Newform data - 12.51.c.a

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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': 31212, 'analytic_conductor': 190.0025442266002, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [2, 1]], 'cm_discs': [-3], 'conrey_index': 5, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 138294591500, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '12.51.c.a', 'level': 12, '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': '12.51.c.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-3^{25}q^{3}-1147513263675748744318q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '50.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '12.51.c', 'trace_display': [0, -847288609443, 0, -1147513263675748744318], 'trace_hash': 1671363790671935574, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.950', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.835', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, 0, -847288609443, 0, 0, 0, -1147513263675748744318, 0, 717897987691852588770249, 0, 0, 0, -1204077835798066254661796182, 0, 0, 0, 0, 0, -2148252129575798828549137934374, 0, 972274917497223756415051567394874, 0, 0, 0, 88817841970012523233890533447265625, 0, -608266787713357709119683992618861307, 0, 0, 0, -34146080293789889810695980538904206126, 0, 0, 0, 0, 0, 1393192939064933863037625487158303639386, 0, 1020201435154480443060776403303466546626, 0, 0, 0, -25132299445433024820335347887841978196182, 0, 0, 0, 0, 0, -481678352335643684042642195854295611966125, 0, 0, 0, 0, 0, 0, 0, 1820189559601242042907307449612147850693682, 0, 0, 0, -474733121883927264426301140024623012117083126, 0, -823797462842530266385933993293140389546195182, 0, 0, 0, -2948085383361468105709834784270016016989061318, 0, 0, 0, 0, 0, -75608715562535340705089907301711626607762419886, 0, 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-35086401807667424590449777694649468280625867329713162909551829067883702748, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24435504369823916573856616204490351072614118749313772360160885815433171068, 0, 0, 0, -32128407507145841056495024515216052112626500360695602654073878804274846614, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -71789979283287296834401250132745474144545917905855872540948911367881913374, 0, 37093861642184137654229156602766607936755897857211588667148268022541661874, 0, 0, 0, 123740390295606582696807994562098510672321083347924286499619483947753906250, 0, -198496902668531224063634548470742189928457585200499697134975107497502317614, 0, 0, 0, 1034766546175608497842351975360848351586691820430361989331350119361080750, 0, 0, 0, 0, 0, 392405522145162489588195604835294233576621625293870766833843752005975785682, 0, -221115279954079573425119317634008936598084418414359371622710116425678404374, 0, 0, 0, 0, 0, 0, 0, 0, 0, 91038778602009124595953670448530318932384902984806185124421908087635675252, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 796054492469186189389863846507735459900806531192913063269366569808054623875, 0, 0, 0, 0, 0, 681862032691015052759993317799230355729425900326994342706347131487787520386, 0, 0, 0, 0, 0, 791849090640496098978310820504994333927365962535074596796975308987645367636, 0, 90612089845130622750415519144648128480135085283109219744801521301269531250, 0, 0, 0, 0, 0, -103996045185943613980412040971735017444703487857828843402787266059635213126, 0, 0, 0, 0, 0, 0, 0, 0, 0, -874686705641354929091614176593661958548169418001805110144475130933007886126, 0, -1588916862446571155992491188298576776248004727787323818811870801677164685886, 0, 0, 0, 179801801497748860911673961826439641834525321275419241853023981593008231386, 0, -847432993709959028610475231391828648536205870152833541343144415085276637502, 0], 'weight': 