HTML - YAML - JSON - 2025-09-28T07:16:55.864252

• 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': 24892, 'analytic_conductor': 49.69090517784278, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 1], [127, -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': [6223, 1, [5589, 638], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 74, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-1719, 25101, -36087, -759355, 2217008, 7243926, -26009693, -30204259, 139742233, 50613171, -419422197, 24043651, 769927338, -245929212, -912444820, 468213724, 720388547, -497147355, -381643880, 343821306, 131237616, -163986184, -24937032, 55196946, -80908, -13144588, 1516619, 2176405, -460041, -238841, 74210, 15382, -7121, -349, 384, -18, -9, 1]], [3, [-134217728, 0, 423624704000, 0, -70172167634944, 0, 4256458226008064, 0, -117265275110817792, 0, 1709801155781525504, 0, -14656358493977624576, 0, 81397951376632111104, 0, -314939469701420894720, 0, 894164931634194978048, 0, -1934213202417597578400, 0, 3277787708156110893152, 0, -4444571589681121457992, 0, 4902047987372072723857, 0, -4455082484844467876652, 0, 3371165986638393914279, 0, -2141937509323149079050, 0, 1150555791024731865835, 0, -525400048276736875390, 0, 204869274153262317569, 0, -68447519351819853640, 0, 19643556918546292074, 0, -4850230163912156356, 0, 1031079314254018816, 0, -188673256332489500, 0, 29681046684784180, 0, -4004695553284586, 0, 461723652839110, 0, -45251381003516, 0, 3742615266053, 0, -258672650586, 0, 14742540138, 0, -680248766, 0, 24758207, 0, -683684, 0, 13454, 0, -168, 0, 1]], [5, [-1138086734186925785088, 0, 31174232612984296833024, 0, -379325729642358385410048, 0, 2730777629406296856723456, 0, -13097658017953011206094848, 0, 44773315449069890403123200, 0, -114106784259962485907191808, 0, 224045030412372624740947456, 0, -347551825135482445273531520, 0, 434483124192046659849286784, 0, -444727486424518835235484322, 0, 377549168018254267822487976, 0, -268642627206731945649637152, 0, 161598187827118921316777873, 0, -82759977277950907977782078, 0, 36293067265556712942207353, 0, -13691839605664854011077768, 0, 4459957739715579200941980, 0, -1257920119005967390643068, 0, 307829716403609279034376, 0, -65443330921455194025806, 0, 12094031316438164926486, 0, -1942553369807107660606, 0, 270955569976609010289, 0, -32766714948054530422, 0, 3426778106007379447, 0, -308838588576136820, 0, 23874096893928475, 0, -1573231650403556, 0, 87667108099066, 0, -4087811264372, 0, 157290224885, 0, -4900763828, 0, 120408839, 0, -2243066, 0, 29747, 0, -250, 0, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568392953600079, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6223.2.a.t', 'level': 6223, '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': [7, 127], 'level_radical': 889, 'minimal_twist': '6223.2.a.t', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 74, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6223.2.a', 'trace_display': [18, 0, 0, 0], 'traces': [74, 18, 0, 86, 0, 0, 0, 54, 114, 0, 28, 0, 0, 0, 32, 118, 0, 54, 0, 0, 0, 20, 64, 0, 130, 0, 0, 0, 36, 68, 0, 146, 0, 0, 0, 162, 48, 0, 24, 0, 0, 0, 36, 76, 0, 40, 0, 0, 0, 94, -40, 0, 136, 0, 0, 0, 112, -44, 0, 116, 0, 0, 0, 150, 128, 0, 56, 0, 0, 0, 60, 58, 0, 116, 0, 0, 0, 76, 24, 0, 274, 0, 0, 0, 48, 0, 0, 76, 0, 0, 0, 192, 104, 0, 64, 0, 0, 0, 72, -54, 0, 60, 0, 0, 0, 36, 100, 0, 36, 0, 0, 0, 328, -120, 0, 84, 0, 0, 0, 188, 154, 0, 96, 0, 0, 0, 74, 254, 0, 52, 0, 0, 0, 40, 4, 0, 356, 0, 0, 0, -16, 64, 0, 322, 0, 0, 0, 148, 104, 0, 32, 0, 0, 0, 128, -356, 0, 184, 0, 0, 0, 50, 20, 0, 8, 0, 0, 0, 114, -156, 0, 148, 0, 0, 0, 144, 132, 0, 156, 0, 0, 0, -60, 8, 0, 68, 0, 0, 0, -56, 212, 0, 104, 0, 0, 0, 120, -224, 0, 246, 0, 0, 0, -172, -100, 0, 224, 0, 0, 0, 24, 288, 0, 88, 0, 0, 0, 332, -108, 0, 192, 0, 0, 0, 386, -176, 0, 200, 0, 0, 0, 12, 300, 0, 56, 0, 0, 0, -68, 348, 0, 234, 0, 0, 0, -72, 88, 0, 172, 0, 0, 0, -28, 18, 0, 198, 0, 0, 0, 108, -160, 0, 348, 0, 0, 0, -92, -112, 0, 376, 0, 0, 0, 144, 172, 0, 124, 0, 0, 0, 112, -280, 0, 284, 0, 0, 0, 318, 182, 0, 176, 0, 0, 0, -76, -28, 0, 188, 0, 0, 0, 172, 84, 0, 248, 0, 0, 0, -96, -240, 0, 20, 0, 0, 0, 148, 204, 0, 44, 0, 0, 0, 144, 150, 0, -60, 0, 0, 0, 0, -112, 0, 344, 0, 0, 0, 88, 274, 0, 144, 0, 0, 0, -44, 256, 0, 196, 0, 0, 0, -184, -56, 0, -128, 0, 0, 0, 0, 56, 0, 178, 0, 0, 0, 228, -316, 0, 404, 0, 0, 0, 408, 84, 0, 140, 0, 0, 0, -216, -36, 0, 156, 0, 0, 0, 180, 268, 0, 236, 0, 0, 0, 136, -300, 0, 144, 0, 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• 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

  
