Newform data - 192.13.e.c

Formats: - HTML - YAML - JSON - 2026-09-22T09:43:06.375759

• 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': 32448, 'analytic_conductor': 175.48681291704682, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 65, 'dim': 2, 'field_disc': -104, 'field_disc_factorization': [[-1, 1], [2, 3], [13, 1]], 'field_poly': [26, 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, [445629600, 0, 1]], [7, [40250, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007474350751936, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 18, 'hecke_ring_index_factorization': [[2, 1], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 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': '192.13.e.c', 'level': 192, '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], 'level_radical': 6, 'minimal_twist': '3.13.b.b', 'nf_label': '2.0.104.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(-675+3\\beta )q^{3}+230\\beta q^{5}-40250q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '12.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.13.e', 'trace_display': [0, -1350, 0, -80500], 'trace_hash': 890257879347601824, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '15.124', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '148.221', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [2, 0, -1350, 0, 0, 0, -80500, 0, 759618, 0, 0, 0, -2568100, 0, -11625120, 0, 0, 0, 106687156, 0, 54337500, 0, 0, 0, -402977950, 0, -308038950, 0, 0, 0, -133052404, 0, -639381600, 0, 0, 0, -4457452900, 0, 1733467500, 0, 0, 0, 17954432500, 0, 15693912000, 0, 0, 0, -24442449402, 0, 8174784384, 0, 0, 0, -49019256000, 0, -72013830300, 0, 0, 0, 81359871836, 0, -30574624500, 0, 0, 0, 242353693300, 0, -59181160896, 0, 0, 0, -121912375100, 0, 272010116250, 0, 0, 0, 504649995404, 0, 12160432962, 0, 0, 0, 626733469440, 0, -66215167200, 0, 0, 0, 103366025000, 0, 89810372700, 0, 0, 0, 1307635557700, 0, 863165160000, 0, 0, 0, 1991090194700, 0, 467911080000, 0, 0, 0, -5428750328356, 0, 3008780707500, 0, 0, 0, -4537222335360, 0, -975387492900, 0, 0, 0, 3580797673442, 0, -4522126190400, 0, 0, 0, -354326250100, 0, -12119241937500, 0, 0, 0, -4294158029000, 0, -15008715802080, 0, 0, 0, -1685456040524, 0, 593056204416, 0, 0, 0, -5076496152000, 0, 16498653346350, 0, 0, 0, -5042774196724, 0, -11035958918400, 0, 0, 0, -6200134046500, 0, -22657844810016, 0, 0, 0, -41486145773900, 0, 33087997800000, 0, 0, 0, -43298601439962, 0, 40520742033204, 0, 0, 0, 16219862487500, 0, -25391063973600, 0, 0, 0, -85426951091044, 0, -54917913489300, 0, 0, 0, 34470340819200, 0, 12398567737500, 0, 0, 0, 12632168330500, 0, 14927235336000, 0, 0, 0, 109732265939084, 0, -163588742977500, 0, 0, 0, -346696341264000, 0, 79894567209600, 0, 0, 0, -179988631739276, 0, -24702202324800, 0, 0, 0, 5355359261000, 0, 82290853192500, 0, 0, 0, 320545704505100, 0, -153054652211550, 0, 0, 0, -374945201291236, 0, 25735109400000, 0, 0, 0, 45467642338560, 0, -340638746897700, 0, 0, 0, -313452730431356, 0, 147287943128250, 0, 0, 0, -136991642661800, 0, -226230417582624, 0, 0, 0, -249547228444800, 0, -423045091872000, 0, 0, 0, 179412479225000, 0, 89390475720000, 0, 0, 0, -1737101435434560, 0, 61963400865600, 0, 0, 0, -460386692354164, 0, -69772066875000, 0, 0, 0, 268077910991900, 0, -50534500510836, 0, 0, 0, -558686014580300, 0, -620125495479360, 0, 0, 0, 724525498749314, 0, -882654001447500, 0, 0, 0, -1946648237976000, 0, -825479369114400, 0, 0, 0, -722665908125000, 0, 472849140348000, 0, 0, 0, 1334778771536500, 0, -1343985881422500, 0, 0, 0, -1977346650299900, 0, -631679958000000, 0, 0, 0, -279207288360000, 0, 169386045308064, 0, 0, 0, 517443836697500, 0, 3664406471640300, 0, 0, 0, 61317700133044, 0, -1692980728496100, 0, 0, 0, -1538178063799100, 0, -171047914337664, 0, 0, 0, 2098032208111000, 0, 3062625076368000, 0, 0, 0, -4761110479406116, 