Newform data - 27.11.b.c

Formats: - HTML - YAML - JSON - 2025-04-20T15:22:20.024445

• 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': 3267, 'analytic_conductor': 17.15464582219055, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 4, 'field_disc': 342753600, 'field_disc_factorization': [[2, 6], [3, 1], [5, 2], [7, 1], [101, 2]], 'field_poly': [756, 0, 188, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [979776, 0, 2322, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268158767131, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 78732, 'hecke_ring_index_factorization': [[2, 2], [3, 9]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '27.11.b.c', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.11.b.c', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{2}+(-137-\\beta _{3})q^{4}+(-43\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.11.b', 'trace_display': [0, 0, 0, 20516], 'trace_hash': 1781819376817208472, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.619', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.610', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.944', 'prec': 20}, {'__RealLiteral__': 0, 'data': '32.786', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1744.787', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, -548, 0, 0, 20516, 0, 0, -199800, 0, 0, -262420, 0, 0, -3207800, 0, 0, -8233516, 0, 0, -21085704, 0, 0, -47203580, 0, 0, -67604212, 0, 0, -46994920, 0, 0, -78985368, 0, 0, 108086444, 0, 0, 196812720, 0, 0, 78251000, 0, 0, 882645768, 0, 0, 1826240448, 0, 0, -771022300, 0, 0, 1034575200, 0, 0, 1267544592, 0, 0, -3222389524, 0, 0, -1166263952, 0, 0, 1972286516, 0, 0, -17482328280, 0, 0, 4077598940, 0, 0, -603762388, 0, 0, -10402780252, 0, 0, -7945552656, 0, 0, 19825132320, 0, 0, -19783893168, 0, 0, 34160896780, 0, 0, 22345655544, 0, 0, 12969797468, 0, 0, 11296952860, 0, 0, 55113474980, 0, 0, -18906127056, 0, 0, 35229100616, 0, 0, -65047946200, 0, 0, 66479196960, 0, 0, -91292655960, 0, 0, -40531995260, 0, 0, -9088579480, 0, 0, -74675615176, 0, 0, -191863476360, 0, 0, 33967475956, 0, 0, -137907672336, 0, 0, -161053829836, 0, 0, 241805370528, 0, 0, 15854218560, 0, 0, -52641368188, 0, 0, 300099782660, 0, 0, -60590132136, 0, 0, -15979611256, 0, 0, 642292325280, 0, 0, 226106271188, 0, 0, 429801730416, 0, 0, -91996238976, 0, 0, 181563219080, 0, 0, -454629907420, 0, 0, 292925699784, 0, 0, -147395460916, 0, 0, 389006372016, 0, 0, -939210134688, 0, 0, -28601412120, 0, 0, -670620720868, 0, 0, -914846869536, 0, 0, -273095629660, 0, 0, 551966299776, 0, 0, -2875595376960, 0, 0, -394782661000, 0, 0, 699217967252, 0, 0, -323699920920, 0, 0, 442145930200, 0, 0, 1838093994720, 0, 0, -1140581147944, 0, 0, 684845689320, 0, 0, 491648315240, 0, 0, 877101213024, 0, 0, 4605117135840, 0, 0, 2580180688008, 0, 0, -1707719590372, 0, 0, -1121911918012, 0, 0, 1489161053020, 0, 0, 1633482795600, 0, 0, 3294958709088, 0, 0, 583732235296, 0, 0, 2219050487116, 0, 0, -6915194251632, 0, 0, -4169214607680, 0, 0, 2042878288748, 0, 0, 3171614347844, 0, 0, -7432548885288, 0, 0, -900058548280, 0, 0, -10351961704080, 0, 0, -925982788552, 0, 0, 1975646409480, 0, 0, -223189874780, 0, 0, -6595843854940, 0, 0, 4716889765920, 0, 0, -12232007469792, 0, 0, -8059129288520, 0, 0, 5304052596200, 0, 0, 15284687308856, 0, 0, -1596432160080, 0, 0, 6309264421436, 0, 0, -4285820093716, 0, 0, 6722174964672, 0, 0, 21858708808872, 0, 0, 449916670700, 0, 0, 5606781437088, 0, 0, 4227409057460, 0, 0, -5727700011960, 0, 0, -8996352463780, 0, 0, 7012951293600, 0, 0, 32816209888348, 0, 0, 20715594321456, 0, 0, -29960781407860, 0, 0, -4159681571232, 0, 0, 8799834142080, 0, 0, -11154716870112, 0, 0, -5540025802560, 0, 0, -4568232804620, 0, 0, -16561187554972, 0, 0, -15008633319240, 0, 0, -14354276341012, 0, 0, -1839992129712, 0, 0, -11459379767212, 0, 0, 15524078783112, 0, 0, -81806218872480, 0, 0, 19890620963684, 0, 0, 6489114490656, 0, 0, -26244156903480, 0, 0, -23464481815864, 0, 0, 41477457781000, 