Embedded newform data - 91.8.a.d.1.5

Formats: - HTML - YAML - JSON - 2024-04-20T02:03:53.471034

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 5824, 'analytic_conductor': 28.42703731905508, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 1], [13, 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': [91, 1, [66, 15], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 10, 'field_disc': 190909044797664422363751941772088876827098513909760, 'field_disc_factorization': [[2, 11], [3, 1], [5, 1], [11, 1], [13, 1], [409, 1], [72271411, 1], [17239489177, 1], [85281537400773127319047, 1]], 'field_poly': [-7335224320, -56397312, 727257184, 24331248, -19919976, -507132, 213848, 2298, -816, -3, 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, [-7335224320, 56397312, 727257184, -24331248, -19919976, 507132, 213848, -2298, -816, 3, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329307, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 64, 'hecke_ring_index_factorization': [[2, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '91.8.a.d', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'minimal_twist': '91.8.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+(-10-\\beta _{1}-\\beta _{3})q^{3}+(6^{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '91.8.a', 'trace_display': [-3, -101, 226, -3430], 'trace_hash': 71657537035036051, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.089', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.738', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '209.073', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7882.195', 'prec': 27}], 'trace_zratio': 0, 'traces': [10, -3, -101, 361, 226, 1105, -3430, 291, 12247, 2548, 451, -16241, -21970, 1029, 27184, 11897, -8654, 159348, 10130, -82012, 34643, -57863, -52155, -49227, 47190, 6591, -155171, -123823, 520154, 1070236, 692605, 149835, 436053, 1059060, -77518, 2843742, -20511, 1905286, 221897, 636320, 355049, -379015, 1256772, -687913, 1259926, 4043075, 1260721, 1128551, 1176490, 609035, 1411976, -793117, 928854, 6642607, 3423196, -99813, 3014966, 1612588, 3144446, 7738848, 6322923, 6545331, -4200721, -6629943, -496522, -14343317, 3944507, -1787356, -148281, -873964, 6032248, 9760866, 1248533, -8263279, 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• mf_hecke_cc •

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

  
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[0.0256603072392862, 0.0], [0.7950034582677942, 0.0], [-1.2674713958304598, 0.0], [0.32549012862139387, 0.0], [-1.6687524356620236, 0.0], [0.6568591757951908, 0.0]], 'angles': [-0.275873273814809, -0.17522363577062097, -0.32435041543112675, None, -0.30377426056427637, None, -0.12966906055642577, -0.1527162604274998, -0.2797313406032798, -0.17785568296732832, -0.2437533207031549, -0.10739603057782239, -0.19170239913121773, -0.23851749273873196, -0.1928337598228089, -0.284555894062468, -0.17976059734499122, -0.1419616366523969, -0.3298317262421114, -0.233631717291466, -0.1314519796678196, -0.2534187287949081, -0.33157125840806184, -0.23069206369592193, -0.2571830931361189, -0.2696744870740291, -0.15878715701815338, -0.21844787519909475, -0.3536569027610445, -0.28487949002735374, -0.4408400722580597, -0.25200117608515, -0.28898173785238124, -0.2902619298034466, -0.3326325163819241, -0.054205236952021, -0.2800836817468664, -0.09527807413827781, -0.16555618423098267, -0.06143976091708691, 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-0.24669095230074817, -0.07552321344798153, -0.16340334145212743, -0.32910096985999515, -0.15928250121132984, -0.11258918281406598, -0.34028212357512017, -0.0703644549718866, -0.2946606726632679, -0.35180831833171755, -0.2738203369282373, -0.31428818991461976, -0.22641679164081563, -0.2075666414864028, -0.30713546910722517, -0.42161620279441586, -0.3321765362002796, -0.20579199421294067, -0.2981877690429742, -0.20363729714295467, -0.18588373346853743, -0.3271941556841949, -0.45177066579869635, -0.18627045285465296, -0.2412697572875928, -0.43713195925414594, -0.1232232052913891, -0.3256380181074483, -0.30778867678867305, -0.30607746433136757, -0.2738115889214739, -0.31859783149351495, -0.24755651124580663, -0.41176412419525055, -0.12083345217234523, -0.3592396569309172], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': 3.6622807227741943, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329307, 'label': '91.8.a.d.1.5', 'level': 91, 'weight': 8}
