Newform data - 150.8.c.d

Formats: - HTML - YAML - JSON - 2025-03-07T05:37:09.723908

• 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': 9600, 'analytic_conductor': 46.857753822618264, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [2036329, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510936455282838, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 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': '150.8.c.d', 'level': 150, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '150.8.a.f', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+8 i q^{2}+27 i q^{3}-64 q^{4}-216 q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.8.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1618743183804340149, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.135', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.907', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '162.629', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [2, 0, 0, -128, 0, -432, 0, 0, -1458, 0, 10140, 0, 0, -22832, 0, 8192, 0, 0, 87422, 0, -77058, 0, 0, 27648, 0, -190384, 0, 0, -280212, 0, 295126, 0, 0, -307872, 0, 93312, 0, 0, -642546, 0, -540672, 0, 0, -648960, 0, -50400, 0, 0, -2425572, 0, -1039068, 0, 0, 314928, 0, 1461248, 0, 0, 1870140, 0, 271750, 0, 0, -524288, 0, -2190240, 0, 0, -170100, 0, -5371680, 0, 0, -8986784, 0, -5595008, 0, 0, -11345344, 0, 1062882, 0, 0, 4931712, 0, 2890928, 0, 0, 23781696, 0, -33959746, 0, 0, -1559520, 0, -1769472, 0, 0, -7392060, 0, -24118584, 0, 0, 12184576, 0, 34082112, 0, 0, -13430290, 0, -30330396, 0, 0, -18883152, 0, 17933568, 0, 0, -54916668, 0, 12435458, 0, 0, -18888064, 0, 16644528, 0, 0, 9756882, 0, 68891160, 0, 0, 23094928, 0, 19703808, 0, 0, 17517032, 0, -5263380, 0, 0, -5971968, 0, 52487456, 0, 0, 153638748, 0, -28598414, 0, 0, -115758240, 0, 41122944, 0, 0, 115027128, 0, -8990100, 0, 0, 34603008, 0, 67646496, 0, 0, -157675368, 0, -63730638, 0, 0, 60525792, 0, 41533440, 0, 0, 207641148, 0, -24231782, 0, 0, 3225600, 0, -63747216, 0, 0, 56175282, 0, -172808508, 0, 0, -60936464, 0, 155236608, 0, 0, 78906806, 0, 77945382, 0, 0, 66500352, 0, 57912128, 0, 0, 443229540, 0, 387414610, 0, 0, 41108544, 0, -20155392, 0, 0, 177145164, 0, -457921116, 0, 0, -93519872, 0, 220103616, 0, 0, -568853530, 0, -390684060, 0, 0, 138789936, 0, -119688960, 0, 0, -506750952, 0, 215590834, 0, 0, -17392000, 0, 116785152, 0, 0, 228306924, 0, 419818152, 0, 0, -642830720, 0, 33554432, 0, 0, -1603017596, 0, 204274548, 0, 0, 140175360, 0, -998009552, 0, 0, 239820468, 0, -798597392, 0, 0, -445147872, 0, 10886400, 0, 0, -215146854, 0, -475658484, 0, 0, 343787520, 0, -965246880, 0, 0, 80168218, 0, -205660566, 0, 0, 523923552, 0, 575154176, 0, 0, -74963700, 0, 515669282, 0, 0, 358080512, 0, 224438688, 0, 0, 195453432, 0, -80688540, 0, 0, 1021739536, 0, 726102016, 0, 0, -1420674840, 0, 138741336, 0, 0, -68024448, 0, -1409623792, 0, 0, -278179380, 0, 385402984, 0, 0, -995812800, 0, -315629568, 0, 0, 742849704, 0, 1496288820, 0, 0, -185019392, 0, -1391810976, 0, 0, 1950933980, 0, 468416034, 0, 0, -403950240, 0, -1522028544, 0, 0, 1638631152, 0, 2033559564, 0, 0, 2173423744, 0, -58698000, 0, 0, 394149888, 0, 6079396728, 0, 0, -1560911040, 0, 99809280, 0, 0, 1203609242, 0, -2169553680, 0, 0, 113246208, 0, -1422987856, 0, 0, 2235672528, 0, -121224600, 0, 0, 2120283552, 0, 473091840, 0, 0, -3368282238, 0, -861704952, 0, 0, 1543589376, 0, 3198900192, 0, 0, -1470361018, 0, -1502374068, 0, 0, 36741600, 0, -779812864, 0, 0, 1594815720, 0, -433679780, 0, 0, -2181255168, 0, 1160282880, 