0, 395537413747500, 0, 0, 0, -1893835511568000, 0, -329035071456000, 0, 0, 0, 1264444789551846, 0, -2417038429573350, 0, 0, 0, -445310503453300, 0, 6104870357040000, 0, 0, 0, 9360856130899100, 0, -495830549448000, 0, 0, 0, 6016808455952116, 0, 239170218817500, 0, 0, 0, 1973025054000000, 0, 6819255053392500, 0, 0, 0, 3190574746225152, 0, -2683377065584800, 0, 0, 0, 9032864441294300, 0, 2898556669575000, 0, 0, 0, 170845939356200, 0, 11921378045616000, 0, 0, 0, 375784464923716, 0, 30899117905344, 0, 0, 0, -17344332014667840, 0, 1137682827353700, 0, 0, 0, 5416701787879196, 0, -800625875961600, 0, 0, 0, -3274734841399000, 0, 820997943480000, 0, 0, 0, 21841382647221700, 0, 3426634902600000, 0, 0, 0, -8937414934701556, 0, -9283462264924218, 0, 0, 0, 4750527399696000, 0, -3706996468500000, 0, 0, 0, -19068298769520000, 0, 3403872582788700, 0, 0, 0, 18525766447970500, 0, 10554128952022656, 0, 0, 0, 26450623461893900, 0, 773375081394240, 0, 0, 0, -9754736155325000, 0, 4185090481387500, 0, 0, 0, -21496285708105100, 0, 30588090493521600, 0, 0, 0, 5723592396245000, 0, 2382041726064000, 0, 0, 0, -10695545078854900, 0, 28003148397382500, 0, 0, 0, 3569792094086400, 0, -18617954602104000, 0, 0, 0, -44857049427869324, 0, -15800029410844224, 0, 0, 0, 36251767426680000, 0, 29226555971974350, 0, 0, 0, 4906973097775000, 0, -16431899756363100, 0, 0, 0, 2500720328620800, 0, 24106768381317024, 0, 0, 0, -4131798453913100, 0, -10948407179062500, 0, 0, 0, 20731157399189954, 0, 34277936364360000, 0, 0, 0, 12986263473618240, 0, -15752887848640800, 0, 0, 0, 8385751661470556, 0, 57663191986454700, 0, 0, 0, 13014810683115700, 0, 30901211562159324, 0, 0, 0, -20312162315011000, 0, 25909212428424000, 0, 0, 0, -23054389051625000, 0, -23267480052960000, 0, 0, 0, -13113673432554240, 0, -489457426720500, 0, 0, 0, 86454306100309684, 0, 29903750950694400, 0, 0, 0, -124838175173459900, 0, -8526713623087500, 0, 0, 0, -95540578948900800, 0, -20151767703600000, 0, 0, 0, -7097491290861512, 0, -14413717814749344, 0, 0, 0, -25226022144960000, 0, -74069279508881700, 0, 0, 0, -71082820166454716, 0, 92048113898579700, 0, 0, 0, -181537778646512500, 0, 2665160479800000, 0, 0, 0, -142444945043328100, 0, 234020030353200000, 0, 0, 0, -135244618352605004, 0, -76406370405228864, 0, 0, 0, -136396964031898750, 0, -34106902251364800, 0, 0, 0, 67419023012948876, 0, 121492326424011300, 0, 0, 0, 31385327154638100, 0, 33347973138480000, 0, 0, 0, -218602977539463500, 0, -104361216172200000, 0, 0, 0, -107065653088680000, 0, -3614867501175000, 0, 0, 0, -205725575028168000, 0, -46303417274355900, 0, 0, 0, -130890668201860324, 0, -10496831888275200, 0, 0, 0, -25843426610601600, 0, -216368350540942500, 0, 0, 0, -53982983656615100, 0, 62066452295576250, 0, 0, 0, -52632331197425000, 0, -21617274341179296, 0, 0, 0, 2368932372743040, 0, 253088010871584300, 0, 0, 0, -68293369588775756, 0, -34742397690000000, 0, 0, 0, 243796867176844800, 0, 8445165594031296, 0, 0, 0, -237776486452476200, 0, -30690658578528000, 0, 0, 0, 179923450248835484, 0, 191670610104397836, 0, 0, 0, 62943175666800000, 0, 116808647582390400, 0, 0, 0, -80141380336675000, 0, 211580593041165300, 0, 0, 0, 162671048529269900, 0, -205301275876895742, 0, 0, 0, -198596374402641700, 0, 142073203696089120, 0, 0, 0, -291022658297558924, 0, 92469358796715000, 0, 0, 0, -284203062585000000, 0, 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182015579163600000, 0, 0, 0, 1848185575900971840, 0, -489054711655786950, 0, 0, 0, -311194259881865000, 0, 496651753534479300, 0, 0, 0, -1472204259574248100, 0, -532185507730539936, 0, 0, 0, -1416410048375444300, 0, 1313987560633800000, 0, 0, 0, 14261631566525000, 0, 655675792508880000, 0, 0, 0, -1207721401729128000, 0, 75991569648508800, 0, 0, 0, 1221529729397582592, 0, 487799487984375000, 0, 0, 0, 534701307544640500, 0, -638346339469800000, 0, 0, 0, -953938260806731200, 