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-0.23723566312276134, -0.3267001654093268, -0.12758551818108088, -0.2123262795209185, -0.23373891101679167, -0.157001418510691, -0.19909718994620737, -0.43223473617871794, -0.14806767867810927, -0.39797972498769707, -0.33310419113782685, -0.2089807333900304, -0.22014139111268224, -0.28724507052501796, -0.16541055038177405, -0.12884133204728138, -0.20884116554007165, -0.31987458666051666, -0.3595667679213273, -0.1829491450578747, -0.339086978557971, -0.10836243048499222, -0.1534930911876054, -0.30993889467212155, -0.25139129368942403, -0.18316153351995407, -0.20365147591075183, -0.33256103042012014, -0.3064763098065974, -0.2041057604223851, -0.12213854263334065, -0.27691624775744317, -0.1952810558737362, -0.3530811183774193, -0.3445791558667252, -0.17969807316649358, -0.26669666757758903, -0.23533887700255554, -0.24794194776524175, -0.30316903084622776, -0.302360875582302, -0.04323029103783803, -0.3104768298213016, -0.370620592204058, -0.2640873280756438, -0.1652311917490327, -0.29776230956843, -0.3269612771740572, -0.2724371902710432, -0.2613788677378694, -0.3671252070094332, -0.2570219461618603, -0.33986494294492275, -0.08664892355084679, -0.2585731951783347, -0.19171923478359265, -0.42393981621307925, -0.25777909395416854, -0.3555984653330836, -0.3772327126794193, -0.28928829871320544, -0.2805994423793799, -0.25249866141646404, -0.3570737550242918, -0.25255920598985154, -0.43757732778955566, -0.12075782837309389, -0.1545248914827691, -0.34960080625860396, -0.33910287974265685, -0.32009965952253244, -0.1671108825056873, -0.3942736006562497, -0.33278229956724015, -0.22551787480755583, -0.3194341753510476, -0.23955087769504646, -0.08607312283487097, -0.31166498449906577, -0.13083693044378208, -0.1386781142051451, -0.22750921869021531, -0.1155960871037701, -0.13656187101299144, -0.12129120007352016, -0.22544210709221915, -0.1857345283279015, -0.21610514324621938, -0.252946540822858, -0.40947404087649153, -0.11685827370670143, -0.16099197417098188, -0.3608286605241316, -0.28137223342419365, -0.3153637966858591, -0.2618345103976826, -0.26621063980801873, -0.16135235120855768, -0.303523878205206, -0.1922191684790067, -0.3287298722938224, -0.3663457379161842, -0.332369207379677, -0.2862399481596746, -0.18562554078109475, -0.3187954673671644, -0.24145771058076967, -0.3095549935089131, -0.282093521279264, -0.2751398210232525, -0.2994922827703521, -0.3091611459793864, -0.42982667809917907, -0.3167437524009264, -0.22447214852136138, -0.14903571872295243, -0.2782254499265405, -0.2150108126402407, -0.32535486288078613, -0.18399700718534814, -0.19088682357725356, -0.30651195126786657, -0.21957483304113448, -0.12779898991381491, -0.3100369171944833, -0.10499563059767221, -0.22698946795388295, -0.23924642696318327, -0.18451449142437604, -0.13183981241681406, -0.17971084575003657, -0.3129391542864106, -0.19055719522132095, -0.23714962213997565, -0.20139963232447441, -0.16610941490266262, -0.13291261817743366, -0.22661478972566743, -0.2994671585361058, -0.33147405940567043, -0.1734707641189124, -0.22677435479816244, -0.35318579499334574, -0.07874234054400488, -0.21346845816617221, -0.1888782733573544, -0.4373382918221014, -0.18371517926723105, -0.1970380716277568, -0.324140216253193, -0.23599306981069196, -0.13420480023270007, -0.23262741132811265, -0.29799125681345534, -0.23532401772957875, -0.1494339718090486, -0.17641016670604837, -0.1640622257734024, -0.28738949304801137, -0.2062981490213478, -0.18091209272475972, -0.23720223131802015, -0.27582846441110176, -0.2519482369455755, -0.21526107163304475, -0.22591255022352696, -0.09017087936363484, -0.33572881778849906, -0.0912757698897577, -0.30223999856449996, -0.21194078556848148, -0.34478829066402455, -0.20278512137359786, -0.300154630533584, -0.2936657921797618, -0.2327372636189589, -0.12339225673611308, -0.12850674636583065, -0.27432055086525914, -0.1734205364164726, -0.17081988575646642, -0.22209647786094175, -0.34697714925266165, -0.22197683169994986, -0.19104539165316187, -0.3289361711148355, -0.18959836251619594, -0.33763675814768335, -0.07865303440808986, -0.12708438030777397, -0.2871772472237968, -0.3462644872783856, -0.42392459726525145, -0.2915596492965226, -0.2843798890623288, -0.15856085402237952, -0.2797973378392012, -0.20197775266538048, -0.24615417840379156, -0.25995086016280977, -0.2503817302486176, -0.17813358977873