0, 0, -3257708220, 0, 2103917940, 0, 0, -3369158416, 0, 859538560, 0, 0, -1757640934, 0, 1768241988, 0, 0, 1941145344, 0, 2179782320, 0, 0, 2618749368, 0, -2741207040, 0, 0, 4582927104, 0, 1208521728, 0, 0, 757480572, 0, 1172282280, 0, 0, -1147748352, 0, -5184516864, 0, 0, 4119557782, 0, 3448370934, 0, 0, 2450594304, 0, 3514666752, 0, 0, -7402289988, 0, -13366717852, 0, 0, -795869312, 0, -229582512, 0, 0, -4757480298, 0, -1709842032, 0, 0, -8321875024, 0, 1208836096, 0, 0, 4004282462, 0, -3360868200, 0, 0, -1065249792, 0, -255528000, 0, 0, 7414068228, 0, 9362449964, 0, 0, 3018578496, 0, -624440448, 0, 0, -4697362044, 0, -2635047204, 0, 0, -4409034240, 0, 7019679360, 0, 0, 6789805894, 0, -1363332060, 0, 0, -5136846336, 0, -1478075392, 0, 0, -12297650040, 0, -14637877310, 0, 0, -1261043712, 0, 7335305136, 0, 0, -198105750, 0, -12248346732, 0, 0, 1512831856, 0, -1121090048, 0, 0, 4299894034, 0, -5268074760, 0, 0, 336856320, 0, -8551538224, 0, 0, 5052348756, 0, -9506694110, 0, 0, 6172311552, 0, 382205952, 0, 0, -4802584014, 0, 12066443724, 0, 0, -3359197184, 0, 9901524192, 0, 0, 12900252586, 0, 7155956988, 0, 0, 1596684960, 0, -9832879872, 0, 0, 543670392, 0, -3272918474, 0, 0, 1830298496, 0, 5209614144, 0, 0, 10796288148, 0, -2319591060, 0, 0, 2798730160, 0, 7408527360, 0, 0, -18961311802, 0, 124002900, 0, 0, -2631868416, 0, 13330612016, 0, 0, -21615462216, 0, 422562094, 0, 0, -17039500416, 0, -7361736192, 0, 0, 3915954720, 0, 15053273400, 0, 0, 575366400, 0, -13457392992, 0, 0, 9481609800, 0, -11370909654, 0, 0, 2900942640, 0, -2214592512, 0, 0, -8982738144, 0, 19569673828, 0, 0, -4329375744, 0, 6551365536, 0, 0, 7356765330, 0, 1377772500, 0, 0, -3288317072, 0, 10091223552, 0, 0, -10869541766, 0, 15467378976, 0, 0, 4078760832, 0, 8887196176, 0, 0, 50692881336, 0, 27381599728, 0, 0, 19979661216, 0, -3873650688, 0, 0, -17497744416, 0, -17974844532, 0, 0, -2658140160, 0, -12994835232, 0, 0, 8729989526, 0, 8270755776, 0, 0, 11862000288, 0, -13289033472, 0, 0, 29209097580, 0, 10330075832, 0, 0, 1550834048, 0, -2686058928, 0, 0, -774840978, 0, 6953404572, 0, 0, 7111429936, 0, -206438400, 0, 0, -31932090184, 0, -28086328206, 0, 0, 4079821824, 0, 8381145968, 0, 0, 7332736536, 0, 14833255600, 0, 0, 26673940704, 0, -3595218048, 0, 0, -862407000, 0, 7705359576, 0, 0, 11059744512, 0, -7483786560, 0, 0, -31238449126, 0, 10187702424, 0, 0, -2107486512, 0, 3899933696, 0, 0, -23633313792, 0, -27234417600, 0, 0, -9935142912, 0, -14880490560, 0, 0, 23691417840, 0, 39260982504, 0, 0, 16169907664, 0, -5050035584, 0, 0, -3751035480, 0, -17336856384, 0, 0, -4988504448, 0, -28093634192, 0, 0, 25651222872, 0, -14721871598, 0, 0, -45562994880, 0, -4256022528, 0, 0, 24756654834, 0, -21983739924, 0, 0, -3706376192, 0, -21349518240, 0, 0, 23117851436, 0, 5105807514, 0, 0, -3783678912, 0, -28366690560, 0, 0, -9017353692, 0, 4759629854, 0, 0, -24794535040, 0, 1136890080, 0, 0, -28861441506, 0, -3538546200, 0, 0, -3102298000, 0, -2630946816, 0, 0, -66860853328, 0, 20831551488, 0, 0, 1289945088, 0, 13478735408, 0, 0, -57520894080, 0, 34350818534, 0, 0, -2203034400, 0, -11337290496, 0, 0, 33417644148, 0, 17447912352, 0, 0, 29306951424, 0, -33587021184, 0, 0, -114664929680, 0, 5388811740, 0, 0, -33185969568, 0, 5985271808, 0, 0, -41348923356, 0, 81975999888, 0, 0, -14086631424, 0, 6177257424, 0, 0, 17582447736, 0, -42468007116, 0, 0, 40666123168, 0, 36406625920, 0, 0, -19000713202, 0, 9445714290, 0, 0, 25003779840, 0, 25164626048, 0, 0, 85898450868, 0, -106024177692, 0, 0, -25287378528, 0, -8882555904, 0, 0, 44990815554, 