Newform data - 50.26.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': 33800, 'analytic_conductor': 197.99838997612162, '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': 12191269945559056, 'field_disc_factorization': [[2, 4], [11, 2], [2509411, 2]], 'field_poly': [47622144774400, 0, 13801761, 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, [3858108441414123615031296, 0, 4120773078672, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518067292536882, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1166400, 'hecke_ring_index_factorization': [[2, 6], [3, 6], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.26.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': '10.26.a.b', 'prim_orbit_index': 2, 'qexp_display': 'q-2^{11}\\beta _{1}q^{2}+(109647\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '25.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2053321254605688144, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.092', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.703', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.553', 'prec': 17}, {'__RealLiteral__': 0, 'data': '71.122', 'prec': 20}, {'__RealLiteral__': 0, 'data': '51.469', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1951.449', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -67108864, 0, 3592912896, 0, 0, -4852391719572, 0, 38689365583968, 0, 0, -278598423642112, 0, 1125899906842624, 0, 0, -27069564790640, 0, 36382943373231168, 0, 0, -60279075725377536, 0, 1046905225491152896, 0, 0, 3352194974618066760, 0, 14251730312692753328, 0, 0, -24566644208258875392, 0, 81409623995870871552, 0, 0, -436543015316491576944, 0, -557953890277086019512, 0, 0, -649099843305197273088, 0, 1448349866251256365056, 0, 0, 4150436861800468606332, 0, 19049132675049275084688, 0, 0, -15774334415689015296000, 0, 4674105930703219720192, 0, 0, 7531122243979537536720, 0, 2177681218008805632248, 0, 0, -18889465931478580854784, 0, -93688004873690155450368, 0, 0, 284670059282373004612416, 0, 242975004103174569736848, 0, 0, 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• 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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[0, -1900811139495365316168112172139176973, -2698472207424430983952720968048, 0], [0, 3191939001780327971264487313999080001, 16036046756949616647157739778915, 0], [-1522133279403372757751805393138339648, 0, 0, 10104865010938948797299345505435], [0, 2128486104639237900185047790735940501, 5676967207908240842716381089492, 0], [0, 11317300729219455121467873313339764057, 11395428456682082925261261629307, 0], [-15853958642242077657346464157825642948, 0, 0, 5666970121408016175410285981385], [0, 863337519319302922524709741926343231, -20686851129731032766079318128796, 0]], 'char_orbit_index': 2, 'field_poly': [47622144774400, 0, 13801761, 0, 1], 'hecke_orbit_code': 22518067292536882, 'hecke_ring_character_values': [[27, [-1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 3450440, 690088, 1], 'hecke_ring_inverse_denominators': [1, 540, 1080, 540], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, -135, 1, 0], [-7452950940, 0, 0, 1], [0, 2794856535, -6900881, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 6900881, 0, 1], [0, 558971307, 0, 27], [7452950940, 0, 1080, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '50.26.b.f', 'level': 50, 'maxp': 997, 'weight': 26}
• mf_newspaces •

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

  