0, 0, 11591833895560, 0, 0, 17378513175888, 0, 0, -46244968945540, 0, 0, -12388813688020, 0, 0, 57623652089280, 0, 0, 44673477808536, 0, 0, -4023895303444, 0, 0, 2648512155168, 0, 0, 52261052574604, 0, 0, 44931398494320, 0, 0, -6498703879768, 0, 0, 7744098005048, 0, 0, 17254822463384, 0, 0, 42362347771800, 0, 0, -33788217955680, 0, 0, 70816436401712, 0, 0, 27267660707904, 0, 0, -19059808692096, 0, 0, 13275258851048, 0, 0, -76064166171360, 0, 0, 23620419134948, 0, 0, 13546885614048, 0, 0, -91659730282796, 0, 0, -86606709786000, 0, 0, 91482704414420, 0, 0, 10143941728608, 0, 0, 13641760738660, 0, 0, -50013073388900, 0, 0, -76192926475132, 0, 0, -260042300130240, 0, 0, 33123680702784, 0, 0, 26042413454000, 0, 0, -115178544353896, 0, 0, -26745950676816, 0, 0, -107652911258880, 0, 0, 61730522367752, 0, 0, 286551368170300, 0, 0, -163062650666160, 0, 0, 10365273139104, 0, 0, -154413147391920, 0, 0, 209459852400500, 0, 0, -46360298848608, 0, 0, -12512263710620, 0, 0, 119833910021788, 0, 0, 202111253252640, 0, 0, 122988471925896, 0, 0, -137585695281076, 0, 0, -128760878794464, 0, 0, 52769572325492, 0, 0, 245284913103480, 0, 0, 197928183570052, 0, 0, 46684781346092, 0, 0, -110505072986840, 0, 0, 262497867301584, 0, 0, 102794356311840, 0, 0, 144220248363456, 0, 0, 82997016118580, 0, 0, -597550151862864, 0, 0, 129312603219644, 0, 0, -109870685945280, 0, 0, -1946444354496, 0, 0, 238539047865768, 0, 0, 114992971454200, 0, 0, -115055067785800, 0, 0, -326392650874080, 0, 0, 157951456851960, 0, 0, -405326680582360, 0, 0, -21015385926580, 0, 0, -201665666448700, 0, 0, -236139981107400, 0, 0, -94477926598228, 0, 0, 282266997445008, 0, 0, -324472938810412, 0, 0, -89722986079176, 0, 0, -269555091623900, 0, 0, -179644099890568, 0, 0, -48851532585532, 0, 0, -295519319411184, 0, 0, 244418752040640, 0, 0, 272627137540800, 0, 0, 279763963342328, 0, 0, 242370660280392, 0, 0, -630621800019360, 0, 0, -120024873648916, 0, 0, -565789107741120, 0, 0, 1067676765563736, 0, 0, 479526597535340, 0, 0, 88418275611552, 0, 0, -226716029348544, 0, 0, 489007000051560, 0, 0, 926284934128604, 0, 0, 118486522286112, 0, 0, -886847170325828, 0, 0, 259126975659600, 0, 0, 77418196282080, 0, 0, 81459315110000, 0, 0, 616180016478200, 0, 0, -417842834612832, 0, 0, 622453468771008, 0, 0, 851679213566540, 0, 0, -177990640690916, 0, 0, -375624160074144, 0, 0, -299649907048180, 0, 0, 352503741062448, 0, 0, -1152820582817760, 0, 0, 954465125704344, 0, 0, 495560788265860, 0, 0, -127404416473468, 0, 0, 275260900273304, 0, 0, -1737128118293640, 0, 0, 242526340159688, 0, 0, -604920566853216, 0, 0, 15110313054200, 0, 0, -951372387239184, 0, 0, -74581499520, 0, 0, -495585479650464, 0, 0, -565982914059772, 0, 0, 52314277405680, 0, 0, -112505963998708, 0, 0, -708774784200720, 0, 0, -372411273675896, 0, 0, 314105299818624, 0, 0, -289764851278660, 0, 0, -298371761312764, 0, 0, 503653938507800, 0, 0, 753923173557240, 0, 0, 1137983107333248, 0, 0, -1963042473393600, 0, 0, -861203120373484, 0, 0, -930975377425560, 0, 0, 1068136711696420, 0, 0, 631956960958700, 0, 0, -709420601205792, 0, 0, 282390454930752, 0, 0, 3287058513472800, 0, 0, 840170639469312, 0, 0, 587687002384184, 0, 0, -541999883534904, 0, 0, -387195735879080, 0, 0, 666510296472000, 0, 0, 410683856485988, 0, 0, -220514578641720, 0, 0, 1667451689845964, 0, 0, 1032999471750800, 0, 0, -1277016870382560, 0, 0, 27312591991752, 0, 0, 1317599767585828, 0, 0, -1168678742122804, 0, 0, 2237013492850340, 0, 0, 709557739286760, 0, 0, -464289883894516, 0, 0, -1048630354333200, 0, 0, -318727184362540, 0, 0, 250042169169720, 0, 0, 578717574816960, 0, 0, 621030194218120, 0, 0, -1396960541591300, 0, 0, -1353592614430872, 0, 0, -468693656919700, 0, 0, 655195516200000, 0, 0, -423465370380172, 0, 0, 1443902211693072, 0, 0, -2649009606137864, 0, 0, -383104568337112, 0, 0, -3740805020488320, 0, 0, -2238437304956088, 0, 0, 681831340279488, 0, 0, 96978076228080, 0, 0, -680914104696652, 0, 0, -1677937040384040, 0, 0, 973175215784256, 0, 0, 