595, -0.13518134090043402, -0.1610119475008445, -0.38289457046936815, -0.3737771515962335, -0.21406408782136446, -0.44204221423581797, -0.28705585344988743, -0.4538310844929891, -0.12465512305298866, -0.2947464579671988, -0.13095276788140525, -0.1963720605815924, -0.38994101257253505, -0.12392009585718755, -0.274323823068457, -0.40364026092742067, -0.27145124323768355, -0.21550957074785068, -0.25309964645761907, -0.1569491962873546, -0.13164048189267114, -0.43445296437560904, -0.22130663250677104, -0.22281996099028611, -0.27676185192598524, -0.19448853651321144, -0.18361860154497261, -0.27483741426542213, -0.12508827279359833, -0.3737377226632605, -0.34088665847007266, -0.24048585056397526, -0.2965449852844746, -0.32494634976588777, -0.19356674914244437, -0.2692744168749182], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 38, 'dual_embedding_m': 38, 'embedding_index': 38, 'embedding_m': 38, 'hecke_orbit': 20, 'hecke_orbit_code': 85568392953600079, 'label': '6223.2.a.t.1.38', 'level': 6223, 'weight': 2}
• mf_newspaces •

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

  
  {'ALdims': [96, 116, 117, 102], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 4, 4, 4], 'ALdims_old': [42, 41, 40, 35], 'Nk2': 24892, 'analytic_conductor': 49.69090517784278, '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': [6223, 1, [5589, 638], [1, 1]], 'conrey_index': 1, 'cusp_dim': 589, 'dim': 431, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3, 5], 'hecke_orbit_code': 33560655, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 4, 4, 7, 12, 15, 16, 20, 26, 34, 38, 38, 40, 40, 54, 74], 'label': '6223.2.a', 'level': 6223, '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': [7, 127], 'level_radical': 889, 'mf_dim': 604, 'mf_new_dim': 431, 'num_forms': 20, 'plus_dim': 198, 'prim_orbit_index': 1, 'relative_dim': 431, 'sturm_bound': 1194, 'trace_bound': 5, 'trace_display': [2, 4, 4, 0], 'traces': [431, 2, 4, 436, 4, 6, 0, 0, 437, 4, 0, 4, 6, 0, 10, 446, 4, 6, 10, 28, 0, -6, -2, 10, 441, -4, 16, 0, 2, -2, 16, -3, 10, 33, 0, 440, 16, -25, -28, 20, 20, 0, -18, -3, 22, -14, -10, 34, 0, 34, -42, -29, 26, 12, -6, 0, -6, 10, -4, -8, 10, -23, 0, 424, 42, -62, -8, 22, -8, 0, -22, 10, 30, 17, 64, 36, 0, -4, 10, 28, 463, -40, 6, 0, -2, 0, 0, -61, 26, 4, 0, -34, -48, -54, -28, -26, 54, 0, 66, 398, 6, -20, -26, 45, 0, -18, 44, 86, -10, 14, 14, 0, 22, 98, 14, -32, 14, -24, 0, -98, 425, -19, 36, 62, -24, 0, 5, 24, 26, 22, -56, 32, 0, 56, 36, 124, 98, 18, -8, 0, 42, -57, -8, 456, 24, -24, 0, 16, -62, 40, -36, -60, 26, 0, 64, -268, -20, -30, -46, 60, 0, -36, -32, 25, -106, 92, -40, 0, 433, -144, 44, -72, -72, 54, 0, -68, 24, -22, 26, 94, 28, 0, 16, 174, 46, -28, -86, -33, 0, 30, 32, -50, -14, 2, -44, 0, 40, 16, 14, -14, 100, -6, 0, 98, -20, -46, 8, -82, 10, 0, -6, 56, -92, 59, -52, -18, 0, 60, -132, 14, 42, 10, 0, 0, 557, 122, 70, -70, 70, 230, 0, 10, 12, 26, -56, -118, -66, 0, -12, 56, 126, 3, -38, -82, 0, -206, -12, -64, -32, 30, -20, 0, -66, 8, -144, 566, 8, 40, 0, 116, -140, 24, 42, -60, 118, 0, 44, -62, -94, -40, -64, 117, 0, 74, 30, -88, 32, -20, 112, 0, -14, -192, -60, 38, -20, -147, 0, 15, 423, -122, 24, 211, -10, 0, -110, -70, 78, -75, 0, -26, 0, -78, -90, 17, 14, 81, -54, 0, -82, -186, 22, -106, 92, 34, 0, 167, 212, -8, -98, 134, 56, 0, 102, 364, 16, -276, 54, -211, 0, -232, -132, -36, -40, 100, 100, 0, -60, 17, -58, 54, -30, -123, 0, -206, 42, -16, 0, 138, 2, 0, -162, -276, -104, -48, -62, -40, 0, -149, -130, 8, 355, 4, 64, 0, 154, 12, -84, -92, -4, -26, 0, -202, -102, 151, -84, 59, -10, 0, -66, 96, -10, 194, -114, 190, 0, 176, -122, 74, 0, -86, 10, 0, 104, -16, -84, 15, -32, -86, 0, 652, 100, -182, -126, -2, 86, 0, 84, -56, 62, 152, -70, -151, 0, -158, -274, 108, -10, -25, 10, 0, 76, 80, -120, 106, -44, -228, 0, -76, -162, -146, 106, 210, 62, 0, -162, 202, -28, -42, -18, 66, 0, 67, 130, 204, 174, 80, 26, 0, 50, 154, -40, -67, 218, -52, 0, 304, -40, -12, 24, 38, -88, 0, -254, -240, -66, 254, 62, 29, 0, -104, -34, -106, 216, -74, -36, 0, 258, -334, -130, -744, 116, 48, 0, 346, 82, -74, -230, 18, 92, 0, -152, -44, 28, -101, -78, 91, 0, -44, -10, 116, 118, 98, 20, 0, 114, -246, 42, 10, 84, 230, 0, 26, -26, -164, -148, 130, -194, 0, -44, -48, 176, -436, -62, -150, 0, -35, -158, 246, 353, -18, 28, 0, -194, -274, 24, 290, -168, -235, 0, -322, 28, -86, 106, 168, -240, 0, 6, 332, -64, -472, 28, -96, 0, -124, 28, -86, -62, -41, 124, 0, 212, 172, -4, -184, -84, 112, 0, -322, -204, -192, -218, -226, -62, 0, 210, 680, 48, 