• mf_newspaces •

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

  
  {'AL_dims': [[[[7, -1], [13, -1]], 12, 1], [[[7, -1], [13, 1]], 10, 1], [[[7, 1], [13, 1]], 11, 2], [[[7, 1], [13, -1]], 9, 1]], 'ALdims': [11, 9, 10, 12], 'Nk2': 5824, 'analytic_conductor': 28.42703731905508, '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': [91, 1, [66, 15], [1, 1]], 'conrey_index': 1, 'cusp_dim': 62, 'dim': 42, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217819, 'hecke_orbit_dims': [1, 9, 10, 10, 12], 'label': '91.8.a', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 66, 'mf_new_dim': 42, 'num_forms': 5, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 74, 'trace_bound': 2, 'trace_display': [2, -104, 284, 686], 'traces': [42, 2, -104, 2766, 284, 1160, 686, 1854, 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15282159547464, 2666273465604, 17899585889388, 7096829769900, 645320892556, -5921496429824, 10612910527360, -13373005865864, 290574676756, -4392865346168, 4525464394400, 13231240164032, 14319444636172, -14006309178236, -5578426788964, -6570108473600, -723535160864, 9235349292168, 578785373612, -35054060391528], 'weight': 8, 'weight_parity': 1}
• mf_twists_cc •

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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 13510799016329307, 'source_is_minimal': True, 'source_label': '91.8.a.d.1.5', 'source_level': 91, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13510799016329307, 'target_is_minimal': True, 'target_label': '91.8.a.d.1.5', 'target_level': 91, 'twist_class_label': '91.8.a.d.1.5', 'twist_class_level': 91, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 277975
    {'charpoly_factorization': [[[-7335224320, 56397312, 727257184, -24331248, -19919976, 507132, 213848, -2298, -816, 3, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 2}
  • id: 277976
    {'charpoly_factorization': [[[39502613236151808, 2052856949954400, -109539306717408, -6995852893656, 22654161816, 5376507204, 32490260, -1352210, -11958, 101, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 3}
  • id: 277977
    {'charpoly_factorization': [[[31199942757874099230000, 3885831063385267997250, 68426832004052315775, -8753316903155360, -3166169499742990, -3318493729288, 53404092472, 53550872, -388682, -226, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 5}
  • id: 277978
    {'charpoly_factorization': [[[343, 1], 10]], 'hecke_orbit_code': 13510799016329307, 'p': 7}
  • id: 277979
    {'charpoly_factorization': [[[-1060075511383576301548690960181157120, 895840933536287110487505462107328, 434564904173655921473555421312, -280336275710035607391038312, -105138046872972204214840, 13920095146632385708, 6461146520665052, -144647825502, -138374754, -451, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 11}
  • id: 277980
    {'charpoly_factorization': [[[2197, 1], 10]], 'hecke_orbit_code': 13510799016329307, 'p': 13}
  • id: 277981
    {'charpoly_factorization': [[[-902853536081717916391983787691799707314944, 171773578927237655227828026658842056384, 49762058056876726461000852450637984, -1976730341389239649132123105904, -532843900237203998461241944, 7236692816207441594200, 1934207046484823300, -14283851697540, -2446710978, 8654, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 17}
  • id: 277982
