Newform data - 45.14.a.g

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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': 8820, 'analytic_conductor': 48.253918028360715, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 5170756084326145, 'field_disc_factorization': [[5, 1], [2511389, 1], [411784561, 1]], 'field_poly': [52534656, -86616, -24774, -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': [[2, [51792000, -284600, -24690, 15, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597999104045, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 81000, 'hecke_ring_index_factorization': [[2, 3], [3, 4], [5, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '45.14.a.g', 'level': 45, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '45.14.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4+\\beta _{1})q^{2}+(4210-2\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.14.a', 'trace_display': [-15, 0, 62500, 343040], 'trace_hash': 2022053657915147390, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.797', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.680', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.079', 'prec': 20}, {'__RealLiteral__': 0, 'data': '8.386', 'prec': 17}, {'__RealLiteral__': 0, 'data': '627.231', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -15, 0, 16837, 62500, 0, 343040, -14865, 0, -234375, 12697800, 0, 34336040, 26944650, 0, 66562801, 84377280, 0, -131821144, 263078125, 0, -1016682450, 1046106360, 0, 976562500, -2998448100, 0, -2229409030, -1826812200, 0, 3501222872, -1278404505, 0, 2712309690, 5360000000, 0, 8297642120, 50666879340, 0, -232265625, 54459122400, 0, -48173425360, 141205041150, 0, -131025090720, 202496682840, 0, 116605824372, -3662109375, 0, 183603958220, 116147122920, 0, 198403125000, 985319673150, 0, -209673904950, 885100702200, 0, 467836185368, 1845870142380, 0, -1316914666607, 536500625000, 0, 819037749440, 4568941043490, 0, 421010156250, 2886468559200, 0, -1235535876280, 5480818576200, 0, -1007297478532, 3590015832000, 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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[-7381465768377610278382, -1138516622208087492, -62123669561278250, 4299554404623650], [4606090351364822826256, 20177292434819276528, 499649224520948280, 29128398440552328], [7670440767160251219690, -34115397319324077130, 175110404162076075, 20282264215461445], [-4524049978300702902626, -49610794483415502596, 199285049923064150, -9928717816507710], [526636782513407827488, -67590727284023646584, -9731529677678980, -8286298195026308], [955777046477727792892, 39074570709612973172, -81946487626775502, 20779941765039878], [-6853634793165467135776, -86747440038501651088, 1146688579026150120, -11114917057759288], [-122509457638049303584, 41714465782250332256, -329344108867220600, 29373001592484240], [-3212311889064606543942, 27078759143817098654, 573489381664918415, -18636029090362671], [-4221679839286890410956, -10646882143629222316, 791109918384308826, 2141868892282006], [2782243957323173065026, -43340257489962728904, 934605941011252684, -5532437715532956], [-7942728272420022138430, 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86560291152506742], [36774192789617425184976, 94754861606749003456, -488271523770285000, 34884365943336800], [25126646694478804657302, 35820345090281070226, -814518604135390615, 44678660099088151], [-2301729984364746518466, 195163922751501606064, 164369137174032056, -97919894886262104], [23894758668828766893974, -111918332196564346312, 563473846459669260, -52168307450511004], [23067614220249395720788, -7246768472878686812, -2663991438869830350, -13360693954731410], [-2007550805164421297744, 174220289363633157728, -1875554539129420720, -97474550624717872], [-6421212088591372436956, 