51, '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], [-847288609443], [0], [0], [0], [-1147513263675748744318], [0], [717897987691852588770249], [0], [0], [0], [-1204077835798066254661796182], [0], [0], [0], [0], [0], [-2148252129575798828549137934374], [0], [972274917497223756415051567394874], [0], [0], [0], [88817841970012523233890533447265625], [0], [-608266787713357709119683992618861307], [0], [0], [0], [-34146080293789889810695980538904206126], [0], [0], [0], [0], [0], [1393192939064933863037625487158303639386], [0], [1020201435154480443060776403303466546626], [0], [0], [0], [-25132299445433024820335347887841978196182], [0], [0], [0], [0], [0], [-481678352335643684042642195854295611966125], [0], [0], [0], [0], [0], [0], [0], [1820189559601242042907307449612147850693682], [0], [0], [0], [-474733121883927264426301140024623012117083126], [0], [-823797462842530266385933993293140389546195182], [0], [0], [0], [-2948085383361468105709834784270016016989061318], [0], [0], [0], [0], [0], [-75608715562535340705089907301711626607762419886], [0], [-75254345816500034516138839535415172576904296875], [0], [0], [0], [-190463111512134494318987920478984253504983823502], [0], [515377520732011331036461129765621272702107522001], [0], [0], [0], [0], [0], [0], [0], [0], [0], [1381695287076271302578824959248039849752946593876], [0], [28931584890054260646116791858837534571482382047818], [0], [0], [0], [23805669544801983320480563576169282073777512455682], [0], [0], [0]], 'ap': [[0], [-847288609443], [0], [-1147513263675748744318], [0], [-1204077835798066254661796182], [0], [-2148252129575798828549137934374], [0], [0], [-34146080293789889810695980538904206126], [1393192939064933863037625487158303639386], [0], [-25132299445433024820335347887841978196182], [0], [0], [0], [-474733121883927264426301140024623012117083126], [-2948085383361468105709834784270016016989061318], [0], [-75608715562535340705089907301711626607762419886], [-190463111512134494318987920478984253504983823502], [0], [0], [23805669544801983320480563576169282073777512455682], [0], [-276497366020941086151689371070629687270452701373886], [0], [-144861870305983395932154028828238204061038229860374], [0], [30576031596600125425147047054779919639894111161322386], [0], [0], [-690056590809261281915651871472371452833904393358540502], [0], [1877223359786477674942941592609758591780288456595627874], [3240349085074368044329266257637711421592070322284772682], [39316747985509437212360625440970552113112308068334757818], [0], [0], [0], [497158705403666800583106637645702057899516531479403562874], [0], [2466985960371424964365838247179635857254183252016033714818], [0], [5871618607627957557761843519357933623227854580555218874626], [16140105443737758166228302892536262806086811114528539950874], [48095738098873727712190693124251902700565771448563738292818], [0], [195865932682046485733120734986838574580625291814943224865626], [0], [0], [122088362084842335734558827645423660812474285036769882747874], [0], [0], [0], [0], [-11193796835339358351670550859875052315300728609429998874633998], [-15422875155183360050247211702027010342876118453294527002261318], [0], [-39416629798433870458376932045746567766962674475424386823304182], [0], [-43779488156425603971423878830201327084023986871501729917713318], [0], [260968078043016290393753070023364761862075061733138583095160818], [0], [1875295908310523585253261961452123956649007439909785831821369002], [2723150405086652240845003119268312058193401091314470014981907682], [0], [-6979700720621237704494247312056849294991044155472115062224232502], [0], [0], [-12933744131997325579596956371100783751758875391938340803468762318], [-36024543032434133513604315730739454985729711401350049490697618182], [35325018645904582053323528048596779158801319615959338532305887626], [0], [0], [-124577036886531790980570003462831278521211288127110754184850575318], [0], [79641895582134874204843729604017707306832478171286483373712400626], [0], 