  {'Nk2': 33800, 'analytic_conductor': 197.99838997612162, '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': 182, 'dim': 38, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69155684402, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 4, 8, 10], 'label': '50.26.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': 194, 'mf_new_dim': 38, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 195, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, -637534208, 0, 8776835072, 0, 0, -12991242549664, 0, -30472316016774, 0, 0, -330406594985984, 0, 10696049115004928, 0, 0, 35852589007060790, 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0, -2457145907356907233335489338310094770, 0, -25908024439020354288851418165360771048, 0, 0, -710410832441740469796476000975978496, 0, 4367563769033464566892015265485062144, 0, 0, 14408731947317821704285156445123324212, 0, -18554291645831716388562807792960731364, 0, 0, -356068529487228459074334514768216064, 0, -1501939574346853472104794829094912000, 0, 0, 1387174638532067566061289706313616168, 0, -2387055524891579417318736860221313940, 0, 0, 31219285415657362791762611534823424, 0, -7587252014165447610899310215898791936, 0, 0, 5010961974840218817664150499201430420, 0, 14831682092124466732144580703783929176, 0, 0, -1156028493452193673589997983935807488, 0, -711496419232995517570327071040733184, 0, 0, -21234398282594618747856118948973336608, 0, 9026715497704204146718562758119104076, 0, 0, -3616419096986402160189186110759370752, 0, 8727169118006640661270328706992701440, 0, 0, 5972368797971974988381075191765852160, 0, -26568116379826049839932475526598025984, 0, 0, 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51587424344791081119510220110336778648, 0, 13791206371047596325403447628187647706, 0, 0, -56695122062893577806832038506096230400, 0, 1560301029880896615291441777804836864, 0, 0, -46626898080983748726737830205483542080, 0, -3679743558300810483731225120369926164, 0, 0, -12247698886640042339373004702101798912, 0, 17531965033143197577838282756105682944, 0, 0, 46357985442309923098492122702548381472, 0, -45659345569934001713241695096598488424, 0, 0, -118021709600408842867079251379071606784, 0, 16397089936879145986495303646225367040, 0, 0, 28721191850135745038062909511425734740, 0, -105504405631502568157549435710105337294, 0, 0, -62102744874055448786301759150612283392, 0, -13260453989824154509528574969716768768, 0, 0, 86409369233665333196558486928079351260, 0, -7973720566136482939015077658559971230, 0, 0, -4284040876789659898640648422573768704, 0, -847861337322382298882697399961124864, 0, 0, 116495492476590669457245751056366596812, 0, 11712811232831090201213108699590818576, 0, 0, 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118343182293655751178153144716080973140, 0], 'weight': 26, '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: 43519
    {'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': '50.26.b.f', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '10.26.a.b', 'target_level': 10, 'twist_class_label': '10.26.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 43520
    {'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': '50.26.b.f', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.26.a.f', 'target_level': 50, 'twist_class_label': '10.26.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 43521
    {'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': '50.26.b.f', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.26.b.f', 'target_level': 50, 'twist_class_label': '10.26.a.b', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 43522
    {'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': '50.26.b.f', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.26.b.f', 'target_level': 50, 'twist_class_label': '10.26.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 174550
    {'charpoly_factorization': [[[16777216, 0, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 2}
  • id: 174551
    {'charpoly_factorization': [[[3858108441414123615031296, 0, 4120773078672, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 3}
  • id: 174552
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22518067292536882, 'p': 5}
  • id: 174553
    {'charpoly_factorization': [[[75533133014949144864359817339684001432576, 0, 606918808427695498448, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 7}
  • id: 174554
    {'charpoly_factorization': [[[63014265857085365505388464, -19344682791984, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 11}
  • id: 174555
    {'charpoly_factorization': [[[171079195205409398271911641184143934131645275849434896, 0, 17159064310095189691579376072, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 13}