222885832240798062044, -1658424389037122922, -34887356564413550], [20102509083625810906960, 124415170408065658880, -2763575443225593200, 2727924619934080]], 'char_orbit_index': 1, 'field_poly': [52534656, -86616, -24774, -1, 1], 'hecke_orbit_code': 27021597999104045, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 2], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [12386, 6, 1, 0], [78410, 20536, 7, 2]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-12386, -6, 1, 0], [8292, -20494, -7, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '45.14.a.g', 'level': 45, 'maxp': 2999, 'weight': 14}
• 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

  
  {'ALdims': [4, 4, 7, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [13, 15, 12, 13], 'Nk2': 8820, 'analytic_conductor': 48.253918028360715, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 74, 'dim': 21, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881069, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 3, 4, 4], 'label': '45.14.a', 'level': 45, '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': [3, 5], 'level_radical': 15, 'mf_dim': 82, 'mf_new_dim': 21, 'num_forms': 8, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 84, 'trace_bound': 2, 'trace_display': [-66, 0, -15625, 262960], 'traces': [21, 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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: 36869
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '45.14.a.g', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '45.14.a.g', 'target_level': 45, 'twist_class_label': '45.14.a.g', 'twist_class_level': 45, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 36870
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '45.14.a.g', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '45.14.a.h', 'target_level': 45, 'twist_class_label': '45.14.a.g', 'twist_class_level': 45, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 152350
    {'charpoly_factorization': [[[51792000, -284600, -24690, 15, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 2}
  • id: 152351
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021597999104045, 'p': 3}
  • id: 152352
    {'charpoly_factorization': [[[-15625, 1], 4]], 'hecke_orbit_code': 27021597999104045, 'p': 5}
  • id: 152353
    {'charpoly_factorization': [[[6836967051364083690000, 15779420641152000, -193242712200, -343040, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 7}
  • id: 152354
    {'charpoly_factorization': [[[-570531354143265439938750000, 189982947003351700000, 24474973941000, -12697800, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 11}
  • id: 152355
    {'charpoly_factorization': [[[-1199741188636052468860960000, -540616664574612208000, 315773547460800, -34336040, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 13}
  • id: 152356
    {'charpoly_factorization': [[[57763076663403782797306104162000, 1860513633586699593332800, -24096959059791960, -84377280, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 17}
  • id: 152357
    {'charpoly_factorization': [[[-16299044791317500099983569405184, -1261642295997099356910976, -21638940115929024, 131821144, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 19}
  • id: 152358
    {'charpoly_factorization': [[[8689366147620279334441588319232000, 54405503947702561025318400, -197837432371650240, -1046106360, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 23}
  • id: 152359
    {'charpoly_factorization': [[[23292640797419680671788799242936250000, -7764245144318241568168300000, -9997479995894709000, 1826812200, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 29}
  • id: 152360
    {'charpoly_factorization': [[[385183435353850205259207574932306475776, 65955216348163249956446758272, -37527525541241413056, -3501222872, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 31}