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[5612269554997958383438110853112183409224656124531935833021920239861874], [3489641450072423768245484962687187621652990747190026565330221950418386], [7159115391121120175459598439653466948923334602594275821073652260753114], [0], [11561608561731354084663427676217279708131979953696081549490295200939626], [20006856613041674149471411903774983403593771162641319460282878230851874], [0], [-3734108560316127928267214079414221388554036147531050527480915236730886], [0], [0], [0], [47266829942790997251685777782888814765368824089310992886453104446243002], [58290789679952673166921999467081001022577270191220098722434441823850114], [0], [0], [-41586829497777860678035126178058132443187495859884680870731675132592998], [0], [282894595766557514672286292132733684531052347110312702759575019615881626], [0], [572782403971847336665655840743770814926687471099713937492610979951107682], [560941506596880050482655124089794293501510164250016764868462301512007114], [744918951705372324025237129231671370277970984109435408670284273991189498], [0], [-1451626359803660371977624720911200611996666299433016482553793648737649998], [-1641093429624730003570325762036343357780202556993293447038840986398765318], [0], [648559475374504621689136592214135058383318802169941237737384199700826626], [0], [-5009537952437085656927625134224548103370108374644771264264531679125025318], [0], [0], [-10299169502711799211250827500095907275863220564454750512690378570321767126], [0], [-15115426012655609024030371090366678147960585514377095497257308718728569182], [0], [12047568590112614730910799164322882481455870454960617570872789557151151498], [0], [35427799685075387103185271383718432198475857978473077874350700643836805818], [0], [-33946074951811394227584583835772304534843680419959001083034299522163304502], [0], [-49957203433795829352729498263174492503242753836791916745701911360906279318], [0], [-79556646957519960519837171001702440867427061748787180397964160604968958182], [0], [-32128407507145841056495024515216052112626500360695602654073878804274846614], [0], [-71789979283287296834401250132745474144545917905855872540948911367881913374], [0], [392405522145162489588195604835294233576621625293870766833843752005975785682], [0], [0], [0], [681862032691015052759993317799230355729425900326994342706347131487787520386], [0], [0], [0], [-874686705641354929091614176593661958548169418001805110144475130933007886126], [179801801497748860911673961826439641834525321275419241853023981593008231386]], 'char_orbit_index': 3, 'field_poly': [0, 1], 'hecke_orbit_code': 138294591500, 'hecke_ring_character_values': [[7, [1]], [5, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '12.51.c.a', 'level': 12, 'maxp': 997, 'weight': 51}
• 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': 31212, 'analytic_conductor': 190.0025442266002, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [12, 2, [7, 5], [2, 1]], 'conrey_index': 5, 'cusp_dim': 97, 'dim': 17, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 138294591500, 'hecke_orbit_dims': [1, 16], 'label': '12.51.c', 'level': 12, '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': 103, 'mf_new_dim': 17, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 17, 'sturm_bound': 102, 'trace_bound': 1, 'trace_display': [0, -88437661203, 0, 1346835075664713827362], 'traces': [17, 0, -88437661203, 0, 0, 0, 1346835075664713827362, 0, -1146139217784456598082727, 0, 0, 0, 7531162923337882394599910218, 0, 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• 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: 8599
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '12.51.c.a', 'source_level': 12, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '12.51.c.a', 'target_level': 12, 'twist_class_label': '12.51.c.a', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 51}
  • id: 8600
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '12.51.c.a', 'source_level': 12, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '12.51.c.a', 'target_level': 12, 'twist_class_label': '12.51.c.a', 'twist_class_level': 12, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 51}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 54725
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 2}
  • id: 54726
