Newform data - 15.18.a.d

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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': 4860, 'analytic_conductor': 27.48331310168395, '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': [15, 1, [11, 7], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 32876327648531182044, 'field_disc_factorization': [[2, 2], [3, 1], [241, 1], [11368024774734157, 1]], 'field_poly': [36023696000, 26523040, -481686, -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, [35780688384, -34227776, -481278, 33, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101391, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 129600, 'hecke_ring_index_factorization': [[2, 6], [3, 4], [5, 2]], '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': '15.18.a.d', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-8-\\beta _{1})q^{2}-3^{8}q^{3}+(109856+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.18.a', 'trace_display': [-33, -26244, 1562500, 17583104], 'trace_hash': 1938154722743048200, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.049', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.870', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.674', 'prec': 17}, {'__RealLiteral__': 0, 'data': '42.813', 'prec': 20}, {'__RealLiteral__': 0, 'data': '23.271', 'prec': 20}, {'__RealLiteral__': 0, 'data': '758.405', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -33, -26244, 439357, 1562500, 216513, 17583104, 63651621, 172186884, -12890625, -575495184, -2882621277, -5049645832, -6699316032, -10251562500, 7512683905, 45757603848, -1420541793, 198913764368, 171623828125, -115362745344, 425023330116, 96105042432, -417618285381, 610351562500, -527528849022, -1129718145924, 5152545768128, 4037480662776, 84575390625, 14684104369664, 19613236792149, 3775823902224, 66164784823614, 6868400000000, 18912878198397, -3157207163176, 33175622577852, 33130726303752, 24863914453125, 1165979047464, 43954212485952, -169312174332400, 546621135657036, 67260501562500, 66367559822784, -155677669862880, -49290719100705, 285605199451620, -5035400390625, -300215638846728, -1130835038671162, 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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

  
  {'an': [[1, 0, 0, 0], [-8, -1, 0, 0], [-6561, 0, 0, 0], [109856, -65, 1, 0], [390625, 0, 0, 0], [52488, 6561, 0, 0], [4394104, 6821, 55, 23], [15929984, -68059, 165, -74], [43046721, 0, 0, 0], [-3125000, -390625, 0, 0], [-143761684, -433774, 7238, 198], [-720765216, 426465, -6561, 0], [-1262560250, 588891, -4983, 3689], [-1672927616, -7697104, -41456, -8624], [-2562890625, 0, 0, 0], [1885476672, -29055107, 82617, 2442], [11456636378, -69097503, -74613, -6613], [-344373768, -43046721, 0, 0], [49737569452, -36095033, 151789, 114829], [42912500000, -25390625, 390625, 0], [-28829716344, -44752581, -360855, -150903], [106379202336, -492429916, 812064, -574816], [24043667176, -69893361, -420859, 574629], [-104516625024, 446535099, -1082565, 485514], [152587890625, 0, 0, 0], [-132351767152, 1862808914, -7524496, -361680], [-282429536481, 0, 0, 0], [1287291770880, 3403228096, 11391424, 1760640], [1009505259294, -539778972, 2027212, -3458996], [20503125000, 2562890625, 0, 0], [3669275969624, 7001239729, 1520123, -2291685], [4903810544576, -1979426727, 11428637, 3102154], [943220408724, 2845991214, -47488518, -1299078], [16543843901040, -10437598034, 73175888, 6830736], [1716446875000, 2664453125, 21484375, 8984375], [4728940582176, -2798036865, 43046721, 0], [-788902688546, -1969680161, -187509067, 1746965], [8309064714080, -60968452340, -149102672, -33968528], [8283657800250, -3863713851, 32693463, -24203529], [6222650000000, -26585546875, 64453125, -28906250], [301102131450, -38410941142, -22524018, 