0, -45489556644, 0, 0, 7660093440, 0, 14657004960, 0, 0, 78068529868, 0, -57508313904, 0, 0, -24845859648, 0, 32432060928, 0, 0, -79403251668, 0, -11475550284, 0, 0, -13797813376, 0, 1941861600, 0, 0, -45418701348, 0, -10238291172, 0, 0, 15652169776, 0, 1113088000, 0, 0, 120573198720, 0, 9790681410, 0, 0, -7474249728, 0, 43134714432, 0, 0, 1138302900, 0, 91225482958, 0, 0, 61323098880, 0, -14611643136, 0, 0, 22110858684, 0], 'weight': 8, '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, 8], [0, 27], [-64, 0], [0, 0], [-216, 0], [0, 1427], [0, -512], [-729, 0], [0, 0], [5070, 0], [0, -1728], [0, 11899], [-11416, 0], [0, 0], [4096, 0], [0, 19242], [0, -5832], [43711, 0], [0, 0], [-38529, 0], [0, 40560], [0, 3150], [13824, 0], [0, 0], [-95192, 0], [0, -19683], [0, -91328], [-140106, 0], [0, 0], [147563, 0], [0, 32768], [0, 136890], [-153936, 0], [0, 0], [46656, 0], [0, 561674], [0, 349688], [-321273, 0], [0, 0], [-270336, 0], [0, -308232], [0, -180683], [-324480, 0], [0, 0], [-25200, 0], [0, 97470], [0, 110592], [-1212786, 0], [0, 0], [-519534, 0], [0, -761536], [0, -2130132], [157464, 0], [0, 0], [730624, 0], [0, 1180197], [0, -1120848], [935070, 0], [0, 0], [135875, 0], [0, 1180504], [0, -1040283], [-262144, 0], [0, 0], [-1095120, 0], [0, -1443433], [0, -1231488], [-85050, 0], [0, 0], [-2685840, 0], [0, 373248], [0, -3280466], [-4493392, 0], [0, 0], [-2797504, 0], [0, 7234890], [0, -2570184], [-5672672, 0], [0, 0], [531441, 0], [0, -2162688], [0, -4227906], [2465856, 0], [0, 0], [1445464, 0], [0, -3782862], [0, -2595840], [11890848, 0], [0, 0], [-16979873, 0], [0, -201600], [0, 3984201], [-779760, 0], [0, 0], [-884736, 0], [0, 3808529], [0, -9702288], [-3696030, 0], [0, 0]], 'ap': [[0, 8], [0, 27], [0, 0], [0, 1427], [5070, 0], [0, 11899], [0, 19242], [43711, 0], [0, 3150], [-140106, 0], [147563, 0], [0, 561674], [-270336, 0], [0, -180683], [0, 97470], [0, -2130132], [935070, 0], [135875, 0], [0, -1443433], [-2685840, 0], [0, -3280466], [-5672672, 0], [0, -4227906], [11890848, 0], [0, 3808529], [-12059292, 0], [0, -3619508], [0, -2569284], [-6715145, 0], [0, -13756476], [0, 40176920], [34445580, 0], [0, 27821742], [8758516, 0], [76819374, 0], [-14299207, 0], [0, -63858721], [0, 88101487], [0, 62238300], [0, 86988186], [103820574, 0], [-12115891, 0], [-86404254, 0], [0, 88936741], [0, -132517722], [39453403, 0], [193707305, 0], [0, -136236395], [0, -286432944], [-284426765, 0], [0, 324032304], [-253375476, 0], [107795417, 0], [209909076, 0], [0, -188661156], [0, -438729960], [119910234, 0], [-399298696, 0], [0, -94551991], [-237829242, 0], [0, 534471139], [0, -618845262], [0, -174920635], [-40344270, 0], [0, -833163251], [0, 1064968776], [192701492, 0], [0, 205519817], [0, -1248728826], [975466990, 0], [0, 812177202], [819315576, 0], [0, -444464371], [0, -523821623], [601804621, 0], [0, 467736660], [1117836264, 0], [0, -1010619229], [-430852476, 0], [-735180509, 0], [797407860, 0], [-216839890, 0], [1051958970, 0], [0, -842420963], [-878820467, 0], [0, 2099188824], [1309374684, 0], [0, -2541632698], [586141140, 0], [0, -1572789128], [0, 1580461158], [-3701144994, 0], [0, -978260611], [-854921016, 0], [2002141231, 0], [0, 3514829208], [3707034114, 0], [-1317523602, 0], [0, 445839115], [-7318938655, 0], [0, 5218132184], [0, 52274226], [0, 7634987046], [2526174378, 0], [-4753347055, 0], [0, 7073373299], [0, -682994724], [0, -4114663080], [271835196, 0], [-1636459237, 0], [0, -725840248], [0, 9795074614], [0, -754736220], [-9480655901, 0], [211281047, 0], [7526636700, 0], [0, 3523746532], [0, 