    {'charpoly_factorization': [[[847288609443, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 3}
  • id: 54727
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 5}
  • id: 54728
    {'charpoly_factorization': [[[1147513263675748744318, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 7}
  • id: 54729
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 11}
  • id: 54730
    {'charpoly_factorization': [[[1204077835798066254661796182, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 13}
  • id: 54731
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 17}
  • id: 54732
    {'charpoly_factorization': [[[2148252129575798828549137934374, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 19}
  • id: 54733
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 23}
  • id: 54734
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 29}
  • id: 54735
    {'charpoly_factorization': [[[34146080293789889810695980538904206126, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 31}
  • id: 54736
    {'charpoly_factorization': [[[-1393192939064933863037625487158303639386, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 37}
  • id: 54737
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 41}
  • id: 54738
    {'charpoly_factorization': [[[25132299445433024820335347887841978196182, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 43}
  • id: 54739
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 47}
  • id: 54740
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 53}
  • id: 54741
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 59}
  • id: 54742
    {'charpoly_factorization': [[[474733121883927264426301140024623012117083126, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 61}
  • id: 54743
    {'charpoly_factorization': [[[2948085383361468105709834784270016016989061318, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 67}
  • id: 54744
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 71}
  • id: 54745
    {'charpoly_factorization': [[[75608715562535340705089907301711626607762419886, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 73}
  • id: 54746
    {'charpoly_factorization': [[[190463111512134494318987920478984253504983823502, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 79}
  • id: 54747
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 83}
  • id: 54748
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 138294591500, 'p': 89}
  • id: 54749
    {'charpoly_factorization': [[[-23805669544801983320480563576169282073777512455682, 1], 1]], 'hecke_orbit_code': 138294591500, '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': 3, 'hecke_orbit': 1, 'label': '12.51.c.a', 'level': 12, 'portrait': 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', 'weight': 51}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6386298
    {'hecke_orbit_code': 138294591500, 'n': 10, 'trace_an': 0}
  • id: 6386490
    {'hecke_orbit_code': 138294591500, 'n': 11, 'trace_an': 0}
  • id: 6386505
    {'hecke_orbit_code': 138294591500, 'n': 12, 'trace_an': 0}
  • id: 6386522
    {'hecke_orbit_code': 138294591500, 'n': 13, 'trace_an': -1204077835798066254661796182}
  • id: 6386537
    {'hecke_orbit_code': 138294591500, 'n': 14, 'trace_an': 0}
  • id: 6386552
    {'hecke_orbit_code': 138294591500, 'n': 15, 'trace_an': 0}
  • id: 6386564
    {'hecke_orbit_code': 138294591500, 'n': 16, 'trace_an': 0}
  • id: 6386757
    {'hecke_orbit_code': 138294591500, 'n': 17, 'trace_an': 0}
  • id: 6386771
    {'hecke_orbit_code': 138294591500, 'n': 18, 'trace_an': 0}
  • id: 6386787
    {'hecke_orbit_code': 138294591500, 'n': 19, 'trace_an': -2148252129575798828549137934374}
  • id: 6386802
    {'hecke_orbit_code': 138294591500, 'n': 20, 'trace_an': 0}
  • id: 6387336
    {'hecke_orbit_code': 138294591500, 'n': 449, 'trace_an': 0}
  • id: 6387774
    {'hecke_orbit_code': 138294591500, 'n': 173, 'trace_an': 0}
  • id: 6387866
    {'hecke_orbit_code': 138294591500, 'n': 1, 'trace_an': 1}
  • id: 6387867
