Newform data - 50.22.b.f

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 24200, 'analytic_conductor': 139.73867214353106, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 4, 'field_disc': 399024675856, 'field_disc_factorization': [[2, 4], [79, 2], [1999, 2]], 'field_poly': [1558670400, 0, 78961, 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': [[3, [70028288971921187856, 0, 32787444232, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518067225428018, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1254400, 'hecke_ring_index_factorization': [[2, 10], [5, 2], [7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.22.b.f', 'level': 50, '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, 5], 'level_radical': 10, 'minimal_twist': '10.22.a.b', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{9}\\beta _{1}q^{2}+(-31673\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.22.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1375151966931828638, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.822', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '74.508', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '2012.062', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [4, 0, 0, -4194304, 0, 259465216, 0, 0, -23733475652, 0, -82653663552, 0, 0, -599242104832, 0, 4398046511104, 0, 0, -14351589304880, 0, 399437207788528, 0, 0, -272068998332416, 0, -3864681415122944, 0, 0, 4909168404371880, 0, -8621354302486672, 0, 0, -6349647733481472, 0, 24886352965271552, 0, 0, 252772076312162576, 0, -32596070425424232, 0, 0, 86668647912701952, 0, 732282859724906496, 0, 0, -502872033366714228, 0, 4912258594874528688, 0, 0, -5250286043113308160, 0, 628350889316319232, 0, 0, -6220394715949344240, 0, -1582284419520903352, 0, 0, -4611686018427387904, 0, 43008343750621396992, 0, 0, 22438393955021434416, 0, -164777482626476964912, 0, 0, -66333084979621322752, 0, 15048732106953850880, 0, 0, -56628332250902738720, 0, 249786315429074374484, 0, 0, -418840269594063536128, 0, 331459998215125835776, 0, 0, -957002945628227040360, 0, -652375222890815885552, 0, 0, 314353651570128887808, 0, 285285021995411439616, 0, 0, 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-40702854989516992761807881243680, 0], 'weight': 22, '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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5251107123622799071797170344331, -102181139547555410043612300, 0], [-8213140496189042197763841917058, 0, 0, -34339454405068774667556672], [0, 5517465611661911986419349398351, 104908649261815597046824845, 0], [0, -9877001352439047632207607485523, 8378727695903440263002688, 0], [0, -10211304128468635796879418134509, 40495900154087110880635695, 0], [-5073713935254973398829010463528, 0, 0, -44411970915471327656433255], [0, -8811772211295203372814860958489, -45215834550033466938361932, 0], [0, 3027458151461855790021566767167, -120809810321118872488986957, 0], [732032263430389050787035086492, 0, 0, 78752519496471715424193375], [0, 2342828940228272827207573693451, 243940344689369709460956636, 0]], 'char_orbit_index': 2, 'field_poly': [1558670400, 0, 78961, 0, 1], 'hecke_orbit_code': 22518067225428018, 'hecke_ring_character_values': [[27, [-1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 19740, 141, 1], 'hecke_ring_inverse_denominators': [1, 560, 1120, 560], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, -140, 1, 0], [-44218160, 0, 0, 1], [0, 16581740, -39481, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 39481, 0, 1], [0, 118441, 0, 1], [44218160, 0, 1120, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '50.22.b.f', 'level': 50, 'maxp': 997, 'weight': 22}
• 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': 24200, 'analytic_conductor': 139.73867214353106, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 152, 'dim': 32, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69088575538, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 6, 8], 'label': '50.22.b', 'level': 50, '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, 5], 'level_radical': 10, 'mf_dim': 164, 'mf_new_dim': 32, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 165, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, -33554432, 0, 340563968, 0, 0, -155571751486, 0, 251334301254, 0, 0, 1366826430464, 0, 35184372088832, 0, 0, -84567857658310, 0, 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48665061692615157565079473090560, 0, 12851392625807351389757848420352, 0, 0, -46491765362675241382704337775892, 0, 30495252664159771043839818968424, 0, 0, 21117575639280988721702466748416, 0, -31901673039438867304737488934912, 0, 0, 26054253215873928192672455404072, 0, 30093903869228166812947620064854, 0, 0, 134911826145646434888903680409600, 0, -1575843584746960783899952676864, 0, 0, -34887089021939858245809859800000, 0, 44247908814177628257910859972124, 0, 0, 9366881269865975490813427187712, 0, 96176046870461844611271836839936, 0, 0, -206722091192335804102194008376852, 0, 59502139495474900033997603002584, 0, 0, -50689399820550703581815567558656, 0, -66117139200597763675892492533760, 0, 0, -66474585896171125126245713636980, 0, -1051453498765420467115473255106, 0, 0, 10979271279501426112033028308992, 0, 18766947571566880355687003619328, 0, 0, -56625286453376376010016704673160, 0, -60197833884417578163346578081330, 0, 0, 61225113152599259345916851625984, 0, 16757456583252732020264789868544, 0, 0, 102328223132421287769133668281668, 0, 55873346832269728839714789014484, 0, 0, 17088877606754457103170640281600, 0, -57682352477094746579368940150784, 0, 0, 69602051650332494830499602115008, 0, -136508769588601738105371856044216, 0, 0, 53146608886794921318762972450816, 0, 3323884334778648663694717747200, 0, 0, -34057807925374664797799898447708, 0, 45171933420550717460107551981336, 0, 0, -53377249933737379487462031622144, 0, -163335132302674479437280102211584, 0, 0, -153117429456296145107508254261070, 0, -27392230202208909092551589701146, 0, 0, -150107882714804367596381745319936, 0, 28113959373245749548157253976064, 0, 0, 49261186329733352850860573360190, 0, -54834144786947248457185173248860, 0, 0, 38120688663924729383689182511104, 0, -41068043427056199403015826841600, 0, 0, 95985424087153299433747054698768, 0, -14296237605153991673663153304956, 0, 0, -10279254302751184161281504428032, 0, -69426996408097855211758984101888, 0, 0, 233499881189359856476702081835020, 0], 'weight': 22, '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: 43325