139812672654680, 0, 0, -712883593241128, 0, 0, 508279263656184, 0, 0, -1399610739748180, 0, 0, -303763873477824, 0, 0, -2977464319597632, 0, 0, 3505707226285704, 0, 0, -2372480720434180, 0, 0, -1902315051021600, 0, 0, 2440030855810752, 0, 0, -553630522788720, 0, 0, 3040881736028980, 0, 0, 3220064673998256, 0, 0, 3229998351132960, 0, 0, -103032991424880, 0, 0, -2562667061636724, 0, 0, 2631670583365124, 0, 0, -4142063412887164, 0, 0, 4855699353540600, 0, 0, -1909342986205484, 0, 0, 1411660816671800, 0, 0, 2489776178878944, 0, 0, -479506422416040, 0, 0, 146865962242080, 0, 0, 1570654667960020, 0, 0, 1999876390845668, 0, 0, 4331708818412832, 0, 0, 3107412313165256, 0, 0, 446374757080800], 'weight': 11, '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, 0, 0], [0, -1, 0, 0], [0, 0, 0, 0], [-137, 0, 0, -1], [0, -43, -1, 0], [0, 0, 0, 0], [5129, 0, 0, 44], [0, -570, 4, 0], [0, 0, 0, 0], [-49950, 0, 0, -254], [0, -4541, 25, 0], [0, 0, 0, 0], [-65605, 0, 0, 548], [0, -19077, -176, 0], [0, 0, 0, 0], [-801950, 0, 0, -750], [0, -17015, 299, 0], [0, 0, 0, 0], [-2058379, 0, 0, 1176], [0, 86436, -8, 0], [0, 0, 0, 0], [-5271426, 0, 0, 734], [0, 190053, 367, 0], [0, 0, 0, 0], [-11800895, 0, 0, -3280], [0, -108111, -2192, 0], [0, 0, 0, 0], [-16901053, 0, 0, -11157], [0, 272954, -498, 0], [0, 0, 0, 0], [-11748730, 0, 0, 10544], [0, 456020, 7096, 0], [0, 0, 0, 0], [-19746342, 0, 0, 46074], [0, -3764527, 1251, 0], [0, 0, 0, 0], [27021611, 0, 0, 25692], [0, 1685587, -4704, 0], [0, 0, 0, 0], [49203180, 0, 0, -175348], [0, -1710170, -32622, 0], [0, 0, 0, 0], [19562750, 0, 0, -130576], [0, 388764, 22664, 0], [0, 0, 0, 0], [220661442, 0, 0, 267490], [0, 4810635, 46913, 0], [0, 0, 0, 0], [456560112, 0, 0, 451352], [0, 12840655, 13120, 0], [0, 0, 0, 0], [-192755575, 0, 0, -9471], [0, -4070082, -43206, 0], [0, 0, 0, 0], [258643800, 0, 0, -1344464], [0, 902974, -135596, 0], [0, 0, 0, 0], [316886148, 0, 0, 167876], [0, -19660783, 111299, 0], [0, 0, 0, 0], [-805597381, 0, 0, 1061660], [0, 8406282, -42176, 0], [0, 0, 0, 0], [-291565988, 0, 0, 1185276], [0, -41317645, 145065, 0], [0, 0, 0, 0], [493071629, 0, 0, -1570768], [0, -12282476, 121880, 0], [0, 0, 0, 0], [-4370582070, 0, 0, -3500566], [0, 52068820, -20644, 0], [0, 0, 0, 0], [1019399735, 0, 0, 4099752], [0, -35165975, -102768, 0], [0, 0, 0, 0], [-150940597, 0, 0, 1897267], [0, -13023257, -1019691, 0], [0, 0, 0, 0], [-2600695063, 0, 0, 3878228], [0, 94892600, 693200, 0], [0, 0, 0, 0], [-1986388164, 0, 0, -8593412], [0, 92538182, 503826, 0], [0, 0, 0, 0], [4956283080, 0, 0, -6606768], [0, 21829842, 522304, 0], [0, 0, 0, 0], [-4945973292, 0, 0, 5922484], [0, 63090053, -597281, 0], [0, 0, 0, 0], [8540224195, 0, 0, -75928], [0, -110841500, -694152, 0], [0, 0, 0, 0], [5586413886, 0, 0, 14709278], [0, -6210623, 2228899, 0], [0, 0, 0, 0], [3242449367, 0, 0, -14713960], [0, -599638696, -1805408, 0], [0, 0, 0, 0], [2824238215, 0, 0, 12250255]], 'ap': [[0, -1, 0, 0], [0, 0, 0, 0], [0, -43, -1, 0], [5129, 0, 0, 44], [0, -4541, 25, 0], [-65605, 0, 0, 548], [0, -17015, 299, 0], [-2058379, 0, 0, 1176], [0, 190053, 367, 0], [0, 272954, -498, 0], [-11748730, 0, 0, 10544], [27021611, 0, 0, 25692], [0, -1710170, -32622, 0], [19562750, 0, 0, -130576], [0, 4810635, 46913, 0], [0, -4070082, -43206, 0], [0, -19660783, 111299, 0], [-805597381, 0, 0, 1061660], [493071629, 0, 0, -1570768], [0, 52068820, -20644, 0], [1019399735, 0, 0, 4099752], [-2600695063, 0, 0, 3878228], [0, 92538182, 503826, 0], [0, 63090053, -597281, 0], [3242449367, 0, 0, -14713960], [0, 118895136, -1691776, 0], [13778368745, 0, 0, 3285572], [0, -69767511, 2781483, 0], [8807275154, 0, 0, -8536368], [0, 147446969, 944123, 0], [-18668903794, 0, 0, -34972608], [0, -1488979590, -3454034, 0], [0, -1600581649, 5113821, 0], [-40263457459, 0, 0, -16719232], [0, -2634095420, 6774636, 0], [75024945665, 0, 0, -13648348], [-3994902814, 0, 0, 123479408], [56526567797, 0, 0, 60470952], [0, -1233046291, -13268857, 0], [0, 4460815870, -4023878, 