3901851708], [0, 8207677926], [-4491369072, 0], [9784836914, 0], [0, 1996883722], [0, -1768516182], [0, -13398169464], [13690799864, 0], [-8987422266, 0], [4364994763, 0], [14604548790, 0], [0, 14246092139], [0, -8787490934], [-15966045092, 0], [0, -4012085508], [7416627800, 0], [0, 151142549], [3852679788, 0], [-15619224563, 0], [0, -14482785696], [0, 13772922677], [0, -6885293100], [12825611436, 0], [-7360935799, 0], [-10991869962, 0], [0, 11578773385], [0, 4978227204], [11558925718, 0], [-4508676846, 0], [0, 9351430633], [0, 1857454644], [-33430426664, 0], [0, -13425942912], [0, 3089920439], [8723956176, 0], [0, 3907233637], [0, 15385389090], [0, -26398587772], [-21234003558, 0], [-9500356601, 0], [42949225434, 0], [0, 15240499127], [-22744778322, 0], [0, -8806672158], [0, 1371860712], [0, 25190660192], [-5119145586, 0], [0, 506512146], [0, 10075559652], [45612741479, 0], [0, 30555463202]], 'char_orbit_index': 3, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 13510936455282838, 'hecke_ring_character_values': [[101, [1, 0]], [127, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '150.8.c.d', 'level': 150, 'maxp': 997, 'weight': 8}
• 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': 9600, 'analytic_conductor': 46.857753822618264, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'conrey_index': 49, 'cusp_dim': 198, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137573171350, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '150.8.c', 'level': 150, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 222, 'mf_new_dim': 22, 'num_forms': 11, 'prim_orbit_index': 2, 'relative_dim': 22, 'sturm_bound': 240, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [22, 0, 0, -1408, 0, 432, 0, 0, -16038, 0, 21504, 0, 0, -17984, 0, 90112, 0, 0, 24520, 0, 9936, 0, 0, -27648, 0, -368992, 0, 0, 1033620, 0, 111104, 0, 0, -296544, 0, 1026432, 0, 0, -777492, 0, -909876, 0, 0, -1376256, 0, 1663488, 0, 0, -2914446, 0, 336636, 0, 0, -314928, 0, 1150976, 0, 0, 8371200, 0, 2437964, 0, 0, -5767168, 0, -746496, 0, 0, -6489072, 0, -14599296, 0, 0, -8007584, 0, -1569280, 0, 0, -14099120, 0, 11691702, 0, 0, -635904, 0, -8204992, 0, 0, 21979620, 0, 5963824, 0, 0, 1852416, 0, 1769472, 0, 0, -15676416, 0, 122124, 0, 0, 23615488, 0, 4669728, 0, 0, -41209820, 0, -5237244, 0, 0, -21988800, 0, -66151680, 0, 0, -7211952, 0, 116414686, 0, 0, -7110656, 0, 13110336, 0, 0, -73131552, 0, -58835136, 0, 0, 60734656, 0, 18978816, 0, 0, 167742760, 0, 44039376, 0, 0, -65691648, 0, -69444832, 0, 0, 302419380, 0, 64032704, 0, 0, -176375808, 0, 49759488, 0, 0, 77470668, 0, -197336976, 0, 0, 58232064, 0, 26737728, 0, 0, -129325554, 0, -17875080, 0, 0, -80857440, 0, 88080384, 0, 0, 130084560, 0, 233621804, 0, 0, -106463232, 0, -110664576, 0, 0, -7243344, 0, -241962576, 0, 0, -208223264, 0, 186524544, 0, 0, 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-3086760960, 0, -1406695680, 0, 0, 2178390960, 0, -5267182698, 0, 0, -381684736, 0, 4065008544, 0, 0, 663299604, 0, 8555358384, 0, 0, 5873836032, 0, -118554624, 0, 0, 3333957640, 0, -4583498184, 0, 0, -113246208, 0, -8816118112, 0, 0, 1859757540, 0, 373725504, 0, 0, -181649184, 0, 1003290624, 0, 0, 1135285200, 0, 2397260364, 0, 0, -7815936, 0, 5010038400, 0, 0, -5187878420, 0, -3714452964, 0, 0, -1212682752, 0, -1511391232, 0, 0, -6914437440, 0, -7190204716, 0, 0, -298862592, 0, 6702787584, 0, 0, 2792194416, 0, 9984505824, 0, 0, 10415370752, 0, 2637428480, 0, 0, 5922540640, 0, 2124631134, 0, 0, 335183616, 0, -13989435712, 0, 0, 7745005620, 0, 4464499968, 0, 