0, -472909136639060160, 0, 0, 0, -442275287824302196, 0, -900975670787137500, 0, 0, 0, 898127615931777500, 0, 756233975758812300, 0, 0, 0, -1303847706186640356, 0, 678804095861985600, 0, 0, 0, 792289001509888900, 0, 1334708988952432500, 0, 0, 0, -1764961734106771200, 0, 604100811033720000, 0, 0, 0, 156541585247155000, 0, 351720750358257696, 0, 0, 0, 2292620906219904000, 0, 188464919643000000, 0, 0, 0, -1566474096472009914, 0, -228671161165886400, 0, 0, 0, 2166805478422834700, 0, 436072248421085952, 0, 0, 0, 67839605631091000, 0, -349274589770812500, 0, 0, 0, 261279006983280000, 0, -2061888233462564004, 0, 0, 0, -1105051699130783040, 0, -23870512227744000, 0, 0, 0, -1988501281182964084, 0, -41389447589804700, 0, 0, 0, 813743642085158300, 0, 686534555495227500, 0], 'weight': 13, 'weight_parity': -1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [-675, 3], [0, 0], [0, 230], [0, 0], [-40250, 0], [0, 0], [379809, -4050], [0, 0], [0, 12650], [0, 0], [-1284050, 0], [0, 0], [-5812560, -155250], [0, 0], [0, -161736], [0, 0], [53343578, 0], [0, 0], [27168750, -120750], [0, 0], [0, 1170884], [0, 0], [-201488975, 0], [0, 0], [-154019475, 3873177], [0, 0], [0, 1310050], [0, 0], [-66526202, 0], [0, 0], [-319690800, -8538750], [0, 0], [0, -9257500], [0, 0], [-2228726450, 0], [0, 0], [866733750, -3852150], [0, 0], [0, 89469100], [0, 0], [8977216250, 0], [0, 0], [7846956000, 87356070], [0, 0], [0, -11733464], [0, 0], [-12221224701, 0], [0, 0], [4087392192, 109171800], [0, 0], [0, 448279614], [0, 0], [-24509628000, 0], [0, 0], [-36006915150, 160030734], [0, 0], [0, 502355650], [0, 0], [40679935918, 0], [0, 0], [-15287312250, 163012500], [0, 0], [0, -295331500], [0, 0], [121176846650, 0], [0, 0], [-29590580448, -790346700], [0, 0], [0, 488726700], [0, 0], [-60956187550, 0], [0, 0], [136005058125, -604466925], [0, 0], [0, -509162500], [0, 0], [252324997702, 0], [0, 0], [6080216481, -3076452900], [0, 0], [0, 4475910446], [0, 0], [313366734720, 0], [0, 0], [-33107583600, -884283750], [0, 0], [0, -1225929900], [0, 0], [51683012500, 0], [0, 0], [44905186350, -199578606], [0, 0], [0, 12269022940], [0, 0], [653817778850, 0], [0, 0], [431582580000, 4804583850], [0, 0]], 'ap': [[0, 0], [-675, 3], [0, 230], [-40250, 0], [0, 12650], [-1284050, 0], [0, -161736], [53343578, 0], [0, 1170884], [0, 1310050], [-66526202, 0], [-2228726450, 0], [0, 89469100], [8977216250, 0], [0, -11733464], [0, 448279614], [0, 502355650], [40679935918, 0], [121176846650, 0], [0, 488726700], [-60956187550, 0], [252324997702, 0], [0, 4475910446], [0, -1225929900], [653817778850, 0], [0, -9355198250], [995545097350, 0], [0, -3351259206], [-2714375164178, 0], [0, 3384138856], [-177163125050, 0], [0, 53089922950], [0, -611331076], [-842728020262, 0], [0, 73341968750], [-2521387098362, 0], [-3100067023250, 0], [-20743072886950, 0], [0, 312599505596], [0, -476946193046], [0, 311666821950], [-42713475545522, 0], [0, -591637997600], [6316084165250, 0], [0, 285171688326], [54866132969542, 0], [-89994315869638, 0], [160272852252550, 0], [0, 427692195734], [-187472600645618, 0], [0, -167085422484], [0, -2311028956600], [-156726365215678, 0], [0, -2619767970750], [0, -3740824644416], [0, -2443625906996], [0, -4918066424550], [-230193346177082, 0], [134038955495950, 0], [0, -6124358260300], [-279343007290150, 0], [0, 10529152970294], [667389385768250, 0], [0, -13429963909900], [-988673325149950, 0], [0, -6958704304334], [30658850066522, 0], [-769089031899550, 0], [0, 32850029080114], [-2380555239703058, 0], [0, 5287431900176], [0, 30964313171100], [-222655251726650, 0], [4680428065449550, 0], [3008404227976058, 0], [0, -9903518167936], [0, 33546362938150], [4516432220647150, 0], [0, -42971272301000], [187892232461858, 0], [0, 43428459834550], [2708350893939598, 0], [0, 37169421229800], [10920691323610850, 0], [-4468707467350778, 0], [0, -136465182152734], [0, 