Embedded newform data - 272.10.a.g.1.2

Formats: - HTML - YAML - JSON - 2024-05-04T16:06:09.645159

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 27200, 'analytic_conductor': 140.0897474365735, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [17, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [272, 1, [239, 69, 241], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 381718267598835800741755876, 'field_disc_factorization': [[2, 2], [41, 1], [55799, 1], [758099, 1], [996323, 1], [55226383, 1]], 'field_poly': [-675998208, -243559296, -10388768, 2252056, 8252, -2986, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-2458538542080000, -24964560910080, 298088384256, 3088987488, -9882840, -105728, 88, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995408, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 42467328, 'hecke_ring_index_factorization': [[2, 19], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '272.10.a.g', 'level': 272, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'minimal_twist': '17.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-13+\\beta _{1})q^{3}+(195-\\beta _{1}+\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '272.10.a', 'trace_display': [0, -88, 1362, -9388], 'trace_hash': 782446991429184723, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.267', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '117.164', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3438.290', 'prec': 27}], 'trace_zratio': 0, 'traces': [7, 0, -88, 0, 1362, 0, -9388, 0, 81419, 0, -135536, 0, 166122, 0, -159048, 0, 584647, 0, -777172, 0, -3412104, 0, -1357764, 0, 1065785, 0, 4519064, 0, 967002, 0, -3546740, 0, 11928016, 0, 530736, 0, 18296498, 0, -86306872, 0, 10285686, 0, -21913204, 0, 108916410, 0, -56639800, 0, 27010351, 0, -7349848, 0, 121813562, 0, -40793128, 0, 153612960, 0, -29222388, 0, -49915846, 0, 2185356, 0, -122633668, 0, -301863420, 0, 379683432, 0, -652473940, 0, 306656342, 0, -919071912, 0, -102442536, 0, -959147884, 0, -374486977, 0, 1512945268, 0, 113755602, 0, 1612550856, 0, -1971327114, 0, 1061062864, 0, -798598936, 0, 3249631512, 0, 2006526254, 0, 2579159272, 0, -3366457422, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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[0.0, 0.0]], 'angles': [None, -0.3534442160351925, -0.2388711061063131, -0.24553191478521344, -0.21452574960779722, -0.25479706624693166, None, -0.3971867005288305, -0.17391435433196173, -0.3147866810761486, -0.24482576865762082, -0.07032741392517221, -0.18314867740218216, -0.22231724236818784, -0.3293674807566255, -0.09584920637890104, -0.30239129751408483, -0.2048578019240908, -0.18746155836076048, -0.26242246466720875, -0.14980853796061783, -0.23248187366607814, -0.24680429142698018, -0.19558949642552156, -0.13765920549887026, -0.38702348524450547, -0.17959709898627935, -0.2399424977435842, -0.15415618714933066, -0.38200423424308355, -0.20677390503670967, -0.28672587089263557, -0.4310612917117547, -0.34550614954185843, -0.2788823430171831, -0.31471784039611955, -0.38559480134300933, -0.42121534980846187, -0.18529152848836525, -0.21718584672811822, -0.21192914968756357, -0.1944567773567467, -0.32805878410319617, -0.2745695531730374, -0.31229171915936477, -0.02202693137782212, 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-0.04641608428783794, -0.39307421823058536, -0.1132272432774163, -0.2795047658377629, -0.4016026667899136, -0.1682734901801674, -0.2962270316307949, -0.19537547166866226, -0.10570548893933149, -0.10834619487411175, -0.13431788581404727, -0.3340345695056843, -0.21450295236313102, -0.2434558101826563, -0.14174434922674956, -0.12893475699829254, -0.3468666723936151, -0.22619247283705157, -0.14844506085039302, -0.18221851829862104, -0.23093126586502669, -0.17182742988574862, -0.20104081095582804, -0.3959573118008581, -0.22900574438828733, -0.31956028058397723, -0.13555788339008354, -0.43129307752949236, -0.345159466887483, -0.10899648450485325], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -34.1531566365498, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995408, 'label': '272.10.a.g.1.2', 'level': 272, 'weight': 10}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [17, -1]], 17, 4], [[[2, 1], [17, 1]], 17, 2], [[[2, 1], [17, -1]], 19, 2], [[[2, -1], [17, 1]], 19, 4]], 'ALdims': [17, 19, 19, 17], 'Nk2': 27200, 'analytic_conductor': 140.0897474365735, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [272, 1, [239, 69, 241], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 318, 'dim': 72, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772432, 'hecke_orbit_dims': [2, 3, 3, 4, 5, 5, 7, 7, 8, 9, 9, 10], 'label': '272.10.a', 'level': 272, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'mf_dim': 330, 'mf_new_dim': 72, 'num_forms': 12, 'plus_dim': 34, 'prim_orbit_index': 1, 'relative_dim': 72, 'sturm_bound': 360, 'trace_bound': 5, 'trace_display': [0, 162, 0, -2750], 'traces': [72, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45695382