0, -1064800704, 0, 1407283200, 0, 0, -245407644, 0, 3308461644, 0, 0, 4233707520, 0, -2711050272, 0, 0, -9582215992, 0, 8416306836, 0, 0, -6655824000, 0, 461564928, 0, 0, -12230361840, 0, -10142205656, 0, 0, -7450539904, 0, 229582512, 0, 0, -4072036752, 0, 8914731504, 0, 0, 4407397760, 0, 455081984, 0, 0, -4050498200, 0, -7295279904, 0, 0, -839061504, 0, -11137204224, 0, 0, 6084480180, 0, 249219664, 0, 0, -11454354144, 0, 4680419328, 0, 0, 15445652508, 0, 3865241484, 0, 0, 3765448704, 0, 5867739648, 0, 0, 23848096826, 0, -6102604800, 0, 0, -8464836960, 0, -3887017984, 0, 0, -32007652992, 0, -15310139716, 0, 0, -1214644224, 0, 11673638784, 0, 0, -1777275756, 0, 2917542480, 0, 0, -4883632544, 0, -10735536640, 0, 0, 7909060832, 0, -20607745248, 0, 0, -2818520064, 0, -5413586752, 0, 0, -19683764940, 0, -16932897016, 0, 0, -7753507968, 0, 4204265472, 0, 0, 25583085468, 0, 52167991344, 0, 0, 4444469248, 0, 32375431968, 0, 0, 19973189240, 0, 2294823636, 0, 0, 544195584, 0, -19354840320, 0, 0, -5786932560, 0, -31834316956, 0, 0, -4098093056, 0, -2313912096, 0, 0, 12610909440, 0, 52550755584, 0, 0, -635347904, 0, 11288051712, 0, 0, 18168853960, 0, 4730533488, 0, 0, -3184607232, 0, 9210690848, 0, 0, -38288872872, 0, -704350096, 0, 0, -18173091744, 0, -4958122752, 0, 0, 10642886784, 0, 7682573244, 0, 0, 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-7984521216, 0, 0, -43300671552, 0, -100072285296, 0, 0, 39320978656, 0, -59250288640, 0, 0, 20675786688, 0, -16023142980, 0, 0, 11138328576, 0, 4955120896, 0, 0, 151237437300, 0, 70331968184, 0, 0, 13152863232, 0, 1378861056, 0, 0, -4347627696, 0, -137983230276, 0, 0, 12763721728, 0, 60873338880, 0, 0, -10481482100, 0, -17008569324, 0, 0, -37925945280, 0, 37095705600, 0, 0, 63531458160, 0, -74169203318, 0, 0, 31145618944, 0, -1350411264, 0, 0, -105817491072, 0, -27348265536, 0, 0, -157642384768, 0, -11940532224, 0, 0, 57171332200, 0, 60173224272, 0, 0, -1289945088, 0, 58468957088, 0, 0, -104630297280, 0, 195919515904, 0, 0, -20432885760, 0, -17475478272, 0, 0, 83236852908, 0, 15513058764, 0, 0, -54431018496, 0, -57553378752, 0, 0, -162211739392, 0, 11428107264, 0, 0, 41195705760, 0, 4714397696, 0, 0, -142353993120, 0, 123035298984, 0, 0, -10904942592, 0, -83338747776, 0, 0, -89028396, 0, 19391081664, 0, 0, 42493208416, 0, 15615860480, 0, 0, -73579612880, 0, 75489890976, 0, 0, 67265759232, 0, 232911660608, 0, 0, 124586283300, 0, -163182963720, 0, 0, -30299690304, 0, -17215690752, 0, 0, 40108724748, 0, -152776634916, 0, 0, 34288435200, 0, -139292734464, 0, 0, 206557404152, 0, -83246781564, 0, 0, -3404231712, 0, 70463708160, 0, 0, 49991646288, 0, -48782001474, 0, 0, -6615316736, 0, -87850262016, 0, 0, -60311459520, 0, 64959049584, 0, 0, -45629011904, 0, 9985900544, 0, 0, 11713449600, 0, 30041958780, 0, 0, -11666405376, 0, 23267724480, 0, 0, 115260556272, 0, 2292271184, 0, 0, 365736010752, 0, -41054003712, 0, 0, 3817950876, 0], 'weight': 8, '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: 128462
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '150.8.a.f', 'target_level': 150, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 128463
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '150.8.a.l', 'target_level': 150, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 128464
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '150.8.c.d', 'target_level': 150, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 128465
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '150.8.c.d', 'target_level': 150, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 128466