103226277000000], [9262883223985250, 0], [0, 37851036513850], [13225311730946950, 0], [0, -5448102788946], [0, -150027870249200], [-5347772539427450, 0], [0, -165902743646150], [-22428524713934662, 0], [0, -30036759627756], [0, -238985509303150], [0, -71585566709700], [-2065899226956550, 0], [4192875830735278, 0], [6507405341557850, 0], [0, 81847378119786], [0, -265800530096354], [0, 561624533519300], [43227153050154842, 0], [-62419087586729950, 0], [0, 691268197992554], [0, -202960018821384], [0, 450944926254500], [-35541410083227358, 0], [-90768889323256250, 0], [-71222472521664050, 0], [0, 885674809891564], [-67622309176302502, 0], [33709511506474438, 0], [0, -1065209337138400], [-109301488769731750, 0], [0, -310779704917044], [0, -1231861139363686], [0, -1130727438648850], [-65445334100930162, 0], [-26991491828307550, 0], [0, -79238550004874], [0, 1683041905094586], [-34146684794387878, 0], [0, -1108504009068750], [89961725124417742, 0], [0, 587555235202200], [81335524264634950, 0], [-99298187201320850, 0], [-145511329148779462, 0], [0, 854423882158364], [-342685955806679162, 0], [50677231666540750, 0], [0, -591123681067100], [48241541587090178, 0], [0, 3713786095495974], [-150475681545936550, 0], [0, 2345461789725026], [0, 1804044967497900], [-291330648741267718, 0], [0, -954535851810050], [284178572711988550, 0], [0, -6351218490624126], [356313854720504302, 0], [0, 1049441069737900], [96363026053334350, 0], [0, 1455315033168884], [-18755373816194182, 0], [0, -679974549390576], [-736102129787124050, 0], [0, 2291047842052200], [-708205024187722150, 0], [0, 4395325298607956], [267350653772320250, 0], [0, -7925902940635400], [-221137643912151098, 0], [0, 7459452242805200], [396144500754944450, 0], [0, 7079537758788650], [0, 945195672117374], [0, -717272258086524], [1083402739211417350, 0], [0, 17276310154327050], [0, 6188509079661784], [0, -1266703025810396], [-994250640591482042, 0], [406871821042579150, 0]], 'char_orbit_index': 5, 'field_poly': [26, 0, 1], 'hecke_orbit_code': 9007474350751936, 'hecke_ring_character_values': [[127, [1, 0]], [133, [1, 0]], [65, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 18], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 18]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '192.13.e.c', 'level': 192, 'maxp': 997, 'weight': 13}
• 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': 32448, 'analytic_conductor': 175.48681291704682, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'conrey_index': 65, 'cusp_dim': 372, 'dim': 94, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 275096010944, 'hecke_orbit_dims': [1, 1, 2, 2, 4, 4, 4, 4, 12, 12, 24, 24], 'label': '192.13.e', 'level': 192, '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], 'level_radical': 6, 'mf_dim': 396, 'mf_new_dim': 98, 'num_forms': 12, 'prim_orbit_index': 2, 'relative_dim': 94, 'sturm_bound': 416, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [94, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, -2550236, 0, 0, 0, 0, 0, 0, 0, 1062884, 0, 0, 0, -4199218754, 0, 0, 0, 0, 0, 0, 0, 1577980800, 0, 0, 0, 4945580644, 0, 0, 0, 0, 0, 0, 0, -29776816896, 0, 0, 0, 162140792922, 0, 0, 0, 0, 0, 0, 0, -32659370244, 0, 0, 0, -23651826524, 0, 0, 0, 0, 0, 0, 0, 388392039680, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 110046484126, 0, 0, 0, 435844437504, 0, 0, 0, 0, 0, 0, 0, 2276987040164, 0, 0, 0, -1277640517444, 0, 0, 0, 0, 0, 0, 0, 369653769728, 0, 0, 0, 6278432330020, 0, 0, 0, 0, 0, 0, 0, 3736305798884, 0, 0, 0, -24094403768258, 0, 0, 0, 0, 0, 0, 0, 5350104595260, 0, 0, 0, 17109857369288, 0, 0, 0, 0, 0, 0, 0, -8176535670784, 0, 0, 0, -34743897682944, 0, 0, 0, 0, 0, 0, 0, -18141281216000, 0, 0, 0, 28150468978084, 0, 0, 0, 0, 0, 0, 0, -104377739559680, 0, 0, 0, 63342577212666, 0, 0, 0, 0, 0, 0, 0, -7774407303040, 0, 0, 0, -154538957317148, 0, 0, 