0], [0, -2400986780, -41983924, 0], [-36848865229, 0, 0, 100230612], [0, 3342057749, 32987007, 0], [-167655180217, 0, 0, 265008896], [0, -5651578627, 16428151, 0], [-68273907415, 0, 0, -403742316], [174804491813, 0, 0, 728575616], [-285145286986, 0, 0, 366271568], [0, -4107876416, 158975776, 0], [122912078810, 0, 0, -140684032], [0, 2911355836, 245825108, 0], [0, 2179820604, 193100404, 0], [-426929897593, 0, 0, -1628239552], [0, -5753992162, -226028486, 0], [0, -35116473758, 169013574, 0], [0, -9983466876, 27049292, 0], [0, 26487252357, -169703889, 0], [792903586961, 0, 0, -1757947428], [-225014637070, 0, 0, 2872328624], [0, 56516883970, 309797638, 0], [-231495697138, 0, 0, 2180408336], [0, 51375462201, -449986997, 0], [3821171827214, 0, 0, -534881808], [0, -19321420685, 52699833, 0], [1577316105359, 0, 0, 4574985728], [0, -63637172742, 108433358, 0], [1056852264365, 0, 0, -7710051952], [-2249088115945, 0, 0, -3078862408], [0, -89967227868, -324336980, 0], [-7490195351965, 0, 0, 312402116], [0, -80903763076, 860330100, 0], [0, 205534421567, -340074563, 0], [-4140296888743, 0, 0, 8523295820], [-3588569085253, 0, 0, -6933695812], [-2864844941803, 0, 0, -5842157016], [0, 67605938336, 1327057280, 0], [0, 162368391883, -1070725439, 0], [-5866120453966, 0, 0, -9423475824], [0, 60800546952, 302915608, 0], [-11561242236385, 0, 0, -828581512], [0, 5847489637, 1452315903, 0], [-1005973825861, 0, 0, 13900561772], [0, 53769731043, 3106835241, 0], [-1624675969942, 0, 0, 25058334768], [4313705615846, 0, 0, 17231025296], [0, 310892358298, 1093516270, 0], [0, -482002499147, -163878865, 0], [3318814712762, 0, 0, -50442295120], [0, 109339731899, 4681006641, 0], [5905104783737, 0, 0, 15775875140], [0, 754919941229, -1305377609, 0], [0, -22202877222, 714540686, 0], [-19048231618783, 0, 0, -15854334132], [0, -103302689377, 2141361581, 0], [-28794636088474, 0, 0, 8201418176], [0, 1038570466987, 5277905249, 0], [0, 181224450267, 4483947313, 0], [0, -867698759821, -3507936311, 0], [52364963100125, 0, 0, -8031900744], [-34396423820269, 0, 0, -95334676716], [13192393081373, 0, 0, 44295036104], [0, 132474918757, 12603483407, 0], [0, -16280630514, 5712610570, 0], [0, 429934219931, -16794909759, 0], [20749254029645, 0, 0, -12964714816], [32328150804911, 0, 0, 79677400536], [0, 3152824167771, -10583477023, 0], [0, -1708412667858, 476972298, 0], [0, -1359756296350, 17436683654, 0], [-101331670145590, 0, 0, 40490092304], [-50416416612175, 0, 0, 1909732724], [-23619481649557, 0, 0, -152071851420], [0, -1655741992863, -24303648365, 0], [-81118234702603, 0, 0, 19687326080], [-12212883146383, 0, 0, -167732972076], [0, -2487109198284, -30573139396, 0], [69940990835582, 0, 0, 36862310480], [0, 1447387505106, 8470720182, 0], [0, -733869058222, -229584490, 0], [0, -3233882316686, 27096123382, 0], [119881649383835, 0, 0, 167591366516], [231571233532151, 0, 0, -12644727928], [0, 7251174241115, -11221428687, 0], [0, -2446485970252, -41413293380, 0], [154045004119550, 0, 0, -63258143152], [0, -4286514090747, 41503704879, 0], [-74912476762045, 0, 0, 406608519788], [0, -605513203754, 2431645922, 0], [68815225068326, 0, 0, -25363024240], [60631585039922, 0, 0, -496716451312], [3777578263550, 0, 0, 408708184848], [0, -6468994425449, -40686848859, 0], [-141495728514943, 0, 0, 169830934580], [-28126490999677, 0, 0, 14954473260], [0, 5134554437633, 11981699507, 0], [-72441212819665, 0, 0, -188436025216], [0, 4711420246630, 28586144594, 0], [-215300780093371, 0, 0, -346121503768], [0, -9691189479068, 263737548, 0], [0, 5598567004572, -16523343756, 0], [146921750596046, 0, 0, -203031582384], [0, -8605608567587, -10398239369, 0], [102670964121497, 0, 0, 232243285508], [0, -3730092764663, -9719076853, 0], [416862922461491, 0, 0, -373615618116], [0, 6450108081734, 42216054738, 0], [-116072470973629, 0, 0, 391618307276], [0, 10241828979216, 146218013072, 0], [-79681796090635, 0, 0, -925873031320], [0, 14094300576591, 98207138637, 0], [-117173414229925, 0, 0, 274396870916], [0, 