  • id: 152361
    {'charpoly_factorization': [[[15704223084350942509911256500352291840000, 228632953822384610654976064000, -318267667211684260800, -8297642120, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 37}
  • id: 152362
    {'charpoly_factorization': [[[956245487571722903577067692445102080000000, 50600549345144120730486886400000, -1406447967329666016000, -54459122400, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 41}
  • id: 152363
    {'charpoly_factorization': [[[414688087138381939444189122138598346240000, -30752905600192913330122066048000, -2345410158722875411200, 48173425360, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 43}
  • id: 152364
    {'charpoly_factorization': [[[-14048861038991588849719922796541873824768000, 171982183150960916856732836953600, 9884086752962303588160, -202496682840, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 47}
  • id: 152365
    {'charpoly_factorization': [[[211530961672288631891288551720487560525002000, 935255436536132109673665282959200, -41457467037024921777960, -116147122920, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 53}
  • id: 152366
    {'charpoly_factorization': [[[-844715857979707030650550431960087305088750000, 25872199974253179114333958804300000, 131856592774154804961000, -885100702200, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 59}
  • id: 152367
    {'charpoly_factorization': [[[-7766222206129990666202566167730196434114843504, 113001871229956666159127844057782048, -332784194200973891809416, -467836185368, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 61}
  • id: 152368
    {'charpoly_factorization': [[[426234125770627911248897111585876362533447840000, 641532158776395965866779377960832000, -1252980521650211215207200, -819037749440, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 67}
  • id: 152369
    {'charpoly_factorization': [[[-625419027909314276124106804875017082778620000000, 4811171297888517658191043265028800000, -503771604902892867684000, -2886468559200, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 71}
  • id: 152370
    {'charpoly_factorization': [[[6335035647412376506115497818992144912302490000, -501489515334378302970057410452996000, -2971518807644924527321800, 1235535876280, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 73}
  • id: 152371
    {'charpoly_factorization': [[[-60577862774701775968306520940007563795154022310144, -61006206733134747880846586359181929344, -12173661340047387243861504, 3553486866616, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 79}
  • id: 152372
    {'charpoly_factorization': [[[4441105935878676045349273631247807258815061792000, 5390218077476200577127325898507692800, -5474884875495295767262560, -3441261762480, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 83}
  • id: 152373
    {'charpoly_factorization': [[[-3541301717358305003790550795642534868437500000000, -23314014922281570602724041572500000000, -9300242524636019740500000, 2322663606000, 1], 1]], 'hecke_orbit_code': 27021597999104045, 'p': 89}
  • id: 152374
    {'charpoly_factorization': [[[1579371370584188053333915302507556431392671756090000, 107445167348192952669829818574559572000, -135199559143045914981256200, -8462989649240, 1], 1]], 'hecke_orbit_code': 27021597999104045, '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': '45.14.a.g', 'level': 45, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47008351
    {'hecke_orbit_code': 27021597999104045, 'n': 1, 'trace_an': 4}
  • id: 47008352
    {'hecke_orbit_code': 27021597999104045, 'n': 2, 'trace_an': -15}
  • id: 47008353
    {'hecke_orbit_code': 27021597999104045, 'n': 3, 'trace_an': 0}
  • id: 47008354