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '50.22.b.f', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '10.22.a.b', 'target_level': 10, 'twist_class_label': '10.22.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 43326
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '50.22.b.f', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.22.a.f', 'target_level': 50, 'twist_class_label': '10.22.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 43327
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '50.22.b.f', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.22.b.f', 'target_level': 50, 'twist_class_label': '10.22.a.b', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 43328
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '50.22.b.f', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.22.b.f', 'target_level': 50, 'twist_class_label': '10.22.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 43329
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '50.22.b.f', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '80.22.a.d', 'target_level': 80, 'twist_class_label': '10.22.a.b', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 173300
    {'charpoly_factorization': [[[1048576, 0, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 2}
  • id: 173301
    {'charpoly_factorization': [[[70028288971921187856, 0, 32787444232, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 3}
  • id: 173302
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22518067225428018, 'p': 5}
  • id: 173303
    {'charpoly_factorization': [[[411466925673700023831832766221716496, 0, 1368527744849925128, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 7}
  • id: 173304
    {'charpoly_factorization': [[[-10836498403845106477056, 41326831776, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 11}
  • id: 173305
    {'charpoly_factorization': [[[790843207149201602491028098697246545817203084816, 0, 1782375946222367853965192, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 13}
  • id: 173306
    {'charpoly_factorization': [[[10141706798670452599970447973130046811429654759522576, 0, 211024649592418710016325448, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 17}
  • id: 173307
    {'charpoly_factorization': [[[-97900815420998031771321200, 7175794652440, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 19}
  • id: 173308
    {'charpoly_factorization': [[[77428451125163005346753063789565480654716764901962492176, 0, 110250458941423064178363886152, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 23}
  • id: 173309
    {'charpoly_factorization': [[[-5665683035383492547213214313500, -2454584202185940, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 29}
  • id: 173310
    {'charpoly_factorization': [[[-25354116877766420094991125384176, 4310677151243336, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 31}
  • id: 173311
    {'charpoly_factorization': [[[227338514514043272173744089591088866871360073477001148449443141136, 0, 2002660959280055810419149462737288, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 37}
  • id: 173312
    {'charpoly_factorization': [[[-7592112636642706014025681053267036, 16298035212712116, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 41}
  • id: 173313
    {'charpoly_factorization': [[[42783803908924756032264180166558971519447464016810114992077434458896, 0, 13112165429891091069954210282704072, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 43}
  • id: 173314
    {'charpoly_factorization': [[[5288681938148634458600999554822172774630835823546854868561823513811216, 0, 169006748348301610627650540834971208, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 47}
  • id: 173315
    {'charpoly_factorization': [[[1348278322799885891017654443570398341506828519979547667111393821463453456, 0, 2687363406167454618655506997137874632, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 53}
  • id: 173316
    {'charpoly_factorization': [[[1879447142297605981269931857600426000, 3110197357974672120, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 59}
  • id: 173317
    {'charpoly_factorization': [[[-24172143350112449844267806755537383356, 791142209760451676, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 61}
  • id: 173318
    {'charpoly_factorization': [[[11128535270692830974506737871611403758274501384741011628549152546344068239376, 0, 237114444855236135694550869802524099848, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 67}
  • id: 173319
    {'charpoly_factorization': [[[1567507427592734667123148836235244394384, 82388741313238482456, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 71}
  • id: 173320
    {'charpoly_factorization': [[[162101405567079182474089317121603037585769371464491220232840478463066306576, 0, 88127415956310270468721676965808377352, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 73}
  • id: 173321
    {'charpoly_factorization': [[[189723518094618968557695705902174324800, 28314166125451369360, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 79}
  • id: 173322
    {'charpoly_factorization': [[[3252329721694238843263950654896224309344204125622096158354735229130084647921936, 0, 3715580804434212661650125105283703779912, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 83}
  • id: 173323
    {'charpoly_factorization': [[[57225070666685104909804797873318488168100, 478501472814113520180, 1], 2]], 'hecke_orbit_code': 22518067225428018, 'p': 89}
  • id: 173324
    {'charpoly_factorization': [[[17216434969179011292851873575744372932390235043759070769371241241258751884153164816, 0, 559695196578855210407649323717660730451208, 0, 1], 1]], 'hecke_orbit_code': 22518067225428018, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 6, 'label': '50.22.b.f', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• 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: 44103013
    {'hecke_orbit_code': 22518067225428018, 'n': 1, 'trace_an': 4}
  • id: 44103014
    {'hecke_orbit_code': 22518067225428018, 'n': 2, 'trace_an': 0}
  • id: 44103015