6910703546875, -115892073919, 0], [-105866342595043, 0, 0, -1095342227976], [0, -2010197304786, 1610132842, 0], [-170228526174163, 0, 0, -111857648728], [0, -7871245635246, 3267100982, 0], [-178220898310282, 0, 0, 1706736842928], [0, 23820558712504, -32204075288, 0], [-593120180108545, 0, 0, 618559328400], [0, 23576220471279, -2972082227, 0], [0, -10902551178103, -140302339509, 0], [0, -16133183855599, -98559722909, 0], [-1035515853221791, 0, 0, -354406269172], [0, 22458191160999, 32920563525, 0], [0, 11812242276578, 58579756262, 0], [0, 7015612323529, 87192591355, 0], [499969097711417, 0, 0, -937596046212], [776853078291314, 0, 0, -244596599248]], 'char_orbit_index': 2, 'field_poly': [756, 0, 188, 0, 1], 'hecke_orbit_code': 9007268158767131, 'hecke_ring_character_values': [[2, [-1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 8, 8, 4], 'hecke_ring_inverse_denominators': [1, 486, 27, 243], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, -49, 1, 0], [-2538, 0, 0, 4], [0, 6109, -85, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 170, 0, 1], [0, 12218, 0, 49], [2538, 0, 27, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '27.11.b.c', 'level': 27, 'maxp': 997, 'weight': 11}
• mf_newspaces •

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

  
  {'Nk2': 3267, 'analytic_conductor': 17.15464582219055, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'conrey_index': 26, 'cusp_dim': 27, 'dim': 13, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68904026139, 'hecke_orbit_dims': [1, 2, 4, 6], 'label': '27.11.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 33, 'mf_new_dim': 13, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 13, 'sturm_bound': 33, 'trace_bound': 1, 'trace_display': [0, 0, 0, 3875], 'traces': [13, 0, 0, -5534, 0, 0, 3875, 0, 0, 120258, 0, 0, 944741, 0, 0, -3645974, 0, 0, 190421, 0, 0, -2181222, 0, 0, -29958833, 0, 0, -9071974, 0, 0, -38104504, 0, 0, 42281676, 0, 0, 178255385, 0, 0, -189540378, 0, 0, -145447870, 0, 0, 990301680, 0, 0, 420060360, 0, 0, -3040895920, 0, 0, 3265751250, 0, 0, -965926836, 0, 0, -2964085663, 0, 0, 9384482830, 0, 0, -3081944095, 0, 0, -11955439350, 0, 0, 9480652847, 0, 0, -9577301308, 0, 0, -12985373191, 0, 0, 30025190376, 0, 0, -6443278812, 0, 0, -27116163234, 0, 0, 37758970087, 0, 0, 2599853868, 0, 0, -34387732957, 0, 0, 20948589220, 0, 0, 36206507081, 0, 0, -6615735750, 0, 0, 22231358846, 0, 0, -31679567854, 0, 0, 104090150088, 0, 0, -106111226772, 0, 0, -93855370337, 0, 0, 28534773146, 0, 0, -227919554848, 0, 0, 187787839860, 0, 0, 155449412479, 0, 0, -275755110804, 0, 0, 11477250317, 0, 0, 431933055660, 0, 0, -33168034980, 0, 0, 1439149556, 0, 0, -61322664901, 0, 0, -867244044222, 0, 0, 401647603502, 0, 0, 238959681930, 0, 0, 143554636745, 0, 0, 279959906934, 0, 0, 662089229850, 0, 0, 12459624884, 0, 0, -1004476325155, 0, 0, -307176188868, 0, 0, -397172785735, 0, 0, 762128701704, 0, 0, -105711366924, 0, 0, 1160224894152, 0, 0, -1461026658445, 0, 0, -777218285616, 0, 0, 1802293365923, 0, 0, 794299155642, 0, 0, -2547534005640, 0, 0, 836801442692, 0, 0, -213735561307, 0, 0, -2915325302238, 0, 0, 3136150528396, 0, 0, -254260863270, 0, 0, -837737991742, 0, 0, 1702948432536, 0, 0, -3288109198390, 0, 0, -1400348877372, 0, 0, 4073904566964, 0, 0, 3789694713852, 0, 0, 1868669418317, 0, 0, -2456301459916, 0, 0, -2464866467357, 0, 0, -1148247268902, 0, 0, 3697785557928, 0, 0, 2406659396770, 0, 0, 4202976861163, 0, 0, -6847537233618, 0, 0, -5470468068582, 0, 0, 2298007713848, 0, 0, -3325637233585, 0, 0, 8022867766956, 0, 0, -1592919010786, 0, 0, -11453202582210, 0, 0, -4277052640474, 0, 0, 5557759855092, 0, 0, 2403380822197, 0, 0, 9828502253210, 0, 0, 12140543722500, 0, 0, -28888890748470, 0, 0, -5773845942050, 0, 0, -4486141180120, 0, 0, 4053039132914, 0, 0, 19805921005302, 0, 0, 20871523364567, 0, 0, -6017985997624, 0, 0, -16663225083444, 0, 0, 16515056304432, 0, 0, -7115969826055, 0, 0, -2822658311448, 0, 0, -11034402759535, 0, 