  • id: 174556
    {'charpoly_factorization': [[[56542486398954756352552854344053372147774214930148030145137936, 0, 24032096540399049086011551388488, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 17}
  • id: 174557
    {'charpoly_factorization': [[[-31742283942069082083753309470000, 13534782395320, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 19}
  • id: 174558
    {'charpoly_factorization': [[[13985522724051877331259984504051462692861765325354847935709564609536, 0, 23778979591006303246393830560444112, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 23}
  • id: 174559
    {'charpoly_factorization': [[[-346672739505803988847664473732698300, -1676097487309033380, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 29}
  • id: 174560
    {'charpoly_factorization': [[[4556838194262286084880419192269005824, -7125865156346376664, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 31}
  • id: 174561
    {'charpoly_factorization': [[[2707606185669390426885738045645182955242612304192377953023911463339693305122576, 0, 3766689381443854465266749729167932661448, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 37}
  • id: 174562
    {'charpoly_factorization': [[[5479419282167472517355462480943103988484, 278976945138543009756, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 41}
  • id: 174563
    {'charpoly_factorization': [[[75371485887785137191566859173338572771297745832939867067843742114880787411444736, 0, 199249908203361970660432097505779786284112, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 43}
  • id: 174564
    {'charpoly_factorization': [[[3104986369596092296523304878512368361254051357164045602694362101746594542078918656, 0, 1115378718765535001166261651115064997421968, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 47}
  • id: 174565
    {'charpoly_factorization': [[[16832745143978799893511308383504529486537795430281379553290194842316458084453536335376, 0, 8650708671936079071592748944875454456342152, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 53}
  • id: 174566
    {'charpoly_factorization': [[[-440825978954320971820420474860769545919513200, -3765561121989768768360, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 59}
  • id: 174567
    {'charpoly_factorization': [[[-1790555047986767657454240904244847146261756, -1088840609004402816124, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 61}
  • id: 174568
    {'charpoly_factorization': [[[2402094290112599811434024628159389897502772746156252082356402659082055954221147489212793856, 0, 10863218237534707506509919996367181379247797968, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 67}
  • id: 174569
    {'charpoly_factorization': [[[-22782596739740808583368541546170077073621094656, -121487502051587284868424, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 71}
  • id: 174570
    {'charpoly_factorization': [[[11297681222875088213815824178401019494192289398999091606349366727542145744815281843735783027216, 0, 212583483255176536520721398556352431540647731592, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 73}
  • id: 174571
    {'charpoly_factorization': [[[130142167875261382647218841751939102551626828800, 821388705533644841730640, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 79}
  • id: 174572
    {'charpoly_factorization': [[[1717484425834034744969768572788825372854700670093920022029504729732067391561285495544904431845376, 0, 3784628638845228104345462926384124448438805204752, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, 'p': 83}
  • id: 174573
    {'charpoly_factorization': [[[6017264217026034527485453534842083591941646480100, 5059219929404495720992980, 1], 2]], 'hecke_orbit_code': 22518067292536882, 'p': 89}
  • id: 174574
    {'charpoly_factorization': [[[49772000558974627241814574260717475846215430875361141623514756463184871718729441611666892302844176, 0, 19838066758285600844391895410908152944055571941448, 0, 1], 1]], 'hecke_orbit_code': 22518067292536882, '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': '50.26.b.f', 'level': 50, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44103787