63585230], [10976078088576, 50500699344, 271992816, 56582064], [-42344115034588, 64161179532, -72451324, 20276228], [136699433194368, -175313369660, 627991100, 27768576], [16815125390625, 0, 0, 0], [16584476569472, 27621071632, -974920144, -82632976], [-38877236141920, -167723356207, 590042651, -178146309], [-12370612444992, 190630557027, -542050137, -16021962], [71257322486649, 577494972608, 747789376, 89888832], [-1220703125000, -152587890625, 0, 0], [-75166991276058, 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-316065265039003432314791], [-4633993486440063863991303892, -485150076919490797954018470, 633758190193175606326878, 126877051126386851603294], [156489284606027611509656135226, -152915802890378829650619954, 280713448869969430480922, 241638515826520640573658], [131584226546977646454655018174, 388698772556547668696264254, -1162737397792276035568918, -39858660872660456529494], [130182333186913749503036160908, 564984033512895888289981676, 1385776620848919247146148, -149316021891590548473820], [85925516076192254419525940026, 51351347511361573354570628, 1399652565141748828004908, 362147005378353334324396], [-89585548029840293228603628412, -242704276516411962854685125, -1485837728237158073193623, 57852383124074896876937], [241543940193548216680650726840, -237939139834133826859575840, -351686289040549196004832, -147447779626351860969568]], 'char_orbit_index': 1, 'field_poly': [36023696000, 26523040, -481686, -1, 1], 'hecke_orbit_code': 13510799184101391, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 74], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [240864, -81, 1, 0], [-19614080, 331955, -189, 74]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-240864, 81, 1, 0], [-25909216, -316646, 189, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '15.18.a.d', 'level': 15, 'maxp': 2999, 'weight': 18}
• 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': [3, 4, 3, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [4, 5, 5, 6], 'Nk2': 4860, 'analytic_conductor': 27.48331310168395, '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': [15, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989903, 'hecke_orbit_dims': [2, 3, 3, 4], 'label': '15.18.a', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 36, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 36, 'trace_bound': 2, 'trace_display': [-1084, -13122, 0, -2541288], 'traces': [12, -1084, -13122, 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12042302875569096946861536, 112937885559107268294677856, 45024936303698196511874696, -8718838931906330028751404, -1374802708625793457031250], 'weight': 18, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 10787
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '15.18.a.d', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '15.18.a.d', 'target_level': 15, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 10788
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '15.18.a.d', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '45.18.a.f', 'target_level': 45, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 10789
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '15.18.a.d', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '75.18.a.f', 'target_level': 75, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 10790
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '15.18.a.d', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '75.18.b.f', 'target_level': 75, 'twist_class_label': '15.18.a.d', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 62225
    {'charpoly_factorization': [[[35780688384, -34227776, -481278, 33, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 2}
  • id: 62226