    {'charpoly_factorization': [[[1203061661028851816370868967046031239893744, -539394841103337124077193569865739594598, 55048017146294449773221920841957911, 4131639850561084263346570632608, -660223415430825834825295814, -13737682053809565699392, 2304389011404901120, 23931800477192, -2779703538, -10130, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 19}
  • id: 277983
    {'charpoly_factorization': [[[403888849524038143292410521697422507312732861312, 9888634605716802644412497317917746472110763, -1614626041283296143604570365497433891279, -70672756281800068646965968658485420, -369990027461205900164103638692, 19745890567343838898857426, 219311953938323698294, -1802551003101324, -26598140036, 52155, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 23}
  • id: 277984
    {'charpoly_factorization': [[[97872527716956822397525138117858545581695515261112, 6793316446946250310182807951195433918468082542, -79398680430118692094344875931326812522983, -3403150516280044187554974003448094992, 54384073453625776470610005055444, 57977218721530128773808188, -5069592239659136976466, 25653743750267328, 32572021804, -520154, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 29}
  • id: 277985
    {'charpoly_factorization': [[[-129421496554937585088529636358638040522743187172120, 11733407254540620761644797233457354178932379449, -96442078884208783695001966913289288175113, -3851889743107792146369524074667847786, 51098992468018485426209745483238, 224579403735950630212068820, -5704557801096716995368, 15636436463998842, 115972438466, -692605, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 31}
  • id: 277986
    {'charpoly_factorization': [[[31220004510454029691090941630479729325017078567254080, -1685773371083371416390312851781473541863810516000, 21635945160407794991738503119726130203567056, 159849476326584676773720976651854804136, -3313186133234680378746253006719712, -4834323329659370038963025412, 77900155053474681302632, 13052517093030974, -507451621388, 20511, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 37}
  • id: 277987
    {'charpoly_factorization': [[[73366648592073114321515719745948836875625557446592483840, -703882985435469676226994073984914260951023614616320, 433992507540934360883721575431872120014988288, 13196514248021638747834885864879538648960, -26266386576884012442963843033683584, -92578376377186835574099256128, 235076372031323755279536, 291300210818398600, -820326494378, -355049, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 41}
  • id: 277988
    {'charpoly_factorization': [[[-509349911146950170521731270984765764078760506607884912, 4728828358832211962386040906421304954870318578392, 163807614489865818984537778791016921467252721, -2653586256658389041634902120093848992668, 10609594842619481932110245530214068, 23981463400053800025407613548, -269463033894111270359418, 574610072326096284, 21156175684, -1256772, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 43}
  • id: 277989
    {'charpoly_factorization': [[[68888935897442716339129773726347931055099225102533934872, 1226236818980061260760444495776001877172070399870905, -11101950669574018645701412162806819263841841661, -11450166401812336952389249144867478500446, 234959769124364597981325969900216090, -391566790599165796438129003112, -663792255845325391446532, 2196811713209202814, -1082581165810, -1260721, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 47}
  • id: 277990
    {'charpoly_factorization': [[[-10601418418263622535908484325351137863111730853299058600, -27239838587487028001968382062062573703633585291815090, 17455295373388077923612117746049924550206110881, 480806897038073774004606435205273895930340, -298072382235389353093020605710832236, -2565512990896189953173200921608, 1757045523275043324184214, 4425635112957776172, -3809172816676, -928854, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 53}
  • id: 277991