280, -60, -88, 0, 134, -86, -35, 32, 58, -62, 0, -58, 20, -16, -109, -134, -134, 0, 14, -94, 76, -130, 100, 88, 0, -2, -262, -12, -410, 76, 38, 0, -18, -138, -28, -58, -4, 0, 0, 12, 490, 40, 190, -18, -312, 0, -830, 299, -54, -24, -193, -122, 0, -194, 259, -244, -178, -20, -296, 0, 26, 152, 46, 64, 34, 40, 0, -442, -120, 90, 48, 190, 90, 0, -40, 12, -328, -36, -106, 188, 0, -200, -244, -86, -342, 76, 332, 0, -103, -164, -218, 26, 6, -88, 0, 150, -134, 36, 428, 154, 298, 0, -544, -108, 233, 166, 276, -48, 0, -84, -142, 72, -602, 164, -310, 0, -240, -96, 2, 108, 272, -28, 0, 260, -438, 144, -682, -222, -101, 0, 18, -38, -238, 14, 194, 126, 0, -270, -208, 146, -412, -154, -232, 0, -160, -246, 362, 156, -50, 164, 0, 377, -136, -18, -72, 134, -197, 0, 264, -100, -144, 342, -158, -72, 0, -416, -310, 88, -494, 150, -183, 0, -238, 212, 16, 74, -148, -196, 0, -158, 350, -20, -124, -26, -6, 0, -50, -160, -92, -184, 174, 92, 0, -262, -20, 46, -174, 154, -18, 0, -42, -260, 132, -244, -272, -56, 0, 178, 34, 194, 39, 128, -22, 0, -481, 298, 39, -10, -81, 134, 0, -88, 99, 12, -214, -294, 222, 0, -221, 24, -206, 214, 14, -12, 0, -206, -339, -172, 158, 160, 160, 0, -494, -132, 128, -268, -135, -92, 0, -236, -82, 14, -632, 50, -106, 0, 48, 152, 243, -70, -259, 40, 0, 527, 394, -146, -217, 244, -126, 0, 434, 194, 181, -218, -296, -218, 0, -336, -90, -24, 304, -104, 74, 0, -260, 60, -16, 256, -213, 14, 0, -36, -144, -56, 402, 164, 88, 0, -170, -490, 254, -10, -154, 60, 0, 270, -175, 160, 203, 134, -122, 0, 586, 132, -112, 194, -332, 86, 0, -84, 90, 72, 640, -58, -39, 0, 263, 154, 12, -144, 298, 108, 0, -286, 276, 62, 194, -38, 128, 0, 318, -136, 516, -96, 98, 414, 0, 152, 719, -302, -356, 140, 246, 0, 112, 140, 158, 610, 227, 138, 0, -98, -328, -172, -376, 70, -216, 0, -98, 78, -266, 58, 157, 60, 0, 216, -94, -222, 248, -14, -360, 0, 470, 369, 405, -390, 256, 106, 0, 314, 420, 148, 254, -154, 222, 0, 68, -378, 95, 162, 348, 204, 0, -134, -220, -88, -466, -180, -8, 0, 233, -42, 18, -108, -482, 58, 0, -132, 74, 216, 722, -276, 76], 'weight': 2, '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: 48266666
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 74, 'source_embedding_index': 38, 'source_hecke_orbit_code': 85568392953600079, 'source_is_minimal': True, 'source_label': '6223.2.a.t.1.38', 'source_level': 6223, 'target_conrey_index': 1, 'target_dim': 74, 'target_embedding_index': 38, 'target_hecke_orbit_code': 85568392953600079, 'target_is_minimal': True, 'target_label': '6223.2.a.t.1.38', 'target_level': 6223, 'twist_class_label': '6223.2.a.t.1.37', 'twist_class_level': 6223, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 48266667
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 74, 'source_embedding_index': 38, 'source_hecke_orbit_code': 85568392953600079, 'source_is_minimal': True, 'source_label': '6223.2.a.t.1.38', 'source_level': 6223, 'target_conrey_index': 1, 'target_dim': 74, 'target_embedding_index': 37, 'target_hecke_orbit_code': 85568392953600079, 'target_is_minimal': True, 'target_label': '6223.2.a.t.1.37', 'target_level': 6223, 'twist_class_label': '6223.2.a.t.1.37', 'twist_class_level': 6223, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
• hecke_orbit_code 85568392953600079 does not appear in mf_hecke_charpolys
• 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': 20, 'label': '6223.2.a.t', 'level': 6223, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63823759
    {'hecke_orbit_code': 85568392953600079, 'n': 1, 'trace_an': 74}
  • id: 63823760
    {'hecke_orbit_code': 85568392953600079, 'n': 2, 'trace_an': 18}
  • id: 63823761
    {'hecke_orbit_code': 85568392953600079, 'n': 3, 'trace_an': 0}
  • id: 63823762
    {'hecke_orbit_code': 85568392953600079, 'n': 4, 'trace_an': 86}
  • id: 63823763
    {'hecke_orbit_code': 85568392953600079, 'n': 5, 'trace_an': 0}
  • id: 63823764
    {'hecke_orbit_code': 85568392953600079, 'n': 6, 'trace_an': 0}
  • id: 63823765
    {'hecke_orbit_code': 85568392953600079, 'n': 7, 'trace_an': 0}
  • id: 63823766
    {'hecke_orbit_code': 85568392953600079, 'n': 8, 'trace_an': 54}
  • id: 63823767
    {'hecke_orbit_code': 85568392953600079, 'n': 9, 'trace_an': 114}
  • id: 63823768
    {'hecke_orbit_code': 85568392953600079, 'n': 10, 'trace_an': 0}
  • id: 63823769
    {'hecke_orbit_code': 85568392953600079, 'n': 11, 'trace_an': 28}
  • id: 63823770
    {'hecke_orbit_code': 85568392953600079, 'n': 12, 'trace_an': 0}
  • id: 63823771