0, 0, 0, 0, 0, 78455254795172, 0, 0, 0, 38003708783036, 0, 0, 0, 0, 0, 0, 0, 202435712776828, 0, 0, 0, 214559119208448, 0, 0, 0, 0, 0, 0, 0, 210971376334080, 0, 0, 0, -6597188440328, 0, 0, 0, 0, 0, 0, 0, 198551635046750, 0, 0, 0, 688126810741348, 0, 0, 0, 0, 0, 0, 0, -883995958824156, 0, 0, 0, 142303957452092, 0, 0, 0, 0, 0, 0, 0, 20720703633536, 0, 0, 0, -1378355185282560, 0, 0, 0, 0, 0, 0, 0, -1106490187515136, 0, 0, 0, 1429216298735616, 0, 0, 0, 0, 0, 0, 0, -273301676484488, 0, 0, 0, -2472729474496796, 0, 0, 0, 0, 0, 0, 0, 3716994186832640, 0, 0, 0, -4311855408786722, 0, 0, 0, 0, 0, 0, 0, 871933374948480, 0, 0, 0, 5567597206252616, 0, 0, 0, 0, 0, 0, 0, 341528603683556, 0, 0, 0, -684723741467524, 0, 0, 0, 0, 0, 0, 0, -3731179067739008, 0, 0, 0, -2276675236835996, 0, 0, 0, 0, 0, 0, 0, -3042407624037596, 0, 0, 0, 2586729179407676, 0, 0, 0, 0, 0, 0, 0, -3429360213068288, 0, 0, 0, -5186508324896348, 0, 0, 0, 0, 0, 0, 0, 9088930608192000, 0, 0, 0, 3375028577457402, 0, 0, 0, 0, 0, 0, 0, -3549828441701888, 0, 0, 0, 8742092387858404, 0, 0, 0, 0, 0, 0, 0, 16394049142185636, 0, 0, 0, 6956953136013312, 0, 0, 0, 0, 0, 0, 0, 3322088190163840, 0, 0, 0, 31573898644046884, 0, 0, 0, 0, 0, 0, 0, -40576632902392320, 0, 0, 0, 15495602750151548, 0, 0, 0, 0, 0, 0, 0, 15750415481183036, 0, 0, 0, -48571549301400476, 0, 0, 0, 0, 0, 0, 0, -50471909950862592, 0, 0, 0, -20060476584534724, 0, 0, 0, 0, 0, 0, 0, 22947215048975674, 0, 0, 0, -76600252701116928, 0, 0, 0, 0, 0, 0, 0, 58887935450609764, 0, 0, 0, -30587744008346884, 0, 0, 0, 0, 0, 0, 0, -5843633158557696, 0, 0, 0, 63784405899397064, 0, 0, 0, 0, 0, 0, 0, 84126190395234560, 0, 0, 0, 3914284474376056, 0, 0, 0, 0, 0, 0, 0, -23287499813927300, 0, 0, 0, 83598345794511360, 0, 0, 0, 0, 0, 0, 0, -50585888002425088, 0, 0, 0, 6712111379266560, 0, 0, 0, 0, 0, 0, 0, -17692679602147524, 0, 0, 0, 967580321495040, 0, 0, 0, 0, 0, 0, 0, -138751800149278940, 0, 0, 0, -21684011921475170, 0, 0, 0, 0, 0, 0, 0, -4881694020462720, 0, 0, 0, -70792184755023452, 0, 0, 0, 0, 0, 0, 0, 25523133813604708, 0, 0, 0, 5733204447851512, 0, 0, 0, 0, 0, 0, 0, 47313602426478080, 0, 0, 0, 76047478677691392, 0, 0, 0, 0, 0, 0, 0, 167575565119219200, 0, 0, 0, 42828379100041916, 0, 0, 0, 0, 0, 0, 0, 14341187348943360, 0, 0, 0, 171399472771834952, 0, 0, 0, 0, 0, 0, 0, 144411528902828004, 0, 0, 0, -174955609009146244, 0, 0, 0, 0, 0, 0, 0, -13290845714125312, 0, 0, 0, 132521408158908004, 0, 0, 0, 0, 0, 0, 0, -250301681556114688, 0, 0, 0, 301519201272124702, 0, 0, 0, 0, 0, 0, 0, -230610025703585284, 0, 0, 0, -529510943816424468, 0, 0, 0, 0, 0, 0, 0, -219240751072424192, 0, 0, 0, -99816212434520832, 0, 0, 0, 0, 0, 0, 0, 185259484032955196, 0, 0, 0, -272750777324419868, 0, 0, 0, 0, 0, 0, 0, 181636699695788452, 0, 0, 0, -19187547714519364, 0, 0, 0, 0, 0, 0, 0, -147557956106800512, 0, 0, 0, -247188244261690368, 0, 0, 0, 0, 0, 0, 0, 207198850766451200, 0, 0, 0, 306614638172666880, 0, 0, 0, 0, 0, 0, 0, -188310051083167744, 0, 0, 0, -310253928083850908, 0, 0, 0, 0, 0, 0, 0, 545760261318384640, 0, 0, 0, -400621084761529736, 0, 0, 0, 0, 0, 0, 0, 469235457808272958, 0, 0, 0, 1329158029873476004, 0, 0, 0, 0, 0, 0, 0, -101058941360919096, 0, 0, 0, 866092831807064064, 0, 0, 0, 0, 0, 0, 0, -528081563929121920, 0, 0, 0, -7634278572456476, 0, 0, 0, 0, 0, 0, 0, -1817519608971776512, 0, 0, 0, 271837484572711868, 0, 0, 0, 0, 0, 0, 0, 1083745719492049912, 0, 0, 0, -1359272357468984832, 0, 0, 0, 0, 0, 0, 0, 98416471593392384, 0, 0, 0, -987124190083272968, 0, 0, 0, 0, 0, 0, 0, 1043381225541997568, 0, 0, 0, 1097889043154331648, 0, 0, 0, 0, 0, 0, 0, 2413151663840044324, 0, 0, 0, -263605997024730248, 0, 0, 0, 0, 0, 0, 0, -1224315362112438912, 0, 0, 0, 2166437790930385060, 0, 0, 0, 0, 0, 0, 0, -50172113569139356, 0, 0, 0, -1834042007762271362, 0, 0, 0, 0, 0, 0, 0, -68842939464427844, 0, 0, 0, 412580528138285284, 0, 0, 0, 0, 0, 0, 