    {'charpoly_factorization': [[[6561, 1], 4]], 'hecke_orbit_code': 13510799184101391, 'p': 3}
  • id: 62227
    {'charpoly_factorization': [[[-390625, 1], 4]], 'hecke_orbit_code': 13510799184101391, 'p': 5}
  • id: 62228
    {'charpoly_factorization': [[[-1619826994602850273512652800, 4668845548661819965440, -453480854562816, -17583104, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 7}
  • id: 62229
    {'charpoly_factorization': [[[1022940209313293320233202344356937984, -717038899940484592628317952, -2084013756855103392, 575495184, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 11}
  • id: 62230
    {'charpoly_factorization': [[[13414585648530040573682383633935874064, -30666513166303306093542398944, -4360996919362954728, 5049645832, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 13}
  • id: 62231
    {'charpoly_factorization': [[[81569055771025657975728941894356409016336, 77173036052331880295001838264288, -1760677333663491778536, -45757603848, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 17}
  • id: 62232
    {'charpoly_factorization': [[[-60153022330288972878882371613998250110713600, 1381552987901896244354724756258560, 2194336002046402898016, -198913764368, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 19}
  • id: 62233
    {'charpoly_factorization': [[[11398389898058039663084719764821846644280524800, 18537824420621432185691628949340160, -307932670374213143291904, -96105042432, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 23}
  • id: 62234
    {'charpoly_factorization': [[[16690416856463153377616901440624414441771962026000, 17819837504263995593896158565849771040, -5069186004291797104642536, -4037480662776, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 29}
  • id: 62235
    {'charpoly_factorization': [[[41334441186319644372162845269853081991905280000, 6647174772921907393630499625045196800, 52370241687568420652980224, -14684104369664, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 31}
  • id: 62236
    {'charpoly_factorization': [[[315101729237353504831090249973104762473022102188912400, -9925053707663663664071224015187803956320, -1444373232712968260377667496, 3157207163176, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 37}
  • id: 62237
    {'charpoly_factorization': [[[-79524993537000494457429523519089191786908514456463600, 50663329833443701119359164140177919944800, -4371095635283644364977867176, -1165979047464, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 41}
  • id: 62238
    {'charpoly_factorization': [[[428027641935081114609337802453907638653408717859553536, 133035178551631071107115575634566164832000, 8133686384503040547912763488, 169312174332400, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 43}
  • id: 62239
    {'charpoly_factorization': [[[139972121843848634000358782868563104720576114992496644096, -6939852827791844286074128811791501956024320, -50640116346700335567428646528, 155677669862880, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 47}
  • id: 62240
    {'charpoly_factorization': [[[-45927231565168733479942643694867740372958985004791071990000, -370812673678159221172163706077357052288257120, -91966795338969292495968474024, 1177003151760168, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 53}
  • id: 62241
    {'charpoly_factorization': [[[-163913308410836059904664254371219118066579457498339978182400, -1127839608409772598111288285942852966772064000, -1170837262978290671069721415584, 961128761787408, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 59}
  • id: 62242
    {'charpoly_factorization': [[[-433981156324992711594508949315086669532675046644321867048944, 2595403572989190731134070129117471936803734560, -3442714964202053115478908206568, -1266269141333240, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 61}