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995408, 'source_is_minimal': False, 'source_label': '272.10.a.g.1.2', 'source_level': 272, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597931995408, 'target_is_minimal': False, 'target_label': '272.10.a.g.1.2', 'target_level': 272, 'twist_class_label': '17.10.a.b.1.6', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45695383
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995408, 'source_is_minimal': False, 'source_label': '272.10.a.g.1.2', 'source_level': 272, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503599795142673, 'target_is_minimal': True, 'target_label': '17.10.a.b.1.6', 'target_level': 17, 'twist_class_label': '17.10.a.b.1.6', 'twist_class_level': 17, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 45695384
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995408, 'source_is_minimal': False, 'source_label': '272.10.a.g.1.2', 'source_level': 272, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998304624793, 'target_is_minimal': False, 'target_label': '153.10.a.f.1.2', 'target_level': 153, 'twist_class_label': '17.10.a.b.1.6', 'twist_class_level': 17, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 45695385
    {'conductor': 68, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021597931995408, 'source_is_minimal': False, 'source_label': '272.10.a.g.1.2', 'source_level': 272, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503599795142945, 'target_is_minimal': False, 'target_label': '289.10.a.b.1.6', 'target_level': 289, 'twist_class_label': '17.10.a.b.1.6', 'twist_class_level': 17, 'twisting_char_label': '68.67', 'twisting_conrey_index': 67, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 622600
    {'charpoly_factorization': [[[0, 1], 7]], 'hecke_orbit_code': 27021597931995408, 'p': 2}
  • id: 622601
    {'charpoly_factorization': [[[-2458538542080000, -24964560910080, 298088384256, 3088987488, -9882840, -105728, 88, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 3}
  • id: 622602
    {'charpoly_factorization': [[[-290366060036108400000, 3598666811889720000, -11836046160700000, 3254663233200, 11440345400, -6441308, -1362, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 5}
  • id: 622603
    {'charpoly_factorization': [[[-13306713996880245242133504, 29387388560103255623424, 21870118739669049472, 1394754860681056, -1101314051384, -110675528, 9388, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 7}
  • id: 622604
    {'charpoly_factorization': [[[120206328394212051884855350272000, 8963522009946460997399681280, -100396586942381992557312, -20473108288822205856, -420218473383624, 2210349776, 135536, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 11}
  • id: 622605
    {'charpoly_factorization': [[[5127542186847910545040768751036032, 714656600491244550715119804352, -18895975875825585695991776, -116816744412447085264, 5366197083279160, -23816588620, -166122, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 13}
  • id: 622606
    {'charpoly_factorization': [[[-83521, 1], 7]], 'hecke_orbit_code': 27021597931995408, 'p': 17}
  • id: 622607
    {'charpoly_factorization': [[[-35577152430701251236585652111822331904000, 53911647088499684956301100296048640, 825250255092595934536580676608, 822621486829787995645184, -1573658158893097216, -1884318745136, 777172, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 19}
  • id: 622608
    {'charpoly_factorization': [[[-3184191301509804243843848209639896435612672, -2981262162546089199167895017831045376, 11054247559421835334818465422464, 8924051804612497306131552, -7952165690620827416, -6093544607192, 1357764, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 23}
  • id: 622609
    {'charpoly_factorization': [[[3471551298575410636524188726328726001272960, -54062508095567769025906538823991289664, 178098690981052683825836512345632, 168586301320726798630522800, -9055408693964232360, -26389618394492, -967002, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 29}
  • id: 622610
    {'charpoly_factorization': [[[-1554642747554585889919177517323864877988736000, 2568309667493307219874730444589888427776, 5741380080709683940535233985555584, 1561180960024632247103967328, -271420203220929026120, -87320100382184, 3546740, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 31}
  • id: 622611
    {'charpoly_factorization': [[[263499012341196825029968122178898992804336856704, -379471435636362687312041266979914417431360, -30446613137256388638441318981838432, 27562974225160507809668413360, 2839808352523169613176, -244849889723324, -18296498, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 37}
  • id: 622612
    {'charpoly_factorization': [[[1190436729764832953412824245279734650935475475840, -2138784984610429670366152340648959419926592, -854142989760336349932302638760700960, 15788146258979861334851602224, 15929920575122498053512, -908777787122252, -10285686, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 41}