    {'hecke_orbit_code': 27021597999104045, 'n': 4, 'trace_an': 16837}
  • id: 47008355
    {'hecke_orbit_code': 27021597999104045, 'n': 5, 'trace_an': 62500}
  • id: 47008356
    {'hecke_orbit_code': 27021597999104045, 'n': 6, 'trace_an': 0}
  • id: 47008357
    {'hecke_orbit_code': 27021597999104045, 'n': 7, 'trace_an': 343040}
  • id: 47008358
    {'hecke_orbit_code': 27021597999104045, 'n': 8, 'trace_an': -14865}
  • id: 47008359
    {'hecke_orbit_code': 27021597999104045, 'n': 9, 'trace_an': 0}
  • id: 47008360
    {'hecke_orbit_code': 27021597999104045, 'n': 10, 'trace_an': -234375}
  • id: 47008361
    {'hecke_orbit_code': 27021597999104045, 'n': 11, 'trace_an': 12697800}
  • id: 47008362
    {'hecke_orbit_code': 27021597999104045, 'n': 12, 'trace_an': 0}
  • id: 47008363
    {'hecke_orbit_code': 27021597999104045, 'n': 13, 'trace_an': 34336040}
  • id: 47008364
    {'hecke_orbit_code': 27021597999104045, 'n': 14, 'trace_an': 26944650}
  • id: 47008365
    {'hecke_orbit_code': 27021597999104045, 'n': 15, 'trace_an': 0}
  • id: 47008366
    {'hecke_orbit_code': 27021597999104045, 'n': 16, 'trace_an': 66562801}
  • id: 47008367
    {'hecke_orbit_code': 27021597999104045, 'n': 17, 'trace_an': 84377280}
  • id: 47008368
    {'hecke_orbit_code': 27021597999104045, 'n': 18, 'trace_an': 0}
  • id: 47008369
    {'hecke_orbit_code': 27021597999104045, 'n': 19, 'trace_an': -131821144}
  • id: 47008370
    {'hecke_orbit_code': 27021597999104045, 'n': 20, 'trace_an': 263078125}
  • id: 47008371
    {'hecke_orbit_code': 27021597999104045, 'n': 21, 'trace_an': 0}
  • id: 47008372
    {'hecke_orbit_code': 27021597999104045, 'n': 22, 'trace_an': -1016682450}
  • id: 47008373
    {'hecke_orbit_code': 27021597999104045, 'n': 23, 'trace_an': 1046106360}
  • id: 47008374
    {'hecke_orbit_code': 27021597999104045, 'n': 24, 'trace_an': 0}
  • id: 47008375
    {'hecke_orbit_code': 27021597999104045, 'n': 25, 'trace_an': 976562500}
  • id: 47008376
    {'hecke_orbit_code': 27021597999104045, 'n': 26, 'trace_an': -2998448100}
  • id: 47008377
    {'hecke_orbit_code': 27021597999104045, 'n': 27, 'trace_an': 0}
  • id: 47008378
    {'hecke_orbit_code': 27021597999104045, 'n': 28, 'trace_an': -2229409030}
  • id: 47008379
    {'hecke_orbit_code': 27021597999104045, 'n': 29, 'trace_an': -1826812200}
  • id: 47008380
    {'hecke_orbit_code': 27021597999104045, 'n': 30, 'trace_an': 0}
  • id: 47008381
    {'hecke_orbit_code': 27021597999104045, 'n': 31, 'trace_an': 3501222872}
  • id: 47008382
    {'hecke_orbit_code': 27021597999104045, 'n': 32, 'trace_an': -1278404505}
  • id: 47008383
    {'hecke_orbit_code': 27021597999104045, 'n': 33, 'trace_an': 0}
  • id: 47008384
    {'hecke_orbit_code': 27021597999104045, 'n': 34, 'trace_an': 2712309690}
  • id: 47008385
    {'hecke_orbit_code': 27021597999104045, 'n': 35, 'trace_an': 5360000000}
  • id: 47008386
    {'hecke_orbit_code': 27021597999104045, 'n': 36, 'trace_an': 0}
  • id: 47008387
    {'hecke_orbit_code': 27021597999104045, 'n': 37, 'trace_an': 8297642120}
  • id: 47008388
    {'hecke_orbit_code': 27021597999104045, 'n': 38, 'trace_an': 50666879340}
  • id: 47008389
    {'hecke_orbit_code': 27021597999104045, 'n': 39, 'trace_an': 0}
  • id: 47008390
    {'hecke_orbit_code': 27021597999104045, 'n': 40, 'trace_an': -232265625}
  • id: 47008391
    {'hecke_orbit_code': 27021597999104045, 'n': 41, 'trace_an': 54459122400}
  • id: 47008392
    {'hecke_orbit_code': 27021597999104045, 'n': 42, 'trace_an': 0}
  • id: 47008393
    {'hecke_orbit_code': 27021597999104045, 'n': 43, 'trace_an': -48173425360}
  • id: 47008394
    {'hecke_orbit_code': 27021597999104045, 'n': 44, 'trace_an': 141205041150}
  • id: 47008395
    {'hecke_orbit_code': 27021597999104045, 'n': 45, 'trace_an': 0}
  • id: 47008396