    {'hecke_orbit_code': 85568392953600079, 'n': 13, 'trace_an': 0}
  • id: 63823772
    {'hecke_orbit_code': 85568392953600079, 'n': 14, 'trace_an': 0}
  • id: 63823773
    {'hecke_orbit_code': 85568392953600079, 'n': 15, 'trace_an': 32}
  • id: 63823774
    {'hecke_orbit_code': 85568392953600079, 'n': 16, 'trace_an': 118}
  • id: 63823775
    {'hecke_orbit_code': 85568392953600079, 'n': 17, 'trace_an': 0}
  • id: 63823776
    {'hecke_orbit_code': 85568392953600079, 'n': 18, 'trace_an': 54}
  • id: 63823777
    {'hecke_orbit_code': 85568392953600079, 'n': 19, 'trace_an': 0}
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  • id: 63823780
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  • id: 63823781
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  • id: 63823782
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  • id: 63823783
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  • id: 63823784
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  • id: 63823785
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  • id: 63823786
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  • id: 63823787
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  • id: 63823788
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  • id: 63823789
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  • id: 63823790
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  • id: 63823791
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  • id: 63823792
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  • id: 63823793
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  • id: 63823794
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  • id: 63823795
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  • id: 63823796
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  • id: 63823797
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  • id: 63823798
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  • id: 63823799
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  • id: 63823800
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  • id: 63823801
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  • id: 63823802
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  • id: 63823803
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  • id: 63823804
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  • id: 63823805
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  • id: 63823806
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  • id: 63823807
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  • id: 63823808
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  • id: 63823809
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  • id: 63823810
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  • id: 63823811
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  • id: 63823812
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  • id: 63823813
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  • id: 63823814
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  • id: 63823815
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  • id: 63823816
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  • id: 63823817
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  • id: 63823818
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  • id: 63823819
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  • id: 63823820
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  • id: 63823821
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  • id: 63823822
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  • id: 63823823
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  • id: 63823824
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  • id: 63823825
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  • id: 63823826
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  • id: 63823827
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  • id: 63823828
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  • id: 63823829
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  • id: 63823830
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  • id: 63823831
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  • id: 63823832
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  • id: 63823833
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  • id: 63823834
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  • id: 63823835