  • id: 622613
    {'charpoly_factorization': [[[-32300664428323456322026915263303293617400285528064, -6656918814109772523524134672247113624596480, 1347389172315204472960149960935799808, 143703446583389517301015416064, -12617312131119497065856, -890347107965552, 21913204, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 43}
  • id: 622614
    {'charpoly_factorization': [[[1856845667229736384390818405471979172867286132326400, 1300148071027957311330998409336257879558062080, 63683876556708734495982477241684721664, -2605416697588862329496944754688, -206744727742912543589376, -2369048503609792, 56639800, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 47}
  • id: 622615
    {'charpoly_factorization': [[[-683185727039386201645442383374923843636393685489033600, -64977475524896008584373075727546264518301760576, -1269728364553594908236457775297676093664, 31290683254536982567042870501680, 815263853343204114031416, -7137963194574220, -121813562, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 53}
  • id: 622616
    {'charpoly_factorization': [[[-5373257095677815045188279939535842644003720043110236160, -339579275980445151602458865761784291899465691136, 2448550226628807784311550156747282603008, 154366253708908514352966721578240, -465112858737464026546560, -21897186066653360, 29222388, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 59}
  • id: 622617
    {'charpoly_factorization': [[[-1601079336028066863428301365830333566993145318600240000, 262209447635411049821922235512033264387736340160, -13445488800272357160093511368348538063328, 211145154958196318426028905662128, 579433438370168724722200, -30822482868012572, 49915846, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 61}
  • id: 622618
    {'charpoly_factorization': [[[-18352070597004190015299055339759275130507048662672982016, 609937322977145674541893229948581472854389977088, 36969896435725255553921954758195667203072, -28689918490752678467887116049664, -7114830968852387730383168, -16130575396626608, 301863420, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 67}
  • id: 622619
    {'charpoly_factorization': [[[21846394846000379213309708096454434786104958233565961216, 6117138411673338212188529610509998160588148803328, 119737402609480594866030138028236245130112, -1865168134678775705031831690972064, -14709774991552989834879784, 74845948151756744, 652473940, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 71}
  • id: 622620
    {'charpoly_factorization': [[[8608837107507045424848811072392966769026349671533368704, -104584694234461808713852530677978098766940793920, -41807733391114985607706918410136326054432, 319488795300470866904514575641904, 13473870200060021354561160, -43284425854107020, -306656342, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 73}
  • id: 622621
    {'charpoly_factorization': [[[1808561786065786799091565159042386615263753804814187084800, 44805801499630534511273541980445410689635850608384, -465365329015399584294636736670979819312768, -7823510612178198283617676709574816, 1148752825554306297598152, 266761687131878824, 959147884, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 79}
  • id: 622622
    {'charpoly_factorization': [[[61005800060525096437656012516344898072456420102101080768512, -4375457688980437611167102687552106269658058628149248, 53718945707740140155182874550309545829434368, -241406644756111120478089821442888448, 336993337731185938490953088, 442229020241797520, -1512945268, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 83}
  • id: 622623
    {'charpoly_factorization': [[[-45484651620272358567837660378788203259942565374890037520000, -2333141366186562110839844144055484607811564053467200, -36858938266505338127160986015946501128027680, -173492107429899488382213619389890256, -74906386235248421638267960, 1038612277666203316, 1971327114, 1], 1]], 'hecke_orbit_code': 27021597931995408, 'p': 89}
  • id: 622624
    {'charpoly_factorization': [[[152809011686881121352779588989170405232907116143978237941168000, 191361694557671343763025127577421864076150873943857600, -1170295800226075715450938506534440534233845920, -552240447723686034481598120511834576, 3102233811344559254823840616, -711563132961471020, -2006526254, 1], 1]], 'hecke_orbit_code': 27021597931995408, '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': 1, 'hecke_orbit': 7, 'label': '272.10.a.g', 'level': 272, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 182062000
    {'hecke_orbit_code': 27021597931995408, 'n': 1, 'trace_an': 7}
  • id: 182062001
    {'hecke_orbit_code': 27021597931995408, 'n': 2, 'trace_an': 0}
  • id: 182062002
    {'hecke_orbit_code': 27021597931995408, 'n': 3, 'trace_an': -88}
  • id: 182062003
    {'hecke_orbit_code': 27021597931995408, 'n': 4, 'trace_an': 0}
  • id: 182062004
    {'hecke_orbit_code': 27021597931995408, 'n': 5, 'trace_an': 1362}
  • id: 182062005