    {'hecke_orbit_code': 138294591500, 'n': 2, 'trace_an': 0}
  • id: 6387868
    {'hecke_orbit_code': 138294591500, 'n': 3, 'trace_an': -847288609443}
  • id: 6387869
    {'hecke_orbit_code': 138294591500, 'n': 4, 'trace_an': 0}
  • id: 6387870
    {'hecke_orbit_code': 138294591500, 'n': 5, 'trace_an': 0}
  • id: 6387871
    {'hecke_orbit_code': 138294591500, 'n': 6, 'trace_an': 0}
  • id: 6387872
    {'hecke_orbit_code': 138294591500, 'n': 7, 'trace_an': -1147513263675748744318}
  • id: 6387873
    {'hecke_orbit_code': 138294591500, 'n': 8, 'trace_an': 0}
  • id: 6387874
    {'hecke_orbit_code': 138294591500, 'n': 9, 'trace_an': 717897987691852588770249}
  • id: 6387875
    {'hecke_orbit_code': 138294591500, 'n': 21, 'trace_an': 972274917497223756415051567394874}
  • id: 6387876
    {'hecke_orbit_code': 138294591500, 'n': 22, 'trace_an': 0}
  • id: 6387877
    {'hecke_orbit_code': 138294591500, 'n': 23, 'trace_an': 0}
  • id: 6387878
    {'hecke_orbit_code': 138294591500, 'n': 24, 'trace_an': 0}
  • id: 6387879
    {'hecke_orbit_code': 138294591500, 'n': 25, 'trace_an': 88817841970012523233890533447265625}
  • id: 6387880
    {'hecke_orbit_code': 138294591500, 'n': 26, 'trace_an': 0}
  • id: 6387881
    {'hecke_orbit_code': 138294591500, 'n': 27, 'trace_an': -608266787713357709119683992618861307}
  • id: 6387882
    {'hecke_orbit_code': 138294591500, 'n': 28, 'trace_an': 0}
  • id: 6387883
    {'hecke_orbit_code': 138294591500, 'n': 29, 'trace_an': 0}
  • id: 6387884
    {'hecke_orbit_code': 138294591500, 'n': 30, 'trace_an': 0}
  • id: 6387885
    {'hecke_orbit_code': 138294591500, 'n': 31, 'trace_an': -34146080293789889810695980538904206126}
  • id: 6387886
    {'hecke_orbit_code': 138294591500, 'n': 32, 'trace_an': 0}
  • id: 6387887
    {'hecke_orbit_code': 138294591500, 'n': 33, 'trace_an': 0}
  • id: 6387888
    {'hecke_orbit_code': 138294591500, 'n': 34, 'trace_an': 0}
  • id: 6387889
    {'hecke_orbit_code': 138294591500, 'n': 35, 'trace_an': 0}
  • id: 6387890
    {'hecke_orbit_code': 138294591500, 'n': 36, 'trace_an': 0}
  • id: 6387891
    {'hecke_orbit_code': 138294591500, 'n': 37, 'trace_an': 1393192939064933863037625487158303639386}
  • id: 6387892
    {'hecke_orbit_code': 138294591500, 'n': 38, 'trace_an': 0}
  • id: 6387893
    {'hecke_orbit_code': 138294591500, 'n': 39, 'trace_an': 1020201435154480443060776403303466546626}
  • id: 6387894
    {'hecke_orbit_code': 138294591500, 'n': 40, 'trace_an': 0}
  • id: 6387895
    {'hecke_orbit_code': 138294591500, 'n': 41, 'trace_an': 0}
  • id: 6387896
    {'hecke_orbit_code': 138294591500, 'n': 42, 'trace_an': 0}
  • id: 6387897
    {'hecke_orbit_code': 138294591500, 'n': 43, 'trace_an': -25132299445433024820335347887841978196182}
  • id: 6387898
    {'hecke_orbit_code': 138294591500, 'n': 44, 'trace_an': 0}
  • id: 6387899
    {'hecke_orbit_code': 138294591500, 'n': 45, 'trace_an': 0}
  • id: 6387900
    {'hecke_orbit_code': 138294591500, 'n': 46, 'trace_an': 0}
  • id: 6387901
    {'hecke_orbit_code': 138294591500, 'n': 47, 'trace_an': 0}
  • id: 6387902
    {'hecke_orbit_code': 138294591500, 'n': 48, 'trace_an': 0}
  • id: 6387903
    {'hecke_orbit_code': 138294591500, 'n': 49, 'trace_an': -481678352335643684042642195854295611966125}
  • id: 6387904
    {'hecke_orbit_code': 138294591500, 'n': 50, 'trace_an': 0}
  • id: 6387905
    {'hecke_orbit_code': 138294591500, 'n': 51, 'trace_an': 0}
  • id: 6387906
    {'hecke_orbit_code': 138294591500, 'n': 52, 'trace_an': 0}
  • id: 6387907
    {'hecke_orbit_code': 138294591500, 'n': 53, 'trace_an': 0}
  • id: 6387908
    {'hecke_orbit_code': 138294591500, 'n': 54, 'trace_an': 0}
  • id: 6387909
    {'hecke_orbit_code': 138294591500, 'n': 55, 'trace_an': 0}
  • id: 6387910
    {'hecke_orbit_code': 138294591500, 'n': 56, 'trace_an': 0}
  • id: 6387911
    {'hecke_orbit_code': 138294591500, 'n': 57, 'trace_an': 1820189559601242042907307449612147850693682}
  • id: 6387912
    {'hecke_orbit_code': 138294591500, 'n': 58, 'trace_an': 0}
  • id: 6387913