0, -1935901059997082624, 0, 0, 0, -2163887260605376512, 0, 0, 0, 0, 0, 0, 0, -1561086036226342404, 0, 0, 0, -1177928575420719836, 0, 0, 0, 0, 0, 0, 0, -1241001322731217152, 0, 0, 0, 3260499084605647096, 0, 0, 0, 0, 0, 0, 0, -2555319592603481600, 0, 0, 0, -1191673575472181760, 0, 0, 0, 0, 0, 0, 0, 1695425268229210368, 0, 0, 0, -473825954659710720, 0, 0, 0, 0, 0, 0, 0, 2760675763693599996, 0, 0, 0, 3417180397551281572, 0, 0, 0, 0, 0, 0, 0, -700984196512247040, 0, 0, 0, 1317797907898118396, 0, 0, 0, 0, 0, 0, 0, 493856001521477120, 0, 0, 0, -5115397824473515576, 0, 0, 0, 0, 0, 0, 0, -1141330453568124160, 0, 0, 0, 3087824042578725402, 0, 0, 0, 0, 0, 0, 0, 1972695474327179776, 0, 0, 0, -3792270037780247992, 0, 0, 0, 0, 0, 0, 0, 2792362795949370852, 0, 0, 0, -184545622669949952, 0, 0, 0, 0, 0, 0, 0, 3731932409931318076, 0, 0, 0, 881790211721217124, 0, 0, 0], 'weight': 13, '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: 159861
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.13.b.b', 'target_level': 3, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 13}
  • id: 159862
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.13.b.b', 'target_level': 3, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 13}
  • id: 159863
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.13.e.b', 'target_level': 48, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 159864
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.13.e.b', 'target_level': 48, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 13}
  • id: 159865
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.13.c.c', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 13}
  • id: 159866
    {'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.13.c.c', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 13}
  • id: 159867
    {'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.13.d.b', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 13}
  • id: 159868
    {'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.13.d.b', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '120.q', 'twisting_char_orbit': 17, 'weight': 13}
  • id: 159869
    {'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.13.d.c', 'target_level': 81, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '72.l', 'twisting_char_orbit': 12, 'weight': 13}
  • id: 159870
    {'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.13.d.c', 'target_level': 81, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '72.p', 'twisting_char_orbit': 16, 'weight': 13}
  • id: 159871
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.13.e.c', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
  • id: 159872
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.13.e.c', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 159873
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '192.13.e.d', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 159874
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '192.13.e.c', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '192.13.e.d', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 484900
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 2}
  • id: 484901
    {'charpoly_factorization': [[[531441, 1350, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 3}
  • id: 484902
    {'charpoly_factorization': [[[445629600, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 5}
  • id: 484903
    {'charpoly_factorization': [[[40250, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 7}
  • id: 484904
    {'charpoly_factorization': [[[1348029540000, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 11}
  • id: 484905
    {'charpoly_factorization': [[[1284050, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 13}
  • id: 484906
    {'charpoly_factorization': [[[220359487855104, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 17}