    {'hecke_orbit_code': 27021597931995408, 'n': 6, 'trace_an': 0}
  • id: 182062006
    {'hecke_orbit_code': 27021597931995408, 'n': 7, 'trace_an': -9388}
  • id: 182062007
    {'hecke_orbit_code': 27021597931995408, 'n': 8, 'trace_an': 0}
  • id: 182062008
    {'hecke_orbit_code': 27021597931995408, 'n': 9, 'trace_an': 81419}
  • id: 182062009
    {'hecke_orbit_code': 27021597931995408, 'n': 10, 'trace_an': 0}
  • id: 182062010
    {'hecke_orbit_code': 27021597931995408, 'n': 11, 'trace_an': -135536}
  • id: 182062011
    {'hecke_orbit_code': 27021597931995408, 'n': 12, 'trace_an': 0}
  • id: 182062012
    {'hecke_orbit_code': 27021597931995408, 'n': 13, 'trace_an': 166122}
  • id: 182062013
    {'hecke_orbit_code': 27021597931995408, 'n': 14, 'trace_an': 0}
  • id: 182062014
    {'hecke_orbit_code': 27021597931995408, 'n': 15, 'trace_an': -159048}
  • id: 182062015
    {'hecke_orbit_code': 27021597931995408, 'n': 16, 'trace_an': 0}
  • id: 182062016
    {'hecke_orbit_code': 27021597931995408, 'n': 17, 'trace_an': 584647}
  • id: 182062017
    {'hecke_orbit_code': 27021597931995408, 'n': 18, 'trace_an': 0}
  • id: 182062018
    {'hecke_orbit_code': 27021597931995408, 'n': 19, 'trace_an': -777172}
  • id: 182062019
    {'hecke_orbit_code': 27021597931995408, 'n': 20, 'trace_an': 0}
  • id: 182062020
    {'hecke_orbit_code': 27021597931995408, 'n': 21, 'trace_an': -3412104}
  • id: 182062021
    {'hecke_orbit_code': 27021597931995408, 'n': 22, 'trace_an': 0}
  • id: 182062022
    {'hecke_orbit_code': 27021597931995408, 'n': 23, 'trace_an': -1357764}
  • id: 182062023
    {'hecke_orbit_code': 27021597931995408, 'n': 24, 'trace_an': 0}
  • id: 182062024
    {'hecke_orbit_code': 27021597931995408, 'n': 25, 'trace_an': 1065785}
  • id: 182062025
    {'hecke_orbit_code': 27021597931995408, 'n': 26, 'trace_an': 0}
  • id: 182062026
    {'hecke_orbit_code': 27021597931995408, 'n': 27, 'trace_an': 4519064}
  • id: 182062027
    {'hecke_orbit_code': 27021597931995408, 'n': 28, 'trace_an': 0}
  • id: 182062028
    {'hecke_orbit_code': 27021597931995408, 'n': 29, 'trace_an': 967002}
  • id: 182062029
    {'hecke_orbit_code': 27021597931995408, 'n': 30, 'trace_an': 0}
  • id: 182062030
    {'hecke_orbit_code': 27021597931995408, 'n': 31, 'trace_an': -3546740}
  • id: 182062031
    {'hecke_orbit_code': 27021597931995408, 'n': 32, 'trace_an': 0}
  • id: 182062032
    {'hecke_orbit_code': 27021597931995408, 'n': 33, 'trace_an': 11928016}
  • id: 182062033
    {'hecke_orbit_code': 27021597931995408, 'n': 34, 'trace_an': 0}
  • id: 182062034
    {'hecke_orbit_code': 27021597931995408, 'n': 35, 'trace_an': 530736}
  • id: 182062035
    {'hecke_orbit_code': 27021597931995408, 'n': 36, 'trace_an': 0}
  • id: 182062036
    {'hecke_orbit_code': 27021597931995408, 'n': 37, 'trace_an': 18296498}
  • id: 182062037
    {'hecke_orbit_code': 27021597931995408, 'n': 38, 'trace_an': 0}
  • id: 182062038
    {'hecke_orbit_code': 27021597931995408, 'n': 39, 'trace_an': -86306872}
  • id: 182062039
    {'hecke_orbit_code': 27021597931995408, 'n': 40, 'trace_an': 0}
  • id: 182062040
    {'hecke_orbit_code': 27021597931995408, 'n': 41, 'trace_an': 10285686}
  • id: 182062041
    {'hecke_orbit_code': 27021597931995408, 'n': 42, 'trace_an': 0}
  • id: 182062042
    {'hecke_orbit_code': 27021597931995408, 'n': 43, 'trace_an': -21913204}
  • id: 182062043
    {'hecke_orbit_code': 27021597931995408, 'n': 44, 'trace_an': 0}
  • id: 182062044
    {'hecke_orbit_code': 27021597931995408, 'n': 45, 'trace_an': 108916410}
  • id: 182062045
    {'hecke_orbit_code': 27021597931995408, 'n': 46, 'trace_an': 0}
  • id: 182062046
    {'hecke_orbit_code': 27021597931995408, 'n': 47, 'trace_an': -56639800}
  • id: 182062047
    {'hecke_orbit_code': 27021597931995408, 'n': 48, 'trace_an': 0}
  • id: 182062048
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  • id: 182062049
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  • id: 182062050
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  • id: 182062051
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  • id: 182062052
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  • id: 182062053
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  • id: 182062054
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  • id: 182062055
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  • id: 182062056
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  • id: 182062057
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  • id: 182062058
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  • id: 182062059
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  • id: 182062060
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  • id: 182062061
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  • id: 182062062
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  • id: 182062063
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  • id: 182062064