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  • id: 63823836
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  • id: 63823837
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  • id: 63823838
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  • id: 63823839
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  • id: 63823840
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  • id: 63823841
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  • id: 63823842
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  • id: 63823843
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  • id: 63823844
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  • id: 63823845
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  • id: 63823846
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  • id: 63823847
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  • id: 63823848
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  • id: 63823849
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  • id: 63823850
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  • id: 63823851
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  • id: 63823852
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  • id: 63823853
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  • id: 63823854
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  • id: 63823855
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  • id: 63823856
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  • id: 63823857
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  • id: 63823858
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  • id: 63823859
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  • id: 63823860
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  • id: 63823861
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  • id: 63823862
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  • id: 63823863
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  • id: 63823864
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  • id: 63823865
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  • id: 63823866
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  • id: 63823867
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  • id: 63823868
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  • id: 63823869
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  • id: 63823870
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  • id: 63823871
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  • id: 63823872
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  • id: 63823873
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  • id: 63823874
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  • id: 63823875
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  • id: 63823876
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  • id: 63823877
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  • id: 63823878
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  • id: 63823879
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  • id: 63823880
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  • id: 63823881
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  • id: 63823882
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  • id: 63823883
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  • id: 63823884
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  • id: 63823885
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  • id: 63823886
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  • id: 63823887
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  • id: 63823888
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  • id: 63823889
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  • id: 63823890
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  • id: 63823891
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  • id: 63823892
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  • id: 63823893
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  • id: 63823894
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  • id: 63823895
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  • id: 63823896
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  • id: 63823897
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  • id: 63823898
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  • id: 63823899
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  • id: 63823900