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '450.8.a.m', 'target_level': 450, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 128467
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '450.8.a.o', 'target_level': 450, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 128468
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '450.8.c.d', 'target_level': 450, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 128469
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '150.8.c.d', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '450.8.c.d', 'target_level': 450, 'twist_class_label': '150.8.a.f', 'twist_class_level': 150, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 400000
    {'charpoly_factorization': [[[64, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 2}
  • id: 400001
    {'charpoly_factorization': [[[729, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 3}
  • id: 400002
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 5}
  • id: 400003
    {'charpoly_factorization': [[[2036329, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 7}
  • id: 400004
    {'charpoly_factorization': [[[-5070, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 11}
  • id: 400005
    {'charpoly_factorization': [[[141586201, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 13}
  • id: 400006
    {'charpoly_factorization': [[[370254564, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 17}
  • id: 400007
    {'charpoly_factorization': [[[-43711, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 19}
  • id: 400008
    {'charpoly_factorization': [[[9922500, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 23}
  • id: 400009
    {'charpoly_factorization': [[[140106, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 29}
  • id: 400010
    {'charpoly_factorization': [[[-147563, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 31}
  • id: 400011
    {'charpoly_factorization': [[[315477682276, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 37}
  • id: 400012
    {'charpoly_factorization': [[[270336, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 41}
  • id: 400013
    {'charpoly_factorization': [[[32646346489, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 43}
  • id: 400014
    {'charpoly_factorization': [[[9500400900, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 47}
  • id: 400015
    {'charpoly_factorization': [[[4537462337424, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 53}
  • id: 400016
    {'charpoly_factorization': [[[-935070, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 59}
  • id: 400017
    {'charpoly_factorization': [[[-135875, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 61}
  • id: 400018
    {'charpoly_factorization': [[[2083498825489, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 67}
  • id: 400019
    {'charpoly_factorization': [[[2685840, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 71}
  • id: 400020
    {'charpoly_factorization': [[[10761457177156, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 73}
  • id: 400021
    {'charpoly_factorization': [[[5672672, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 79}
  • id: 400022
    {'charpoly_factorization': [[[17875189144836, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 83}
  • id: 400023
    {'charpoly_factorization': [[[-11890848, 1], 2]], 'hecke_orbit_code': 13510936455282838, 'p': 89}
  • id: 400024