0, -14446952794332, 0, 0, -8362100930155, 0, 0, 13141534544820, 0, 0, 34765465233157, 0, 0, 34172908129998, 0, 0, -7992854729599, 0, 0, -10900679901966, 0, 0, -22559251811220, 0, 0, -58830565109922, 0, 0, 32822519433690, 0, 0, 1588795774240, 0, 0, 1387034534471, 0, 0, 25249957727040, 0, 0, -19834772740531, 0, 0, -10807963023492, 0, 0, 10233198850733, 0, 0, -1255582164348, 0, 0, -56765107425510, 0, 0, 91314988122950, 0, 0, -21359702277072, 0, 0, -36670874682006, 0, 0, 17973962777474, 0, 0, 53197502219848, 0, 0, 35626593565054, 0, 0, -48678451568388, 0, 0, -60515623692889, 0, 0, -64858004822128, 0, 0, 74127200367798, 0, 0, -77682791346696, 0, 0, -2207966519767, 0, 0, -6674601892986, 0, 0, 96283970405635, 0, 0, 86276321868420, 0, 0, -27803039118256, 0, 0, -30491599752448, 0, 0, -27732280299700, 0, 0, 96816202387632, 0, 0, -39878838979020, 0, 0, 52869085093382, 0, 0, -81935403821352, 0, 0, 201465388161324, 0, 0, 42207057784940, 0, 0, -192385205901720, 0, 0, -50822580433057, 0, 0, -70494211608588, 0, 0, 11621265286507, 0, 0, -85914555563124, 0, 0, 29045020080173, 0, 0, -69075959920272, 0, 0, 296401922794759, 0, 0, 248250637481236, 0, 0, -246570917352535, 0, 0, -299314058959152, 0, 0, -32672123575272, 0, 0, 79018798121774, 0, 0, -86225503591150, 0, 0, 163862818324452, 0, 0, -188003307946230, 0, 0, 268022365230674, 0, 0, 243691409046889, 0, 0, -255378589228548, 0, 0, -37068409430460, 0, 0, -280793169737100, 0, 0, 176953650413921, 0, 0, -208571721932808, 0, 0, -410954691107, 0, 0, -18637254962012, 0, 0, 448948606395114, 0, 0, 357753687238692, 0, 0, -296667631305559, 0, 0, -381862485797148, 0, 0, -295698411272767, 0, 0, 821694671279640, 0, 0, 18833146689523, 0, 0, -2233936688548, 0, 0, -9668990850878, 0, 0, 300142495622628, 0, 0, 43251706601424, 0, 0, -194494589180460, 0, 0, -21390986182471, 0, 0, -894608556472440, 0, 0, 396779090506181, 0, 0, -550802422489140, 0, 0, 33536531412162, 0, 0, 447882353349804, 0, 0, 703024840476778, 0, 0, 266268776645696, 0, 0, -518196233404620, 0, 0, -801007375391640, 0, 0, -989760344323108, 0, 0, 1086499531612682, 0, 0, -212438151103759, 0, 0, 422628531662592, 0, 0, 410078502137861, 0, 0, 685575019405206, 0, 0, 406113215898857, 0, 0, -715580217538056, 0, 0, -346162849476623, 0, 0, -1115799339571888, 0, 0, 408001846273019, 0, 0, -641312352911106, 0, 0, 163065599366280, 0, 0, 655752564826038, 0, 0, 544892930343254, 0, 0, 935299698440328, 0, 0, -1308742023733164, 0, 0, -718575658532728, 0, 0, -1143434536870770, 0, 0, 1175107918572252, 0, 0, 333581601428201, 0, 0, 528317299073322, 0, 0, -56606701014864, 0, 0, 1441690550674020, 0, 0, 813573632895035, 0, 0, -1619867245298550, 0, 0, -585840693008003, 0, 0, -1587699466041042, 0, 0, 379176002438868, 0, 0, -134185181351596, 0, 0, 1293408294314414, 0, 0, -231806599985430, 0, 0, 1171605985353072, 0, 0, 1932078377565860, 0, 0, -1522795402486685, 0, 0, -1122242043729456, 0, 0, -1541340550586047, 0, 0, 553214143022364, 0, 0, -690356945461140, 0, 0, 1374792312357972, 0, 0, 261616695098227, 0, 0, 1969242831154172, 0, 0, 2026896909066212, 0, 0, -3390325360583310, 0, 0, -97291239180298, 0, 0, -1345522685286456, 0, 0, 823817172676274, 0, 0, -644341326199326, 0, 0, 393179655716730, 0, 0, -1073626490249532, 0, 0, 347098916279135, 0, 0, 1560717038661912, 0, 0, -932298002652547, 0, 0, -1196104817638512, 0, 0, -1061394035481782, 0, 0, 2031607103126292, 0, 0, -841203695334373, 0, 0, 687104190457934, 0, 0, -743134149336322, 0, 0, 3664146600717138, 0, 0, 196933104013212, 0, 0, -2080738271699952, 0, 0, -2571427863083779, 0, 0, -3000212756127468, 0, 0, 3149167437730879, 0, 0, -1134219334467454, 0, 0, 443892408192360, 0, 0, 734539314863952, 0, 0, 2762563741574760, 0, 0, -152102776406346, 0, 0, 183862883255030, 0, 0, -684466039998864, 0, 0, -1238840453769182, 0, 0, 2896186613964120, 0, 0, -1999779258391045, 0, 0, -1840839891692004, 0, 0, 1917635952968837, 0, 0, 4116778077440036, 0, 0, 1933922163481308, 0, 0, -2147740096717404, 0, 0, -2033050972323779, 0, 0, -3396400665909124, 0, 