    {'charpoly_factorization': [[[5873910691520938902334481807829690178215878637016935628800, 1655207812475972040687098846393270403721219671681323008, -13277617768769756839804777737817451813628324783104, 18437617285055252471826527370094927066019200, 33615474609508748430114587463500424640, -59505904052645937839955018387360, 2608186140605440549303536, 26572368044049123144, -6748019155212, -3144446, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 59}
  • id: 277992
    {'charpoly_factorization': [[[74006998449635813430339787899467025793271640314971811648000, -998012432130694028850414897795278370061196858629702400, -9818247414232408500865988684761101819753403720960, 1966356838875639805075719995346288419107072, 50407727904659429676010404760483947200, -8673367827937083439121350012576, -53435571195173278039174528, 26618871183221541200, 6727194303282, -6322923, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 61}
  • id: 277993
    {'charpoly_factorization': [[[6526028481628490881867300059786167442713601014553741328634880, 94602373539374503336371734299088143300555507687155751680, 312577190436559642570607279493029381369864731251456, 254248099865548457695919302643075372035461248, -199021757776340523507977149153843804800, -227623496459116446417323852900224, 71755584694638661300976000, 54188162940512110872, -13812128658620, -3944507, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 67}
  • id: 277994
    {'charpoly_factorization': [[[18285283928662317189282011507748684576280273077296091270677889024, -16681593754935963300225525014484890339019906019757198263552, -45327852030557325484783020756546217112950421640805472, 41972067857986477623972317506365982673527658368, 32487317609362083546145862118911979032, -6578414814430125381189323792264096, 755034065239130523018250340, 346770272746346408160, -52251307367118, -6032248, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 71}
  • id: 277995
    {'charpoly_factorization': [[[-509623535322091790632367125368675075915397693010310363266019606, -1988824760330566637070602164117321676902377070411509901823, 8128027469179352107854318833199871751842892801925219, 11455924497878006961318343072650867962536173934, -4697119141139644359428895802511129862042, -3459099179118332717229650230162028, 1290078439623796946763997052, 140328459102237004242, -67238801026160, -1248533, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 73}
  • id: 277996
    {'charpoly_factorization': [[[316082393867802720082557510352166652035659972656183395202806448, 2561242321853639334244926447743248180513666049566417292649, -543118628464832408153679398893252847874401928134643, -25677636479670008545890459697469113603458644000, 12188067823312004016390883634970170587112, 5209288224752920577752715225168154, -1380234180936949974572231350, -463391608675004806008, 26226167934992, 14947605, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 79}
  • id: 277997
    {'charpoly_factorization': [[[14939211313695552103461328534933981896559703230182118991870876256, -37082248000021428168396336235607495736417399872163505591716, -31867905128903738459805098179818265892568702360387921, 48018694268539017482790089860857689079689148816, 46927765651591084807898356606341116294402, 7780103713409845018768578011494692, -2473272654183137732815456056, -739644680217964036536, 923666600758, 14177784, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 83}
  • id: 277998
    {'charpoly_factorization': [[[-24836997075720774261387822632639355927885971548124638778663913377100, 47219815746619940150486087678525042379533876597839941510865320, -32427200651895642989178795708642860887969351947847832385, 8902754510908517600539709650091283406990285313776, -275218723272923572714031271602157857569750, -278248741973086094694132091315394924, 29826458542785105234741163256, 2455390043608923987576, -326948334079878, -6734836, 1], 1]], 'hecke_orbit_code': 13510799016329307, 'p': 89}
  • id: 277999