    {'charpoly_factorization': [[[14504893143841, 0, 1], 1]], 'hecke_orbit_code': 13510936455282838, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 4, 'label': '150.8.c.d', 'level': 150, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 36148873
    {'hecke_orbit_code': 13510936455282838, 'n': 1, 'trace_an': 2}
  • id: 36148874
    {'hecke_orbit_code': 13510936455282838, 'n': 2, 'trace_an': 0}
  • id: 36148875
    {'hecke_orbit_code': 13510936455282838, 'n': 3, 'trace_an': 0}
  • id: 36148876
    {'hecke_orbit_code': 13510936455282838, 'n': 4, 'trace_an': -128}
  • id: 36148877
    {'hecke_orbit_code': 13510936455282838, 'n': 5, 'trace_an': 0}
  • id: 36148878
    {'hecke_orbit_code': 13510936455282838, 'n': 6, 'trace_an': -432}
  • id: 36148879
    {'hecke_orbit_code': 13510936455282838, 'n': 7, 'trace_an': 0}
  • id: 36148880
    {'hecke_orbit_code': 13510936455282838, 'n': 8, 'trace_an': 0}
  • id: 36148881
    {'hecke_orbit_code': 13510936455282838, 'n': 9, 'trace_an': -1458}
  • id: 36148882
    {'hecke_orbit_code': 13510936455282838, 'n': 10, 'trace_an': 0}
  • id: 36148883
    {'hecke_orbit_code': 13510936455282838, 'n': 11, 'trace_an': 10140}
  • id: 36148884
    {'hecke_orbit_code': 13510936455282838, 'n': 12, 'trace_an': 0}
  • id: 36148885
    {'hecke_orbit_code': 13510936455282838, 'n': 13, 'trace_an': 0}
  • id: 36148886
    {'hecke_orbit_code': 13510936455282838, 'n': 14, 'trace_an': -22832}
  • id: 36148887
    {'hecke_orbit_code': 13510936455282838, 'n': 15, 'trace_an': 0}
  • id: 36148888
    {'hecke_orbit_code': 13510936455282838, 'n': 16, 'trace_an': 8192}
  • id: 36148889
    {'hecke_orbit_code': 13510936455282838, 'n': 17, 'trace_an': 0}
  • id: 36148890
    {'hecke_orbit_code': 13510936455282838, 'n': 18, 'trace_an': 0}
  • id: 36148891
    {'hecke_orbit_code': 13510936455282838, 'n': 19, 'trace_an': 87422}
  • id: 36148892
    {'hecke_orbit_code': 13510936455282838, 'n': 20, 'trace_an': 0}
  • id: 36148893
    {'hecke_orbit_code': 13510936455282838, 'n': 21, 'trace_an': -77058}
  • id: 36148894
    {'hecke_orbit_code': 13510936455282838, 'n': 22, 'trace_an': 0}
  • id: 36148895
    {'hecke_orbit_code': 13510936455282838, 'n': 23, 'trace_an': 0}
  • id: 36148896
    {'hecke_orbit_code': 13510936455282838, 'n': 24, 'trace_an': 27648}
  • id: 36148897
    {'hecke_orbit_code': 13510936455282838, 'n': 25, 'trace_an': 0}
  • id: 36148898
    {'hecke_orbit_code': 13510936455282838, 'n': 26, 'trace_an': -190384}
  • id: 36148899
    {'hecke_orbit_code': 13510936455282838, 'n': 27, 'trace_an': 0}
  • id: 36148900
    {'hecke_orbit_code': 13510936455282838, 'n': 28, 'trace_an': 0}
  • id: 36148901
    {'hecke_orbit_code': 13510936455282838, 'n': 29, 'trace_an': -280212}
  • id: 36148902
    {'hecke_orbit_code': 13510936455282838, 'n': 30, 'trace_an': 0}
  • id: 36148903
    {'hecke_orbit_code': 13510936455282838, 'n': 31, 'trace_an': 295126}
  • id: 36148904
    {'hecke_orbit_code': 13510936455282838, 'n': 32, 'trace_an': 0}
  • id: 36148905
    {'hecke_orbit_code': 13510936455282838, 'n': 33, 'trace_an': 0}
  • id: 36148906
    {'hecke_orbit_code': 13510936455282838, 'n': 34, 'trace_an': -307872}
  • id: 36148907
    {'hecke_orbit_code': 13510936455282838, 'n': 35, 'trace_an': 0}
  • id: 36148908
    {'hecke_orbit_code': 13510936455282838, 'n': 36, 'trace_an': 93312}
  • id: 36148909
    {'hecke_orbit_code': 13510936455282838, 'n': 37, 'trace_an': 0}
  • id: 36148910
    {'hecke_orbit_code': 13510936455282838, 'n': 38, 'trace_an': 0}
  • id: 36148911
    {'hecke_orbit_code': 13510936455282838, 'n': 39, 'trace_an': -642546}
  • id: 36148912