0, 3830339178720557, 0, 0, -1004760929527128, 0, 0, -1612194026759707, 0, 0, 991067958291366, 0, 0, -633800639397211, 0, 0, 1962478922456340, 0, 0, 1484252190359118, 0, 0, -1981030186463198, 0, 0, 113158290973843, 0, 0, 1698586954028136, 0, 0, -3374798299772227, 0, 0, -434430607585050, 0, 0, -1001886208386715, 0, 0, 4107576153346164, 0, 0, -2445051959260028, 0, 0, -1119326560075972, 0, 0, -3113054704086930, 0, 0, -3306805812492552, 0, 0, 1759965172638948, 0, 0, 1142881805127744, 0, 0, 1142857198127669, 0, 0, -1394398528510140, 0, 0, 4559951212947918, 0, 0, 2774374702874924, 0, 0, 700640173293812, 0, 0, 930372448027302, 0, 0, -2708465304450055, 0, 0, 585471372354972, 0, 0, -4325537545579704, 0, 0, 224011798117254, 0, 0, -1370925726371857, 0, 0, 448695555783300, 0, 0, 4680750602899872, 0, 0, -4945889044285452, 0, 0, 1219709025801139, 0, 0, 2316566896839324, 0, 0, 70885189398780, 0, 0, 3037735707071148, 0, 0, -1561433130057579, 0, 0, -3400330219700032, 0, 0, -3833202791331709, 0, 0, 1347121500091830, 0, 0, -1356928141603241, 0, 0, 1818587975469824, 0, 0, 5467867809901380, 0, 0, -4621969453106142, 0, 0, 4415087067278418, 0, 0, 1679090160100636, 0, 0, -1742759343115777, 0, 0, 1494552776389596, 0, 0, 1342986505230722, 0, 0, -1738532485667898], 'weight': 11, '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: 22237
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '27.11.b.c', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.11.b.c', 'target_level': 27, 'twist_class_label': '27.11.b.c', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 22238
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '27.11.b.c', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.11.b.c', 'target_level': 27, 'twist_class_label': '27.11.b.c', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 22239
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '27.11.b.c', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.11.d.e', 'target_level': 81, 'twist_class_label': '27.11.b.c', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 22240
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '27.11.b.c', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.11.d.e', 'target_level': 81, 'twist_class_label': '27.11.b.c', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103825
    {'charpoly_factorization': [[[979776, 0, 2322, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 2}
  • id: 103826
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007268158767131, 'p': 3}
  • id: 103827
    {'charpoly_factorization': [[[461154133742400, 0, 43133040, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 5}
  • id: 103828
    {'charpoly_factorization': [[[-686422079, -10258, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 7}
  • id: 103829
    {'charpoly_factorization': [[[776897548728490518336, 0, 72140846832, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 11}
  • id: 103830
    {'charpoly_factorization': [[[-106251400055, 131210, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 13}
  • id: 103831
    {'charpoly_factorization': [[[156504063767507856380736, 0, 4143582738288, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 17}
  • id: 103832
    {'charpoly_factorization': [[[3727788408121, 4116758, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 19}
  • id: 103833
    {'charpoly_factorization': [[[509850062098496966786700096, 0, 89109154282608, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 23}
  • id: 103834
    {'charpoly_factorization': [[[8274847273522826532864685056, 0, 182614582807488, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 29}
  • id: 103835
    {'charpoly_factorization': [[[97103791654180, 23497460, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 31}
  • id: 103836
    {'charpoly_factorization': [[[487162727648041, -54043222, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 37}
  • id: 103837
    {'charpoly_factorization': [[[551272869324379515558369849209856, 0, 48125162983453632, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 41}