    {'charpoly_factorization': [[[6040307043146608190790479495920565501174854219072928224092933996654, 8330446828745466331415413749043850811166633729222735997169767, 17762239609302332390596992797985039496319422048563467, -1467436009979946284707509195126253176889221621406, -120000876943867921884735066491550108917122, 82510048424005042161899148316421460, 8167190158904535317942653444, -1793432939029751367890, -175877533217180, 12365397, 1], 1]], 'hecke_orbit_code': 13510799016329307, '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': '91.8.a.d', 'level': 91, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 136972000
    {'hecke_orbit_code': 13510799016329307, 'n': 1, 'trace_an': 10}
  • id: 136972001
    {'hecke_orbit_code': 13510799016329307, 'n': 2, 'trace_an': -3}
  • id: 136972002
    {'hecke_orbit_code': 13510799016329307, 'n': 3, 'trace_an': -101}
  • id: 136972003
    {'hecke_orbit_code': 13510799016329307, 'n': 4, 'trace_an': 361}
  • id: 136972004
    {'hecke_orbit_code': 13510799016329307, 'n': 5, 'trace_an': 226}
  • id: 136972005
    {'hecke_orbit_code': 13510799016329307, 'n': 6, 'trace_an': 1105}
  • id: 136972006
    {'hecke_orbit_code': 13510799016329307, 'n': 7, 'trace_an': -3430}
  • id: 136972007
    {'hecke_orbit_code': 13510799016329307, 'n': 8, 'trace_an': 291}
  • id: 136972008
    {'hecke_orbit_code': 13510799016329307, 'n': 9, 'trace_an': 12247}
  • id: 136972009
    {'hecke_orbit_code': 13510799016329307, 'n': 10, 'trace_an': 2548}
  • id: 136972010
    {'hecke_orbit_code': 13510799016329307, 'n': 11, 'trace_an': 451}
  • id: 136972011
    {'hecke_orbit_code': 13510799016329307, 'n': 12, 'trace_an': -16241}
  • id: 136972012
    {'hecke_orbit_code': 13510799016329307, 'n': 13, 'trace_an': -21970}
  • id: 136972013
    {'hecke_orbit_code': 13510799016329307, 'n': 14, 'trace_an': 1029}
  • id: 136972014
    {'hecke_orbit_code': 13510799016329307, 'n': 15, 'trace_an': 27184}
  • id: 136972015
    {'hecke_orbit_code': 13510799016329307, 'n': 16, 'trace_an': 11897}
  • id: 136972016
    {'hecke_orbit_code': 13510799016329307, 'n': 17, 'trace_an': -8654}
  • id: 136972017
    {'hecke_orbit_code': 13510799016329307, 'n': 18, 'trace_an': 159348}
  • id: 136972018
    {'hecke_orbit_code': 13510799016329307, 'n': 19, 'trace_an': 10130}
  • id: 136972019
    {'hecke_orbit_code': 13510799016329307, 'n': 20, 'trace_an': -82012}
  • id: 136972020
    {'hecke_orbit_code': 13510799016329307, 'n': 21, 'trace_an': 34643}
  • id: 136972021
    {'hecke_orbit_code': 13510799016329307, 'n': 22, 'trace_an': -57863}
  • id: 136972022
    {'hecke_orbit_code': 13510799016329307, 'n': 23, 'trace_an': -52155}
  • id: 136972023
    {'hecke_orbit_code': 13510799016329307, 'n': 24, 'trace_an': -49227}
  • id: 136972024
    {'hecke_orbit_code': 13510799016329307, 'n': 25, 'trace_an': 47190}
  • id: 136972025
    {'hecke_orbit_code': 13510799016329307, 'n': 26, 'trace_an': 6591}
  • id: 136972026
    {'hecke_orbit_code': 13510799016329307, 'n': 27, 'trace_an': -155171}
  • id: 136972027
    {'hecke_orbit_code': 13510799016329307, 'n': 28, 'trace_an': -123823}
  • id: 136972028
    {'hecke_orbit_code': 13510799016329307, 'n': 29, 'trace_an': 520154}
  • id: 136972029
    {'hecke_orbit_code': 13510799016329307, 'n': 30, 'trace_an': 1070236}
  • id: 136972030
    {'hecke_orbit_code': 13510799016329307, 'n': 31, 'trace_an': 692605}
  • id: 136972031
    {'hecke_orbit_code': 13510799016329307, 'n': 32, 'trace_an': 149835}
  • id: 136972032
    {'hecke_orbit_code': 13510799016329307, 'n': 33, 'trace_an': 436053}
  • id: 136972033
    {'hecke_orbit_code': 13510799016329307, 'n': 34, 'trace_an': 1059060}
  • id: 136972034
    {'hecke_orbit_code': 13510799016329307, 'n': 35, 'trace_an': -77518}
  • id: 136972035
    {'hecke_orbit_code': 13510799016329307, 'n': 36, 'trace_an': 2843742}
  • id: 136972036
    {'hecke_orbit_code': 13510799016329307, 'n': 37, 'trace_an': -20511}
  • id: 136972037