    {'hecke_orbit_code': 13510936455282838, 'n': 40, 'trace_an': 0}
  • id: 36148913
    {'hecke_orbit_code': 13510936455282838, 'n': 41, 'trace_an': -540672}
  • id: 36148914
    {'hecke_orbit_code': 13510936455282838, 'n': 42, 'trace_an': 0}
  • id: 36148915
    {'hecke_orbit_code': 13510936455282838, 'n': 43, 'trace_an': 0}
  • id: 36148916
    {'hecke_orbit_code': 13510936455282838, 'n': 44, 'trace_an': -648960}
  • id: 36148917
    {'hecke_orbit_code': 13510936455282838, 'n': 45, 'trace_an': 0}
  • id: 36148918
    {'hecke_orbit_code': 13510936455282838, 'n': 46, 'trace_an': -50400}
  • id: 36148919
    {'hecke_orbit_code': 13510936455282838, 'n': 47, 'trace_an': 0}
  • id: 36148920
    {'hecke_orbit_code': 13510936455282838, 'n': 48, 'trace_an': 0}
  • id: 36148921
    {'hecke_orbit_code': 13510936455282838, 'n': 49, 'trace_an': -2425572}
  • id: 36148922
    {'hecke_orbit_code': 13510936455282838, 'n': 50, 'trace_an': 0}
  • id: 36148923
    {'hecke_orbit_code': 13510936455282838, 'n': 51, 'trace_an': -1039068}
  • id: 36148924
    {'hecke_orbit_code': 13510936455282838, 'n': 52, 'trace_an': 0}
  • id: 36148925
    {'hecke_orbit_code': 13510936455282838, 'n': 53, 'trace_an': 0}
  • id: 36148926
    {'hecke_orbit_code': 13510936455282838, 'n': 54, 'trace_an': 314928}
  • id: 36148927
    {'hecke_orbit_code': 13510936455282838, 'n': 55, 'trace_an': 0}
  • id: 36148928
    {'hecke_orbit_code': 13510936455282838, 'n': 56, 'trace_an': 1461248}
  • id: 36148929
    {'hecke_orbit_code': 13510936455282838, 'n': 57, 'trace_an': 0}
  • id: 36148930
    {'hecke_orbit_code': 13510936455282838, 'n': 58, 'trace_an': 0}
  • id: 36148931
    {'hecke_orbit_code': 13510936455282838, 'n': 59, 'trace_an': 1870140}
  • id: 36148932
    {'hecke_orbit_code': 13510936455282838, 'n': 60, 'trace_an': 0}
  • id: 36148933
    {'hecke_orbit_code': 13510936455282838, 'n': 61, 'trace_an': 271750}
  • id: 36148934
    {'hecke_orbit_code': 13510936455282838, 'n': 62, 'trace_an': 0}
  • id: 36148935
    {'hecke_orbit_code': 13510936455282838, 'n': 63, 'trace_an': 0}
  • id: 36148936
    {'hecke_orbit_code': 13510936455282838, 'n': 64, 'trace_an': -524288}
  • id: 36148937
    {'hecke_orbit_code': 13510936455282838, 'n': 65, 'trace_an': 0}
  • id: 36148938
    {'hecke_orbit_code': 13510936455282838, 'n': 66, 'trace_an': -2190240}
  • id: 36148939
    {'hecke_orbit_code': 13510936455282838, 'n': 67, 'trace_an': 0}
  • id: 36148940
    {'hecke_orbit_code': 13510936455282838, 'n': 68, 'trace_an': 0}
  • id: 36148941
    {'hecke_orbit_code': 13510936455282838, 'n': 69, 'trace_an': -170100}
  • id: 36148942
    {'hecke_orbit_code': 13510936455282838, 'n': 70, 'trace_an': 0}
  • id: 36148943
    {'hecke_orbit_code': 13510936455282838, 'n': 71, 'trace_an': -5371680}
  • id: 36148944
    {'hecke_orbit_code': 13510936455282838, 'n': 72, 'trace_an': 0}
  • id: 36148945
    {'hecke_orbit_code': 13510936455282838, 'n': 73, 'trace_an': 0}
  • id: 36148946
    {'hecke_orbit_code': 13510936455282838, 'n': 74, 'trace_an': -8986784}
  • id: 36148947
    {'hecke_orbit_code': 13510936455282838, 'n': 75, 'trace_an': 0}
  • id: 36148948
    {'hecke_orbit_code': 13510936455282838, 'n': 76, 'trace_an': -5595008}
  • id: 36148949
    {'hecke_orbit_code': 13510936455282838, 'n': 77, 'trace_an': 0}
  • id: 36148950
    {'hecke_orbit_code': 13510936455282838, 'n': 78, 'trace_an': 0}
  • id: 36148951
    {'hecke_orbit_code': 13510936455282838, 'n': 79, 'trace_an': -11345344}
  • id: 36148952
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