    {'hecke_orbit_code': 22518067292536882, 'n': 1, 'trace_an': 4}
  • id: 44103788
    {'hecke_orbit_code': 22518067292536882, 'n': 2, 'trace_an': 0}
  • id: 44103789
    {'hecke_orbit_code': 22518067292536882, 'n': 3, 'trace_an': 0}
  • id: 44103790
    {'hecke_orbit_code': 22518067292536882, 'n': 4, 'trace_an': -67108864}
  • id: 44103791
    {'hecke_orbit_code': 22518067292536882, 'n': 5, 'trace_an': 0}
  • id: 44103792
    {'hecke_orbit_code': 22518067292536882, 'n': 6, 'trace_an': 3592912896}
  • id: 44103793
    {'hecke_orbit_code': 22518067292536882, 'n': 7, 'trace_an': 0}
  • id: 44103794
    {'hecke_orbit_code': 22518067292536882, 'n': 8, 'trace_an': 0}
  • id: 44103795
    {'hecke_orbit_code': 22518067292536882, 'n': 9, 'trace_an': -4852391719572}
  • id: 44103796
    {'hecke_orbit_code': 22518067292536882, 'n': 10, 'trace_an': 0}
  • id: 44103797
    {'hecke_orbit_code': 22518067292536882, 'n': 11, 'trace_an': 38689365583968}
  • id: 44103798
    {'hecke_orbit_code': 22518067292536882, 'n': 12, 'trace_an': 0}
  • id: 44103799
    {'hecke_orbit_code': 22518067292536882, 'n': 13, 'trace_an': 0}
  • id: 44103800
    {'hecke_orbit_code': 22518067292536882, 'n': 14, 'trace_an': -278598423642112}
  • id: 44103801
    {'hecke_orbit_code': 22518067292536882, 'n': 15, 'trace_an': 0}
  • id: 44103802
    {'hecke_orbit_code': 22518067292536882, 'n': 16, 'trace_an': 1125899906842624}
  • id: 44103803
    {'hecke_orbit_code': 22518067292536882, 'n': 17, 'trace_an': 0}
  • id: 44103804
    {'hecke_orbit_code': 22518067292536882, 'n': 18, 'trace_an': 0}
  • id: 44103805
    {'hecke_orbit_code': 22518067292536882, 'n': 19, 'trace_an': -27069564790640}
  • id: 44103806
    {'hecke_orbit_code': 22518067292536882, 'n': 20, 'trace_an': 0}
  • id: 44103807
    {'hecke_orbit_code': 22518067292536882, 'n': 21, 'trace_an': 36382943373231168}
  • id: 44103808
    {'hecke_orbit_code': 22518067292536882, 'n': 22, 'trace_an': 0}
  • id: 44103809
    {'hecke_orbit_code': 22518067292536882, 'n': 23, 'trace_an': 0}
  • id: 44103810
    {'hecke_orbit_code': 22518067292536882, 'n': 24, 'trace_an': -60279075725377536}
  • id: 44103811
    {'hecke_orbit_code': 22518067292536882, 'n': 25, 'trace_an': 0}
  • id: 44103812
    {'hecke_orbit_code': 22518067292536882, 'n': 26, 'trace_an': 1046905225491152896}
  • id: 44103813
    {'hecke_orbit_code': 22518067292536882, 'n': 27, 'trace_an': 0}
  • id: 44103814
    {'hecke_orbit_code': 22518067292536882, 'n': 28, 'trace_an': 0}
  • id: 44103815
    {'hecke_orbit_code': 22518067292536882, 'n': 29, 'trace_an': 3352194974618066760}
  • id: 44103816
    {'hecke_orbit_code': 22518067292536882, 'n': 30, 'trace_an': 0}
  • id: 44103817
    {'hecke_orbit_code': 22518067292536882, 'n': 31, 'trace_an': 14251730312692753328}
  • id: 44103818
    {'hecke_orbit_code': 22518067292536882, 'n': 32, 'trace_an': 0}
  • id: 44103819
    {'hecke_orbit_code': 22518067292536882, 'n': 33, 'trace_an': 0}
  • id: 44103820
    {'hecke_orbit_code': 22518067292536882, 'n': 34, 'trace_an': -24566644208258875392}
  • id: 44103821
    {'hecke_orbit_code': 22518067292536882, 'n': 35, 'trace_an': 0}
  • id: 44103822
    {'hecke_orbit_code': 22518067292536882, 'n': 36, 'trace_an': 81409623995870871552}
  • id: 44103823
    {'hecke_orbit_code': 22518067292536882, 'n': 37, 'trace_an': 0}
  • id: 44103824
    {'hecke_orbit_code': 22518067292536882, 'n': 38, 'trace_an': 0}
  • id: 44103825
    {'hecke_orbit_code': 22518067292536882, 'n': 39, 'trace_an': -436543015316491576944}
  • id: 44103826
    {'hecke_orbit_code': 22518067292536882, 'n': 40, 'trace_an': 0}
  • id: 44103827
    {'hecke_orbit_code': 22518067292536882, 'n': 41, 'trace_an': -557953890277086019512}
  • id: 44103828
    {'hecke_orbit_code': 22518067292536882, 'n': 42, 'trace_an': 0}
  • id: 44103829
    {'hecke_orbit_code': 22518067292536882, 'n': 43, 'trace_an': 0}
  • id: 44103830
    {'hecke_orbit_code': 22518067292536882, 'n': 44, 'trace_an': -649099843305197273088}