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  • id: 182062065
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  • id: 182062066
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  • id: 182062067
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  • id: 182062068
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  • id: 182062069
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  • id: 182062070
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  • id: 182062071
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  • id: 182062072
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  • id: 182062073
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  • id: 182062074
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  • id: 182062076
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  • id: 182062077
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  • id: 182062078
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  • id: 182062080
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  • id: 182062081
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  • id: 182062082
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  • id: 182062083
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  • id: 182062084
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  • id: 182062085
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  • id: 182062086
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  • id: 182062088
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  • id: 182062089
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  • id: 182062090
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  • id: 182062091
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  • id: 182062092
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  • id: 182062093
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  • id: 182062094
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  • id: 182062095
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  • id: 182062096
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  • id: 182062097
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  • id: 182062098
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  • id: 182062100
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  • id: 182062101
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  • id: 182062102
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  • id: 182062104
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  • id: 182062110
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  • id: 182062113
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  • id: 182062116
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  • id: 182062117
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  • id: 182062118
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  • id: 182062119
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  • id: 182062120
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  • id: 182062121
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  • id: 182062122
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  • id: 182062123
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  • id: 182062124
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  • id: 182062125
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  • id: 182062126
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  • id: 182062127
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  • id: 182062128
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  • id: 182062129
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  • id: 182062130
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  • id: 182062131
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  • id: 182062132
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  • id: 182062133
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  • id: 182062134
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  • id: 182062135
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  • id: 182062136
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  • id: 182062138
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  • id: 182062139
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  • id: 182062140
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  • id: 182062141
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  • id: 182062142
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  • id: 182062143
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  • id: 182062144
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  • id: 182062145
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  • id: 182062146
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  • id: 182062147
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  • id: 182062148
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  • id: 182062149