    {'hecke_orbit_code': 22518067225428018, 'n': 3, 'trace_an': 0}
  • id: 44103016
    {'hecke_orbit_code': 22518067225428018, 'n': 4, 'trace_an': -4194304}
  • id: 44103017
    {'hecke_orbit_code': 22518067225428018, 'n': 5, 'trace_an': 0}
  • id: 44103018
    {'hecke_orbit_code': 22518067225428018, 'n': 6, 'trace_an': 259465216}
  • id: 44103019
    {'hecke_orbit_code': 22518067225428018, 'n': 7, 'trace_an': 0}
  • id: 44103020
    {'hecke_orbit_code': 22518067225428018, 'n': 8, 'trace_an': 0}
  • id: 44103021
    {'hecke_orbit_code': 22518067225428018, 'n': 9, 'trace_an': -23733475652}
  • id: 44103022
    {'hecke_orbit_code': 22518067225428018, 'n': 10, 'trace_an': 0}
  • id: 44103023
    {'hecke_orbit_code': 22518067225428018, 'n': 11, 'trace_an': -82653663552}
  • id: 44103024
    {'hecke_orbit_code': 22518067225428018, 'n': 12, 'trace_an': 0}
  • id: 44103025
    {'hecke_orbit_code': 22518067225428018, 'n': 13, 'trace_an': 0}
  • id: 44103026
    {'hecke_orbit_code': 22518067225428018, 'n': 14, 'trace_an': -599242104832}
  • id: 44103027
    {'hecke_orbit_code': 22518067225428018, 'n': 15, 'trace_an': 0}
  • id: 44103028
    {'hecke_orbit_code': 22518067225428018, 'n': 16, 'trace_an': 4398046511104}
  • id: 44103029
    {'hecke_orbit_code': 22518067225428018, 'n': 17, 'trace_an': 0}
  • id: 44103030
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  • id: 44103031
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  • id: 44103033
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  • id: 44103035
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  • id: 44103036
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  • id: 44103037
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  • id: 44103038
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  • id: 44103040
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  • id: 44103041
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  • id: 44103042
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  • id: 44103043
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  • id: 44103044
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  • id: 44103045
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  • id: 44103046
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  • id: 44103048
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  • id: 44103049
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  • id: 44103050
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  • id: 44103051
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  • id: 44103052
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  • id: 44103053
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  • id: 44103055
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  • id: 44103056
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  • id: 44103058
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  • id: 44103060
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  • id: 44103061
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  • id: 44103062
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  • id: 44103063
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  • id: 44103064
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  • id: 44103065
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  • id: 44103066
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  • id: 44103068
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  • id: 44103069
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  • id: 44103070
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  • id: 44103071
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  • id: 44103072
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  • id: 44103073
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  • id: 44103075
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  • id: 44103076
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  • id: 44103077
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  • id: 44103078
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  • id: 44103080
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  • id: 44103081
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  • id: 44103082
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  • id: 44103083
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  • id: 44103084
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  • id: 44103086
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  • id: 44103087
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  • id: 44103088
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  • id: 44103089
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  • id: 44103090
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  • id: 44103091
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  • id: 44103092
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  • id: 44103093
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  • id: 44103094
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  • id: 44103095
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  • id: 44103096
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  • id: 44103097
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  • id: 44103098
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  • id: 44103099
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  • id: 44103100
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  • id: 44103101
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  • id: 44103102
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  • id: 44103103
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  • id: 44103104
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  • id: 44103105
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  • id: 44103106
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  • id: 44103107
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  • id: 44103108
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  • id: 44103110
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  • id: 44103111
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  • id: 44103112
    {'hecke_orbit_code': 22518067225428018, 'n': 100, 'trace_an': 0}