    {'hecke_orbit_code': 138294591500, 'n': 59, 'trace_an': 0}
  • id: 6387914
    {'hecke_orbit_code': 138294591500, 'n': 60, 'trace_an': 0}
  • id: 6387915
    {'hecke_orbit_code': 138294591500, 'n': 61, 'trace_an': -474733121883927264426301140024623012117083126}
  • id: 6387916
    {'hecke_orbit_code': 138294591500, 'n': 62, 'trace_an': 0}
  • id: 6387917
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  • id: 6388080
    {'hecke_orbit_code': 138294591500, 'n': 809, 'trace_an': 0}
  • id: 6388081
    {'hecke_orbit_code': 138294591500, 'n': 811, 'trace_an': -10299169502711799211250827500095907275863220564454750512690378570321767126}
  • id: 6388082
    {'hecke_orbit_code': 138294591500, 'n': 821, 'trace_an': 0}
  • id: 6388083
    {'hecke_orbit_code': 138294591500, 'n': 823, 'trace_an': -15115426012655609024030371090366678147960585514377095497257308718728569182}
  • id: 6388084
    {'hecke_orbit_code': 138294591500, 'n': 827, 'trace_an': 0}
  • id: 6388085
    {'hecke_orbit_code': 138294591500, 'n': 829, 'trace_an': 12047568590112614730910799164322882481455870454960617570872789557151151498}
  • id: 6388086
    {'hecke_orbit_code': 138294591500, 'n': 839, 'trace_an': 0}
  • id: 6388087
    {'hecke_orbit_code': 138294591500, 'n': 841, 'trace_an': 13179529148667419313752621434193363370806933128742294644974969657446901001}
  • id: 6388088
    {'hecke_orbit_code': 138294591500, 'n': 853, 'trace_an': 35427799685075387103185271383718432198475857978473077874350700643836805818}
  • id: 6388089
    {'hecke_orbit_code': 138294591500, 'n': 857, 'trace_an': 0}
  • id: 6388090
    {'hecke_orbit_code': 138294591500, 'n': 859, 'trace_an': -33946074951811394227584583835772304534843680419959001083034299522163304502}
  • id: 6388091
    {'hecke_orbit_code': 138294591500, 'n': 863, 'trace_an': 0}
  • id: 6388092
    {'hecke_orbit_code': 138294591500, 'n': 877, 'trace_an': -49957203433795829352729498263174492503242753836791916745701911360906279318}
  • id: 6388093
    {'hecke_orbit_code': 138294591500, 'n': 881, 'trace_an': 0}
  • id: 6388094
    {'hecke_orbit_code': 138294591500, 'n': 883, 'trace_an': -79556646957519960519837171001702440867427061748787180397964160604968958182}
  • id: 6388095
    {'hecke_orbit_code': 138294591500, 'n': 887, 'trace_an': 0}
  • id: 6388096
    {'hecke_orbit_code': 138294591500, 'n': 907, 'trace_an': -32128407507145841056495024515216052112626500360695602654073878804274846614}
  • id: 6388097
    {'hecke_orbit_code': 138294591500, 'n': 911, 'trace_an': 0}
  • id: 6388098
    {'hecke_orbit_code': 138294591500, 'n': 919, 'trace_an': -71789979283287296834401250132745474144545917905855872540948911367881913374}
  • id: 6388099
    {'hecke_orbit_code': 138294591500, 'n': 929, 'trace_an': 0}
  • id: 6388100
    {'hecke_orbit_code': 138294591500, 'n': 937, 'trace_an': 392405522145162489588195604835294233576621625293870766833843752005975785682}
  • id: 6388101
    {'hecke_orbit_code': 138294591500, 'n': 941, 'trace_an': 0}
  • id: 6388102
    {'hecke_orbit_code': 138294591500, 'n': 947, 'trace_an': 0}
  • id: 6388103
    {'hecke_orbit_code': 138294591500, 'n': 953, 'trace_an': 0}
  • id: 6388104
    {'hecke_orbit_code': 138294591500, 'n': 961, 'trace_an': 796054492469186189389863846507735459900806531192913063269366569808054623875}
  • id: 6388105
    {'hecke_orbit_code': 138294591500, 'n': 967, 'trace_an': 681862032691015052759993317799230355729425900326994342706347131487787520386}
  • id: 6388106
    {'hecke_orbit_code': 138294591500, 'n': 971, 'trace_an': 0}
  • id: 6388107
    {'hecke_orbit_code': 138294591500, 'n': 977, 'trace_an': 0}
  • id: 6388108
    {'hecke_orbit_code': 138294591500, 'n': 983, 'trace_an': 0}
  • id: 6388109
    {'hecke_orbit_code': 138294591500, 'n': 991, 'trace_an': -874686705641354929091614176593661958548169418001805110144475130933007886126}
  • id: 6388110
    {'hecke_orbit_code': 138294591500, 'n': 997, 'trace_an': 179801801497748860911673961826439641834525321275419241853023981593008231386}