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  • id: 182062150
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  • id: 182062151
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  • id: 182062152
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  • id: 182062153
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  • id: 182062154
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  • id: 182062155
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  • id: 182062156
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  • id: 182062157
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  • id: 182062158
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  • id: 182062159
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  • id: 182062160
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  • id: 182062161
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  • id: 182062162
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  • id: 182062163
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  • id: 182062164
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  • id: 182062165
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  • id: 182062166
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  • id: 182062167
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  • id: 182062168
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  • id: 182062169
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  • id: 182062170
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  • id: 182062171
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  • id: 182062172
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  • id: 182062173
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  • id: 182062174
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  • id: 182062175
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  • id: 182062176
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  • id: 182062177
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  • id: 182062178
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  • id: 182062179
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  • id: 182062180
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  • id: 182062181
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  • id: 182062182
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  • id: 182062183
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  • id: 182062184
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  • id: 182062185
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  • id: 182062186
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  • id: 182062187
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  • id: 182062188
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  • id: 182062189
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  • id: 182062190
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  • id: 182062191
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  • id: 182062192
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  • id: 182062193
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  • id: 182062194
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  • id: 182062195
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  • id: 182062196
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  • id: 182062197
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  • id: 182062198
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  • id: 182062199
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  • id: 182062200
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  • id: 182062201
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  • id: 182062202
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  • id: 182062203
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  • id: 182062204
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  • id: 182062205
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  • id: 182062206
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  • id: 182062207
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  • id: 182062208
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  • id: 182062212
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  • id: 182062228
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  • id: 182062230
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  • id: 182062232
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  • id: 182062235
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  • id: 182062240
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    {'hecke_orbit_code': 27021597931995408, 'n': 998, 'trace_an': 0}
  • id: 182062998
    {'hecke_orbit_code': 27021597931995408, 'n': 999, 'trace_an': 31229062499584}
  • id: 182062999
    {'hecke_orbit_code': 27021597931995408, 'n': 1000, 'trace_an': 0}