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  • id: 63823901
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  • id: 63823902
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  • id: 63823903
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  • id: 63823904
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  • id: 63823905
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  • id: 63823906
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  • id: 63823907
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  • id: 63823908
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  • id: 63823909
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  • id: 63823910
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  • id: 63823911
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  • id: 63823912
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  • id: 63823913
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  • id: 63823914
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  • id: 63823915
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  • id: 63823916
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  • id: 63823917
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  • id: 63823918
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  • id: 63823919
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  • id: 63823920
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  • id: 63823921
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  • id: 63823922
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  • id: 63823923
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  • id: 63823924
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  • id: 63823925
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  • id: 63823926
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  • id: 63823927
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  • id: 63823928
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  • id: 63823929
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  • id: 63823930
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  • id: 63823931
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  • id: 63823932
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  • id: 63823933
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  • id: 63823934
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  • id: 63823935
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  • id: 63823936
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  • id: 63823937
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  • id: 63823938
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  • id: 63823939
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  • id: 63823940
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  • id: 63823941
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  • id: 63823942
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  • id: 63823943
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  • id: 63823944
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  • id: 63823945
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  • id: 63823946
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  • id: 63823947
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  • id: 63823948
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  • id: 63823949
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  • id: 63823950
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  • id: 63823951
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  • id: 63823952
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  • id: 63823953
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  • id: 63823954
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  • id: 63823955
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  • id: 63823956
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  • id: 63823957
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  • id: 63823958
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  • id: 63823959
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  • id: 63823960
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  • id: 63823961
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  • id: 63823962
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  • id: 63823963
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  • id: 63823964