  • id: 103838
    {'charpoly_factorization': [[[-5894204849313020, -39125500, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 43}
  • id: 103839
    {'charpoly_factorization': [[[2395350422914856592659217853467456, 0, 139229839047269232, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 47}
  • id: 103840
    {'charpoly_factorization': [[[1772639528452503414044087059117056, 0, 110979837179877312, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 53}
  • id: 103841
    {'charpoly_factorization': [[[271241712657155356563385342902254400, 0, 1378391904477552240, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 59}
  • id: 103842
    {'charpoly_factorization': [[[234042827929697161, 1611194762, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 61}
  • id: 103843
    {'charpoly_factorization': [[[-665208985346442839, -986143258, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 67}
  • id: 103844
    {'charpoly_factorization': [[[8095113705572043174853933046001647616, 0, 6311752615000689408, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 71}
  • id: 103845
    {'charpoly_factorization': [[[-5148592993252319855, -2038799470, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 73}
  • id: 103846
    {'charpoly_factorization': [[[1226473825557564289, 5201390126, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 79}
  • id: 103847
    {'charpoly_factorization': [[[9251299427215098788873290003973354496, 0, 29746958782827874752, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 83}
  • id: 103848
    {'charpoly_factorization': [[[15560840046675608225563108091259352896, 0, 23092496796803354352, 0, 1], 1]], 'hecke_orbit_code': 9007268158767131, 'p': 89}
  • id: 103849
    {'charpoly_factorization': [[[-69190142440607931311, -6484898734, 1], 2]], 'hecke_orbit_code': 9007268158767131, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 3, 'label': '27.11.b.c', 'level': 27, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29779369
    {'hecke_orbit_code': 9007268158767131, 'n': 1, 'trace_an': 4}
  • id: 29779370
    {'hecke_orbit_code': 9007268158767131, 'n': 2, 'trace_an': 0}
  • id: 29779371
    {'hecke_orbit_code': 9007268158767131, 'n': 3, 'trace_an': 0}
  • id: 29779372
    {'hecke_orbit_code': 9007268158767131, 'n': 4, 'trace_an': -548}
  • id: 29779373
    {'hecke_orbit_code': 9007268158767131, 'n': 5, 'trace_an': 0}
  • id: 29779374
    {'hecke_orbit_code': 9007268158767131, 'n': 6, 'trace_an': 0}
  • id: 29779375
    {'hecke_orbit_code': 9007268158767131, 'n': 7, 'trace_an': 20516}
  • id: 29779376
    {'hecke_orbit_code': 9007268158767131, 'n': 8, 'trace_an': 0}
  • id: 29779377
    {'hecke_orbit_code': 9007268158767131, 'n': 9, 'trace_an': 0}
  • id: 29779378
    {'hecke_orbit_code': 9007268158767131, 'n': 10, 'trace_an': -199800}
  • id: 29779379
    {'hecke_orbit_code': 9007268158767131, 'n': 11, 'trace_an': 0}
  • id: 29779380
    {'hecke_orbit_code': 9007268158767131, 'n': 12, 'trace_an': 0}
  • id: 29779381
    {'hecke_orbit_code': 9007268158767131, 'n': 13, 'trace_an': -262420}
  • id: 29779382
    {'hecke_orbit_code': 9007268158767131, 'n': 14, 'trace_an': 0}
  • id: 29779383
    {'hecke_orbit_code': 9007268158767131, 'n': 15, 'trace_an': 0}
  • id: 29779384
    {'hecke_orbit_code': 9007268158767131, 'n': 16, 'trace_an': -3207800}
  • id: 29779385
    {'hecke_orbit_code': 9007268158767131, 'n': 17, 'trace_an': 0}
  • id: 29779386
    {'hecke_orbit_code': 9007268158767131, 'n': 18, 'trace_an': 0}
  • id: 29779387
    {'hecke_orbit_code': 9007268158767131, 'n': 19, 'trace_an': -8233516}
  • id: 29779388
    {'hecke_orbit_code': 9007268158767131, 'n': 20, 'trace_an': 0}
  • id: 29779389
    {'hecke_orbit_code': 9007268158767131, 'n': 21, 'trace_an': 0}
  • id: 29779390
    {'hecke_orbit_code': 9007268158767131, 'n': 22, 'trace_an': -21085704}
  • id: 29779391
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