    {'hecke_orbit_code': 27021597999104045, 'n': 46, 'trace_an': -131025090720}
  • id: 47008397
    {'hecke_orbit_code': 27021597999104045, 'n': 47, 'trace_an': 202496682840}
  • id: 47008398
    {'hecke_orbit_code': 27021597999104045, 'n': 48, 'trace_an': 0}
  • id: 47008399
    {'hecke_orbit_code': 27021597999104045, 'n': 49, 'trace_an': 116605824372}
  • id: 47008400
    {'hecke_orbit_code': 27021597999104045, 'n': 50, 'trace_an': -3662109375}
  • id: 47008401
    {'hecke_orbit_code': 27021597999104045, 'n': 51, 'trace_an': 0}
  • id: 47008402
    {'hecke_orbit_code': 27021597999104045, 'n': 52, 'trace_an': 183603958220}
  • id: 47008403
    {'hecke_orbit_code': 27021597999104045, 'n': 53, 'trace_an': 116147122920}
  • id: 47008404
    {'hecke_orbit_code': 27021597999104045, 'n': 54, 'trace_an': 0}
  • id: 47008405
    {'hecke_orbit_code': 27021597999104045, 'n': 55, 'trace_an': 198403125000}
  • id: 47008406
    {'hecke_orbit_code': 27021597999104045, 'n': 56, 'trace_an': 985319673150}
  • id: 47008407
    {'hecke_orbit_code': 27021597999104045, 'n': 57, 'trace_an': 0}
  • id: 47008408
    {'hecke_orbit_code': 27021597999104045, 'n': 58, 'trace_an': -209673904950}
  • id: 47008409
    {'hecke_orbit_code': 27021597999104045, 'n': 59, 'trace_an': 885100702200}
  • id: 47008410
    {'hecke_orbit_code': 27021597999104045, 'n': 60, 'trace_an': 0}
  • id: 47008411
    {'hecke_orbit_code': 27021597999104045, 'n': 61, 'trace_an': 467836185368}
  • id: 47008412
    {'hecke_orbit_code': 27021597999104045, 'n': 62, 'trace_an': 1845870142380}
  • id: 47008413
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  • id: 47008587
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  • id: 47008588
    {'hecke_orbit_code': 27021597999104045, 'n': 859, 'trace_an': -18951907832531121016}
  • id: 47008589
    {'hecke_orbit_code': 27021597999104045, 'n': 863, 'trace_an': 10301054919213346200}
  • id: 47008590
    {'hecke_orbit_code': 27021597999104045, 'n': 877, 'trace_an': -8057395905980147800}
  • id: 47008591
    {'hecke_orbit_code': 27021597999104045, 'n': 881, 'trace_an': -41929395507000817200}
  • id: 47008592
    {'hecke_orbit_code': 27021597999104045, 'n': 883, 'trace_an': 10799785739315746160}
  • id: 47008593
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  • id: 47008594
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  • id: 47008595
    {'hecke_orbit_code': 27021597999104045, 'n': 911, 'trace_an': 37187515323964069200}
  • id: 47008596
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  • id: 47008597
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  • id: 47008598
    {'hecke_orbit_code': 27021597999104045, 'n': 937, 'trace_an': 63904341334455934280}
  • id: 47008599
    {'hecke_orbit_code': 27021597999104045, 'n': 941, 'trace_an': -20656054377013084200}
  • id: 47008600
    {'hecke_orbit_code': 27021597999104045, 'n': 947, 'trace_an': 108646682713066591920}
  • id: 47008601
    {'hecke_orbit_code': 27021597999104045, 'n': 953, 'trace_an': -55212897678748314240}
  • id: 47008602
    {'hecke_orbit_code': 27021597999104045, 'n': 961, 'trace_an': -10356572507881415868}
  • id: 47008603
    {'hecke_orbit_code': 27021597999104045, 'n': 967, 'trace_an': 71124000894109685360}
  • id: 47008604
    {'hecke_orbit_code': 27021597999104045, 'n': 971, 'trace_an': 15535044154095473400}
  • id: 47008605
    {'hecke_orbit_code': 27021597999104045, 'n': 977, 'trace_an': -48087397694258104320}
  • id: 47008606
    {'hecke_orbit_code': 27021597999104045, 'n': 983, 'trace_an': 72697618258270549320}
  • id: 47008607
    {'hecke_orbit_code': 27021597999104045, 'n': 991, 'trace_an': 27149444371924613528}
  • id: 47008608
    {'hecke_orbit_code': 27021597999104045, 'n': 997, 'trace_an': 83533301008588908920}