  • id: 62243
    {'charpoly_factorization': [[[-1009866791087194348317860317924266030150556866448390488862464, -149824328311545092433751066140250938918030342912, -38112150553173951584096839832736, 3378394923251152, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 67}
  • id: 62244
    {'charpoly_factorization': [[[-72114316054974360303406993768782848401480202553925597997297664, 786989119131258278685497422058007277756505458688, -46446505532202577904584284855936, -13149094845793248, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 71}
  • id: 62245
    {'charpoly_factorization': [[[24843337581819440748691430622803045192805137178725936777738000, -99155799239523139500908444775127643976096679840, 98023175596418650798123908197976, -19279336942377512, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 73}
  • id: 62246
    {'charpoly_factorization': [[[-5468562525013880265043945567916598769718641637670243753000960000, 2171142568240214002467695663997638158239449088000, -219003826963022744316056304691200, -3966417576450560, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 79}
  • id: 62247
    {'charpoly_factorization': [[[1495086204644779909152871265766122100037541878123386049098273024, -117710920935451776679828575914595137850193312512, -81815819659182774726607470605472, 2071402099563984, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 83}
  • id: 62248
    {'charpoly_factorization': [[[26897654341081831920827583981002851698065272708490353087070614800, -3381232748646597374647341068929163683837820871840, -342848888781384005912821783771944, 29070369191797272, 1], 1]], 'hecke_orbit_code': 13510799184101391, 'p': 89}
  • id: 62249
    {'charpoly_factorization': [[[-252011101298774944170472770232843023334185142457865098847995166704, -27993304275519085424734546508457954132434611077152, 3989112785538549754451447750492184, -122163393367080968, 1], 1]], 'hecke_orbit_code': 13510799184101391, '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': 4, 'label': '15.18.a.d', 'level': 15, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35635711
    {'hecke_orbit_code': 13510799184101391, 'n': 1, 'trace_an': 4}
  • id: 35635712
    {'hecke_orbit_code': 13510799184101391, 'n': 2, 'trace_an': -33}
  • id: 35635713
    {'hecke_orbit_code': 13510799184101391, 'n': 3, 'trace_an': -26244}
  • id: 35635714
    {'hecke_orbit_code': 13510799184101391, 'n': 4, 'trace_an': 439357}
  • id: 35635715
    {'hecke_orbit_code': 13510799184101391, 'n': 5, 'trace_an': 1562500}
  • id: 35635716
    {'hecke_orbit_code': 13510799184101391, 'n': 6, 'trace_an': 216513}
  • id: 35635717
    {'hecke_orbit_code': 13510799184101391, 'n': 7, 'trace_an': 17583104}
  • id: 35635718
    {'hecke_orbit_code': 13510799184101391, 'n': 8, 'trace_an': 63651621}
  • id: 35635719
    {'hecke_orbit_code': 13510799184101391, 'n': 9, 'trace_an': 172186884}
  • id: 35635720
    {'hecke_orbit_code': 13510799184101391, 'n': 10, 'trace_an': -12890625}
  • id: 35635721
    {'hecke_orbit_code': 13510799184101391, 'n': 11, 'trace_an': -575495184}
  • id: 35635722
    {'hecke_orbit_code': 13510799184101391, 'n': 12, 'trace_an': -2882621277}
  • id: 35635723
    {'hecke_orbit_code': 13510799184101391, 'n': 13, 'trace_an': -5049645832}
  • id: 35635724
    {'hecke_orbit_code': 13510799184101391, 'n': 14, 'trace_an': -6699316032}
  • id: 35635725
    {'hecke_orbit_code': 13510799184101391, 'n': 15, 'trace_an': -10251562500}
  • id: 35635726
    {'hecke_orbit_code': 13510799184101391, 'n': 16, 'trace_an': 7512683905}
  • id: 35635727
    {'hecke_orbit_code': 13510799184101391, 'n': 17, 'trace_an': 45757603848}
  • id: 35635728
    {'hecke_orbit_code': 13510799184101391, 'n': 18, 'trace_an': -1420541793}
  • id: 35635729