  • id: 484907
    {'charpoly_factorization': [[[-53343578, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 19}
  • id: 484908
    {'charpoly_factorization': [[[11549045732425344, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 23}
  • id: 484909
    {'charpoly_factorization': [[[14457529965060000, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 29}
  • id: 484910
    {'charpoly_factorization': [[[66526202, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 31}
  • id: 484911
    {'charpoly_factorization': [[[2228726450, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 37}
  • id: 484912
    {'charpoly_factorization': [[[67431760056919440000, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 41}
  • id: 484913
    {'charpoly_factorization': [[[-8977216250, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 43}
  • id: 484914
    {'charpoly_factorization': [[[1159767270748629504, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 47}
  • id: 484915
    {'charpoly_factorization': [[[1692841654250979302304, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 53}
  • id: 484916
    {'charpoly_factorization': [[[2125890741108235140000, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 59}
  • id: 484917
    {'charpoly_factorization': [[[-40679935918, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 61}
  • id: 484918
    {'charpoly_factorization': [[[-121176846650, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 67}
  • id: 484919
    {'charpoly_factorization': [[[2012104304155305360000, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 71}
  • id: 484920
    {'charpoly_factorization': [[[60956187550, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 73}
  • id: 484921
    {'charpoly_factorization': [[[-252324997702, 1], 2]], 'hecke_orbit_code': 9007474350751936, 'p': 79}
  • id: 484922
    {'charpoly_factorization': [[[168764514876834804948384, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 83}
  • id: 484923
    {'charpoly_factorization': [[[12660464304470820240000, 0, 1], 1]], 'hecke_orbit_code': 9007474350751936, 'p': 89}
  • id: 484924
    {'charpoly_factorization': [[[-653817778850, 1], 2]], 'hecke_orbit_code': 9007474350751936, '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': 5, 'hecke_orbit': 3, 'label': '192.13.e.c', 'level': 192, 'portrait': 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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 30626383
    {'hecke_orbit_code': 9007474350751936, 'n': 1, 'trace_an': 2}
  • id: 30626384
    {'hecke_orbit_code': 9007474350751936, 'n': 2, 'trace_an': 0}
  • id: 30626385
    {'hecke_orbit_code': 9007474350751936, 'n': 3, 'trace_an': -1350}
  • id: 30626386
    {'hecke_orbit_code': 9007474350751936, 'n': 4, 'trace_an': 0}
  • id: 30626387
    {'hecke_orbit_code': 9007474350751936, 'n': 5, 'trace_an': 0}
  • id: 30626388
    {'hecke_orbit_code': 9007474350751936, 'n': 6, 'trace_an': 0}
  • id: 30626389
    {'hecke_orbit_code': 9007474350751936, 'n': 7, 'trace_an': -80500}
  • id: 30626390
    {'hecke_orbit_code': 9007474350751936, 'n': 8, 'trace_an': 0}
  • id: 30626391
    {'hecke_orbit_code': 9007474350751936, 'n': 9, 'trace_an': 759618}
  • id: 30626392
    {'hecke_orbit_code': 9007474350751936, 'n': 10, 'trace_an': 0}
  • id: 30626393
    {'hecke_orbit_code': 9007474350751936, 'n': 11, 'trace_an': 0}
  • id: 30626394
    {'hecke_orbit_code': 9007474350751936, 'n': 12, 'trace_an': 0}
  • id: 30626395
    {'hecke_orbit_code': 9007474350751936, 'n': 13, 'trace_an': -2568100}
  • id: 30626396
    {'hecke_orbit_code': 9007474350751936, 'n': 14, 'trace_an': 0}
  • id: 30626397
    {'hecke_orbit_code': 9007474350751936, 'n': 15, 'trace_an': -11625120}
  • id: 30626398
    {'hecke_orbit_code': 9007474350751936, 'n': 16, 'trace_an': 0}
  • id: 30626399