  • id: 44103831
    {'hecke_orbit_code': 22518067292536882, 'n': 45, 'trace_an': 0}
  • id: 44103832
    {'hecke_orbit_code': 22518067292536882, 'n': 46, 'trace_an': 1448349866251256365056}
  • id: 44103833
    {'hecke_orbit_code': 22518067292536882, 'n': 47, 'trace_an': 0}
  • id: 44103834
    {'hecke_orbit_code': 22518067292536882, 'n': 48, 'trace_an': 0}
  • id: 44103835
    {'hecke_orbit_code': 22518067292536882, 'n': 49, 'trace_an': 4150436861800468606332}
  • id: 44103836
    {'hecke_orbit_code': 22518067292536882, 'n': 50, 'trace_an': 0}
  • id: 44103837
    {'hecke_orbit_code': 22518067292536882, 'n': 51, 'trace_an': 19049132675049275084688}
  • id: 44103838
    {'hecke_orbit_code': 22518067292536882, 'n': 52, 'trace_an': 0}
  • id: 44103839
    {'hecke_orbit_code': 22518067292536882, 'n': 53, 'trace_an': 0}
  • id: 44103840
    {'hecke_orbit_code': 22518067292536882, 'n': 54, 'trace_an': -15774334415689015296000}
  • id: 44103841
    {'hecke_orbit_code': 22518067292536882, 'n': 55, 'trace_an': 0}
  • id: 44103842
    {'hecke_orbit_code': 22518067292536882, 'n': 56, 'trace_an': 4674105930703219720192}
  • id: 44103843
    {'hecke_orbit_code': 22518067292536882, 'n': 57, 'trace_an': 0}
  • id: 44103844
    {'hecke_orbit_code': 22518067292536882, 'n': 58, 'trace_an': 0}
  • id: 44103845
    {'hecke_orbit_code': 22518067292536882, 'n': 59, 'trace_an': 7531122243979537536720}
  • id: 44103846
    {'hecke_orbit_code': 22518067292536882, 'n': 60, 'trace_an': 0}
  • id: 44103847
    {'hecke_orbit_code': 22518067292536882, 'n': 61, 'trace_an': 2177681218008805632248}
  • id: 44103848
    {'hecke_orbit_code': 22518067292536882, 'n': 62, 'trace_an': 0}
  • id: 44103849
    {'hecke_orbit_code': 22518067292536882, 'n': 63, 'trace_an': 0}
  • id: 44103850
    {'hecke_orbit_code': 22518067292536882, 'n': 64, 'trace_an': -18889465931478580854784}
  • id: 44103851
    {'hecke_orbit_code': 22518067292536882, 'n': 65, 'trace_an': 0}
  • id: 44103852
    {'hecke_orbit_code': 22518067292536882, 'n': 66, 'trace_an': -93688004873690155450368}
  • id: 44103853
    {'hecke_orbit_code': 22518067292536882, 'n': 67, 'trace_an': 0}
  • id: 44103854
    {'hecke_orbit_code': 22518067292536882, 'n': 68, 'trace_an': 0}
  • id: 44103855
    {'hecke_orbit_code': 22518067292536882, 'n': 69, 'trace_an': 284670059282373004612416}
  • id: 44103856
    {'hecke_orbit_code': 22518067292536882, 'n': 70, 'trace_an': 0}
  • id: 44103857
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  • id: 44104030
    {'hecke_orbit_code': 22518067292536882, 'n': 907, 'trace_an': 0}
  • id: 44104031
    {'hecke_orbit_code': 22518067292536882, 'n': 911, 'trace_an': -2712596206416826509904277704686450192}
  • id: 44104032
    {'hecke_orbit_code': 22518067292536882, 'n': 919, 'trace_an': 15795617641706195993942911507700238400}
  • id: 44104033
    {'hecke_orbit_code': 22518067292536882, 'n': 929, 'trace_an': 43563407912942732284486451356510942680}
  • id: 44104034
    {'hecke_orbit_code': 22518067292536882, 'n': 937, 'trace_an': 0}
  • id: 44104035
    {'hecke_orbit_code': 22518067292536882, 'n': 941, 'trace_an': 42512374377557525708358525746023324728}
  • id: 44104036
    {'hecke_orbit_code': 22518067292536882, 'n': 947, 'trace_an': 0}
  • id: 44104037
    {'hecke_orbit_code': 22518067292536882, 'n': 953, 'trace_an': 0}
  • id: 44104038
    {'hecke_orbit_code': 22518067292536882, 'n': 961, 'trace_an': 6397385716088164600765499158580031492}
  • id: 44104039
    {'hecke_orbit_code': 22518067292536882, 'n': 967, 'trace_an': 0}
  • id: 44104040
    {'hecke_orbit_code': 22518067292536882, 'n': 971, 'trace_an': -6088533117613491031007221572553358592}
  • id: 44104041
    {'hecke_orbit_code': 22518067292536882, 'n': 977, 'trace_an': 0}
  • id: 44104042
    {'hecke_orbit_code': 22518067292536882, 'n': 983, 'trace_an': 0}
  • id: 44104043
    {'hecke_orbit_code': 22518067292536882, 'n': 991, 'trace_an': -63415834568968310629385856631302571792}
  • id: 44104044
    {'hecke_orbit_code': 22518067292536882, 'n': 997, 'trace_an': 0}