    {'hecke_orbit_code': 13510799184101391, 'n': 19, 'trace_an': 198913764368}
  • id: 35635730
    {'hecke_orbit_code': 13510799184101391, 'n': 20, 'trace_an': 171623828125}
  • id: 35635731
    {'hecke_orbit_code': 13510799184101391, 'n': 21, 'trace_an': -115362745344}
  • id: 35635732
    {'hecke_orbit_code': 13510799184101391, 'n': 22, 'trace_an': 425023330116}
  • id: 35635733
    {'hecke_orbit_code': 13510799184101391, 'n': 23, 'trace_an': 96105042432}
  • id: 35635734
    {'hecke_orbit_code': 13510799184101391, 'n': 24, 'trace_an': -417618285381}
  • id: 35635735
    {'hecke_orbit_code': 13510799184101391, 'n': 25, 'trace_an': 610351562500}
  • id: 35635736
    {'hecke_orbit_code': 13510799184101391, 'n': 26, 'trace_an': -527528849022}
  • id: 35635737
    {'hecke_orbit_code': 13510799184101391, 'n': 27, 'trace_an': -1129718145924}
  • id: 35635738
    {'hecke_orbit_code': 13510799184101391, 'n': 28, 'trace_an': 5152545768128}
  • id: 35635739
    {'hecke_orbit_code': 13510799184101391, 'n': 29, 'trace_an': 4037480662776}
  • id: 35635740
    {'hecke_orbit_code': 13510799184101391, 'n': 30, 'trace_an': 84575390625}
  • id: 35635741
    {'hecke_orbit_code': 13510799184101391, 'n': 31, 'trace_an': 14684104369664}
  • id: 35635742
    {'hecke_orbit_code': 13510799184101391, 'n': 32, 'trace_an': 19613236792149}
  • id: 35635743
    {'hecke_orbit_code': 13510799184101391, 'n': 33, 'trace_an': 3775823902224}
  • id: 35635744
    {'hecke_orbit_code': 13510799184101391, 'n': 34, 'trace_an': 66164784823614}
  • id: 35635745
    {'hecke_orbit_code': 13510799184101391, 'n': 35, 'trace_an': 6868400000000}
  • id: 35635746
    {'hecke_orbit_code': 13510799184101391, 'n': 36, 'trace_an': 18912878198397}
  • id: 35635747
    {'hecke_orbit_code': 13510799184101391, 'n': 37, 'trace_an': -3157207163176}
  • id: 35635748
    {'hecke_orbit_code': 13510799184101391, 'n': 38, 'trace_an': 33175622577852}
  • id: 35635749
    {'hecke_orbit_code': 13510799184101391, 'n': 39, 'trace_an': 33130726303752}
  • id: 35635750
    {'hecke_orbit_code': 13510799184101391, 'n': 40, 'trace_an': 24863914453125}
  • id: 35635751
    {'hecke_orbit_code': 13510799184101391, 'n': 41, 'trace_an': 1165979047464}
  • id: 35635752
    {'hecke_orbit_code': 13510799184101391, 'n': 42, 'trace_an': 43954212485952}
  • id: 35635753
    {'hecke_orbit_code': 13510799184101391, 'n': 43, 'trace_an': -169312174332400}
  • id: 35635754
    {'hecke_orbit_code': 13510799184101391, 'n': 44, 'trace_an': 546621135657036}
  • id: 35635755
    {'hecke_orbit_code': 13510799184101391, 'n': 45, 'trace_an': 67260501562500}
  • id: 35635756
    {'hecke_orbit_code': 13510799184101391, 'n': 46, 'trace_an': 66367559822784}
  • id: 35635757
    {'hecke_orbit_code': 13510799184101391, 'n': 47, 'trace_an': -155677669862880}
  • id: 35635758
    {'hecke_orbit_code': 13510799184101391, 'n': 48, 'trace_an': -49290719100705}
  • id: 35635759
    {'hecke_orbit_code': 13510799184101391, 'n': 49, 'trace_an': 285605199451620}
  • id: 35635760
    {'hecke_orbit_code': 13510799184101391, 'n': 50, 'trace_an': -5035400390625}
  • id: 35635761
    {'hecke_orbit_code': 13510799184101391, 'n': 51, 'trace_an': -300215638846728}
  • id: 35635762
    {'hecke_orbit_code': 13510799184101391, 'n': 52, 'trace_an': -1130835038671162}
  • id: 35635763
    {'hecke_orbit_code': 13510799184101391, 'n': 53, 'trace_an': -1177003151760168}
  • id: 35635764
    {'hecke_orbit_code': 13510799184101391, 'n': 54, 'trace_an': 9320174703873}
  • id: 35635765
    {'hecke_orbit_code': 13510799184101391, 'n': 55, 'trace_an': -224802806250000}
  • id: 35635766
    {'hecke_orbit_code': 13510799184101391, 'n': 56, 'trace_an': -2439316414340160}
  • id: 35635767
    {'hecke_orbit_code': 13510799184101391, 'n': 57, 'trace_an': -1305073208018448}