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  • id: 63823965
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  • id: 63823966
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  • id: 63823967
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  • id: 63823968
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  • id: 63823969
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  • id: 63823970
    {'hecke_orbit_code': 85568392953600079, 'n': 691, 'trace_an': 0}
  • id: 63823971
    {'hecke_orbit_code': 85568392953600079, 'n': 701, 'trace_an': 176}
  • id: 63823972
    {'hecke_orbit_code': 85568392953600079, 'n': 709, 'trace_an': 108}
  • id: 63823973
    {'hecke_orbit_code': 85568392953600079, 'n': 719, 'trace_an': 0}
  • id: 63823974
    {'hecke_orbit_code': 85568392953600079, 'n': 727, 'trace_an': 0}
  • id: 63823975
    {'hecke_orbit_code': 85568392953600079, 'n': 729, 'trace_an': 402}
  • id: 63823976
    {'hecke_orbit_code': 85568392953600079, 'n': 733, 'trace_an': 0}
  • id: 63823977
    {'hecke_orbit_code': 85568392953600079, 'n': 739, 'trace_an': 28}
  • id: 63823978
    {'hecke_orbit_code': 85568392953600079, 'n': 743, 'trace_an': -96}
  • id: 63823979
    {'hecke_orbit_code': 85568392953600079, 'n': 751, 'trace_an': -84}
  • id: 63823980
    {'hecke_orbit_code': 85568392953600079, 'n': 757, 'trace_an': 60}
  • id: 63823981
    {'hecke_orbit_code': 85568392953600079, 'n': 761, 'trace_an': 0}
  • id: 63823982
    {'hecke_orbit_code': 85568392953600079, 'n': 769, 'trace_an': 0}
  • id: 63823983
    {'hecke_orbit_code': 85568392953600079, 'n': 773, 'trace_an': 0}
  • id: 63823984
    {'hecke_orbit_code': 85568392953600079, 'n': 787, 'trace_an': 0}
  • id: 63823985
    {'hecke_orbit_code': 85568392953600079, 'n': 797, 'trace_an': 0}
  • id: 63823986
    {'hecke_orbit_code': 85568392953600079, 'n': 809, 'trace_an': 24}
  • id: 63823987
    {'hecke_orbit_code': 85568392953600079, 'n': 811, 'trace_an': 0}
  • id: 63823988
    {'hecke_orbit_code': 85568392953600079, 'n': 821, 'trace_an': 120}
  • id: 63823989
    {'hecke_orbit_code': 85568392953600079, 'n': 823, 'trace_an': -140}
  • id: 63823990
    {'hecke_orbit_code': 85568392953600079, 'n': 827, 'trace_an': -84}
  • id: 63823991
    {'hecke_orbit_code': 85568392953600079, 'n': 829, 'trace_an': 0}
  • id: 63823992
    {'hecke_orbit_code': 85568392953600079, 'n': 839, 'trace_an': 0}
  • id: 63823993
    {'hecke_orbit_code': 85568392953600079, 'n': 841, 'trace_an': 270}
  • id: 63823994
    {'hecke_orbit_code': 85568392953600079, 'n': 853, 'trace_an': 0}
  • id: 63823995
    {'hecke_orbit_code': 85568392953600079, 'n': 857, 'trace_an': 0}
  • id: 63823996
    {'hecke_orbit_code': 85568392953600079, 'n': 859, 'trace_an': 0}
  • id: 63823997
    {'hecke_orbit_code': 85568392953600079, 'n': 863, 'trace_an': 288}
  • id: 63823998
    {'hecke_orbit_code': 85568392953600079, 'n': 877, 'trace_an': 8}
  • id: 63823999
    {'hecke_orbit_code': 85568392953600079, 'n': 881, 'trace_an': 0}
  • id: 63824000
    {'hecke_orbit_code': 85568392953600079, 'n': 883, 'trace_an': -56}
  • id: 63824001
    {'hecke_orbit_code': 85568392953600079, 'n': 887, 'trace_an': 0}
  • id: 63824002
    {'hecke_orbit_code': 85568392953600079, 'n': 907, 'trace_an': -56}
  • id: 63824003
    {'hecke_orbit_code': 85568392953600079, 'n': 911, 'trace_an': 176}
  • id: 63824004
    {'hecke_orbit_code': 85568392953600079, 'n': 919, 'trace_an': 64}
  • id: 63824005
    {'hecke_orbit_code': 85568392953600079, 'n': 929, 'trace_an': 0}
  • id: 63824006
    {'hecke_orbit_code': 85568392953600079, 'n': 937, 'trace_an': 0}
  • id: 63824007
    {'hecke_orbit_code': 85568392953600079, 'n': 941, 'trace_an': 0}
  • id: 63824008
    {'hecke_orbit_code': 85568392953600079, 'n': 947, 'trace_an': 4}
  • id: 63824009
    {'hecke_orbit_code': 85568392953600079, 'n': 953, 'trace_an': 920}
  • id: 63824010
    {'hecke_orbit_code': 85568392953600079, 'n': 961, 'trace_an': 6}
  • id: 63824011
    {'hecke_orbit_code': 85568392953600079, 'n': 967, 'trace_an': -136}
  • id: 63824012
    {'hecke_orbit_code': 85568392953600079, 'n': 971, 'trace_an': 0}
  • id: 63824013
    {'hecke_orbit_code': 85568392953600079, 'n': 977, 'trace_an': 624}
  • id: 63824014
    {'hecke_orbit_code': 85568392953600079, 'n': 983, 'trace_an': 0}
  • id: 63824015
    {'hecke_orbit_code': 85568392953600079, 'n': 991, 'trace_an': -332}
  • id: 63824016
    {'hecke_orbit_code': 85568392953600079, 'n': 997, 'trace_an': 0}