    {'hecke_orbit_code': 13510799016329307, 'n': 38, 'trace_an': 1905286}
  • id: 136972038
    {'hecke_orbit_code': 13510799016329307, 'n': 39, 'trace_an': 221897}
  • id: 136972039
    {'hecke_orbit_code': 13510799016329307, 'n': 40, 'trace_an': 636320}
  • id: 136972040
    {'hecke_orbit_code': 13510799016329307, 'n': 41, 'trace_an': 355049}
  • id: 136972041
    {'hecke_orbit_code': 13510799016329307, 'n': 42, 'trace_an': -379015}
  • id: 136972042
    {'hecke_orbit_code': 13510799016329307, 'n': 43, 'trace_an': 1256772}
  • id: 136972043
    {'hecke_orbit_code': 13510799016329307, 'n': 44, 'trace_an': -687913}
  • id: 136972044
    {'hecke_orbit_code': 13510799016329307, 'n': 45, 'trace_an': 1259926}
  • id: 136972045
    {'hecke_orbit_code': 13510799016329307, 'n': 46, 'trace_an': 4043075}
  • id: 136972046
    {'hecke_orbit_code': 13510799016329307, 'n': 47, 'trace_an': 1260721}
  • id: 136972047
    {'hecke_orbit_code': 13510799016329307, 'n': 48, 'trace_an': 1128551}
  • id: 136972048
    {'hecke_orbit_code': 13510799016329307, 'n': 49, 'trace_an': 1176490}
  • id: 136972049
    {'hecke_orbit_code': 13510799016329307, 'n': 50, 'trace_an': 609035}
  • id: 136972050
    {'hecke_orbit_code': 13510799016329307, 'n': 51, 'trace_an': 1411976}
  • id: 136972051
    {'hecke_orbit_code': 13510799016329307, 'n': 52, 'trace_an': -793117}
  • id: 136972052
    {'hecke_orbit_code': 13510799016329307, 'n': 53, 'trace_an': 928854}
  • id: 136972053
    {'hecke_orbit_code': 13510799016329307, 'n': 54, 'trace_an': 6642607}
  • id: 136972054
    {'hecke_orbit_code': 13510799016329307, 'n': 55, 'trace_an': 3423196}
  • id: 136972055
    {'hecke_orbit_code': 13510799016329307, 'n': 56, 'trace_an': -99813}
  • id: 136972056
    {'hecke_orbit_code': 13510799016329307, 'n': 57, 'trace_an': 3014966}
  • id: 136972057
    {'hecke_orbit_code': 13510799016329307, 'n': 58, 'trace_an': 1612588}
  • id: 136972058
    {'hecke_orbit_code': 13510799016329307, 'n': 59, 'trace_an': 3144446}
  • id: 136972059
    {'hecke_orbit_code': 13510799016329307, 'n': 60, 'trace_an': 7738848}
  • id: 136972060
    {'hecke_orbit_code': 13510799016329307, 'n': 61, 'trace_an': 6322923}
  • id: 136972061
    {'hecke_orbit_code': 13510799016329307, 'n': 62, 'trace_an': 6545331}
  • id: 136972062
    {'hecke_orbit_code': 13510799016329307, 'n': 63, 'trace_an': -4200721}
  • id: 136972063
    {'hecke_orbit_code': 13510799016329307, 'n': 64, 'trace_an': -6629943}
  • id: 136972064
    {'hecke_orbit_code': 13510799016329307, 'n': 65, 'trace_an': -496522}
  • id: 136972065
    {'hecke_orbit_code': 13510799016329307, 'n': 66, 'trace_an': -14343317}
  • id: 136972066
    {'hecke_orbit_code': 13510799016329307, 'n': 67, 'trace_an': 3944507}
  • id: 136972067
    {'hecke_orbit_code': 13510799016329307, 'n': 68, 'trace_an': -1787356}
  • id: 136972068
    {'hecke_orbit_code': 13510799016329307, 'n': 69, 'trace_an': -148281}
  • id: 136972069
    {'hecke_orbit_code': 13510799016329307, 'n': 70, 'trace_an': -873964}
  • id: 136972070
    {'hecke_orbit_code': 13510799016329307, 'n': 71, 'trace_an': 6032248}
  • id: 136972071
    {'hecke_orbit_code': 13510799016329307, 'n': 72, 'trace_an': 9760866}
  • id: 136972072
    {'hecke_orbit_code': 13510799016329307, 'n': 73, 'trace_an': 1248533}
  • id: 136972073
    {'hecke_orbit_code': 13510799016329307, 'n': 74, 'trace_an': -8263279}
  • id: 136972074
    {'hecke_orbit_code': 13510799016329307, 'n': 75, 'trace_an': 1573413}
  • id: 136972075
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  • id: 136972996
    {'hecke_orbit_code': 13510799016329307, 'n': 997, 'trace_an': 54767812071}
  • id: 136972997
    {'hecke_orbit_code': 13510799016329307, 'n': 998, 'trace_an': -88602325589}
  • id: 136972998
    {'hecke_orbit_code': 13510799016329307, 'n': 999, 'trace_an': -215814531009}
  • id: 136972999
    {'hecke_orbit_code': 13510799016329307, 'n': 1000, 'trace_an': 134734662120}