  • id: 35635768
    {'hecke_orbit_code': 13510799184101391, 'n': 58, 'trace_an': 487572212804994}
  • id: 35635769
    {'hecke_orbit_code': 13510799184101391, 'n': 59, 'trace_an': -961128761787408}
  • id: 35635770
    {'hecke_orbit_code': 13510799184101391, 'n': 60, 'trace_an': -1126023936328125}
  • id: 35635771
    {'hecke_orbit_code': 13510799184101391, 'n': 61, 'trace_an': 1266269141333240}
  • id: 35635772
    {'hecke_orbit_code': 13510799184101391, 'n': 62, 'trace_an': -6865310269310592}
  • id: 35635773
    {'hecke_orbit_code': 13510799184101391, 'n': 63, 'trace_an': 756894972201984}
  • id: 35635774
    {'hecke_orbit_code': 13510799184101391, 'n': 64, 'trace_an': 764025142594633}
  • id: 35635775
    {'hecke_orbit_code': 13510799184101391, 'n': 65, 'trace_an': -1972517903125000}
  • id: 35635776
    {'hecke_orbit_code': 13510799184101391, 'n': 66, 'trace_an': -2788578068891076}
  • id: 35635777
    {'hecke_orbit_code': 13510799184101391, 'n': 67, 'trace_an': -3378394923251152}
  • id: 35635778
    {'hecke_orbit_code': 13510799184101391, 'n': 68, 'trace_an': 3535774487395194}
  • id: 35635779
    {'hecke_orbit_code': 13510799184101391, 'n': 69, 'trace_an': -630545183396352}
  • id: 35635780
    {'hecke_orbit_code': 13510799184101391, 'n': 70, 'trace_an': -2616920325000000}
  • id: 35635781
    {'hecke_orbit_code': 13510799184101391, 'n': 71, 'trace_an': 13149094845793248}
  • id: 35635782
    {'hecke_orbit_code': 13510799184101391, 'n': 72, 'trace_an': 2739993570384741}
  • id: 35635783
    {'hecke_orbit_code': 13510799184101391, 'n': 73, 'trace_an': 19279336942377512}
  • id: 35635784
    {'hecke_orbit_code': 13510799184101391, 'n': 74, 'trace_an': 1861282912387338}
  • id: 35635785
    {'hecke_orbit_code': 13510799184101391, 'n': 75, 'trace_an': -4004516601562500}
  • id: 35635786
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    {'hecke_orbit_code': 13510799184101391, 'n': 883, 'trace_an': 30836815016855723250277040}
  • id: 35635953
    {'hecke_orbit_code': 13510799184101391, 'n': 887, 'trace_an': 16594494342788583874656960}
  • id: 35635954
    {'hecke_orbit_code': 13510799184101391, 'n': 907, 'trace_an': -8922170112680268735657520}
  • id: 35635955
    {'hecke_orbit_code': 13510799184101391, 'n': 911, 'trace_an': -1695643072717637026564992}
  • id: 35635956
    {'hecke_orbit_code': 13510799184101391, 'n': 919, 'trace_an': 72019437097253165992107680}
  • id: 35635957
    {'hecke_orbit_code': 13510799184101391, 'n': 929, 'trace_an': -21941763129458846468635512}
  • id: 35635958
    {'hecke_orbit_code': 13510799184101391, 'n': 937, 'trace_an': 24620860150012430961131816}
  • id: 35635959
    {'hecke_orbit_code': 13510799184101391, 'n': 941, 'trace_an': 6772019725220348436264504}
  • id: 35635960
    {'hecke_orbit_code': 13510799184101391, 'n': 947, 'trace_an': -84391773092628661449137808}
  • id: 35635961
    {'hecke_orbit_code': 13510799184101391, 'n': 953, 'trace_an': -27836106418907277601662552}
  • id: 35635962
    {'hecke_orbit_code': 13510799184101391, 'n': 961, 'trace_an': 20681970667397564742780804}
  • id: 35635963
    {'hecke_orbit_code': 13510799184101391, 'n': 967, 'trace_an': 41629789948706843071641728}
  • id: 35635964
    {'hecke_orbit_code': 13510799184101391, 'n': 971, 'trace_an': 58238633430619380534334704}
  • id: 35635965
    {'hecke_orbit_code': 13510799184101391, 'n': 977, 'trace_an': 118353706486104978549360648}
  • id: 35635966
    {'hecke_orbit_code': 13510799184101391, 'n': 983, 'trace_an': -8968141613969424490725888}
  • id: 35635967
    {'hecke_orbit_code': 13510799184101391, 'n': 991, 'trace_an': -54076030918138151550067072}
  • id: 35635968
    {'hecke_orbit_code': 13510799184101391, 'n': 997, 'trace_an': 28805115905910233951526872}