    {'hecke_orbit_code': 9007474350751936, 'n': 17, 'trace_an': 0}
  • id: 30626400
    {'hecke_orbit_code': 9007474350751936, 'n': 18, 'trace_an': 0}
  • id: 30626401
    {'hecke_orbit_code': 9007474350751936, 'n': 19, 'trace_an': 106687156}
  • id: 30626402
    {'hecke_orbit_code': 9007474350751936, 'n': 20, 'trace_an': 0}
  • id: 30626403
    {'hecke_orbit_code': 9007474350751936, 'n': 21, 'trace_an': 54337500}
  • id: 30626404
    {'hecke_orbit_code': 9007474350751936, 'n': 22, 'trace_an': 0}
  • id: 30626405
    {'hecke_orbit_code': 9007474350751936, 'n': 23, 'trace_an': 0}
  • id: 30626406
    {'hecke_orbit_code': 9007474350751936, 'n': 24, 'trace_an': 0}
  • id: 30626407
    {'hecke_orbit_code': 9007474350751936, 'n': 25, 'trace_an': -402977950}
  • id: 30626408
    {'hecke_orbit_code': 9007474350751936, 'n': 26, 'trace_an': 0}
  • id: 30626409
    {'hecke_orbit_code': 9007474350751936, 'n': 27, 'trace_an': -308038950}
  • id: 30626410
    {'hecke_orbit_code': 9007474350751936, 'n': 28, 'trace_an': 0}
  • id: 30626411
    {'hecke_orbit_code': 9007474350751936, 'n': 29, 'trace_an': 0}
  • id: 30626412
    {'hecke_orbit_code': 9007474350751936, 'n': 30, 'trace_an': 0}
  • id: 30626413
    {'hecke_orbit_code': 9007474350751936, 'n': 31, 'trace_an': -133052404}
  • id: 30626414
    {'hecke_orbit_code': 9007474350751936, 'n': 32, 'trace_an': 0}
  • id: 30626415
    {'hecke_orbit_code': 9007474350751936, 'n': 33, 'trace_an': -639381600}
  • id: 30626416
    {'hecke_orbit_code': 9007474350751936, 'n': 34, 'trace_an': 0}
  • id: 30626417
    {'hecke_orbit_code': 9007474350751936, 'n': 35, 'trace_an': 0}
  • id: 30626418
    {'hecke_orbit_code': 9007474350751936, 'n': 36, 'trace_an': 0}
  • id: 30626419
    {'hecke_orbit_code': 9007474350751936, 'n': 37, 'trace_an': -4457452900}
  • id: 30626420
    {'hecke_orbit_code': 9007474350751936, 'n': 38, 'trace_an': 0}
  • id: 30626421
    {'hecke_orbit_code': 9007474350751936, 'n': 39, 'trace_an': 1733467500}
  • id: 30626422
    {'hecke_orbit_code': 9007474350751936, 'n': 40, 'trace_an': 0}
  • id: 30626423
    {'hecke_orbit_code': 9007474350751936, 'n': 41, 'trace_an': 0}
  • id: 30626424
    {'hecke_orbit_code': 9007474350751936, 'n': 42, 'trace_an': 0}
  • id: 30626425
    {'hecke_orbit_code': 9007474350751936, 'n': 43, 'trace_an': 17954432500}
  • id: 30626426
    {'hecke_orbit_code': 9007474350751936, 'n': 44, 'trace_an': 0}
  • id: 30626427
    {'hecke_orbit_code': 9007474350751936, 'n': 45, 'trace_an': 15693912000}
  • id: 30626428
    {'hecke_orbit_code': 9007474350751936, 'n': 46, 'trace_an': 0}
  • id: 30626429
    {'hecke_orbit_code': 9007474350751936, 'n': 47, 'trace_an': 0}
  • id: 30626430
    {'hecke_orbit_code': 9007474350751936, 'n': 48, 'trace_an': 0}
  • id: 30626431
    {'hecke_orbit_code': 9007474350751936, 'n': 49, 'trace_an': -24442449402}
  • id: 30626432
    {'hecke_orbit_code': 9007474350751936, 'n': 50, 'trace_an': 0}
  • id: 30626433
    {'hecke_orbit_code': 9007474350751936, 'n': 51, 'trace_an': 8174784384}
  • id: 30626434
    {'hecke_orbit_code': 9007474350751936, 'n': 52, 'trace_an': 0}
  • id: 30626435
    {'hecke_orbit_code': 9007474350751936, 'n': 53, 'trace_an': 0}
  • id: 30626436
    {'hecke_orbit_code': 9007474350751936, 'n': 54, 'trace_an': 0}
  • id: 30626437
    {'hecke_orbit_code': 9007474350751936, 'n': 55, 'trace_an': -49019256000}
  • id: 30626438
    {'hecke_orbit_code': 9007474350751936, 'n': 56, 'trace_an': 0}
  • id: 30626439
    {'hecke_orbit_code': 9007474350751936, 'n': 57, 'trace_an': -72013830300}
  • id: 30626440
    {'hecke_orbit_code': 9007474350751936, 'n': 58, 'trace_an': 0}
  • id: 30626441
    {'hecke_orbit_code': 9007474350751936, 'n': 59, 'trace_an': 0}
  • id: 30626442
    {'hecke_orbit_code': 9007474350751936, 'n': 60, 'trace_an': 0}
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