Embedded newform data - 5.34.a.b.1.4

Formats: - HTML - YAML - JSON - 2024-05-30T18:36:18.599655

• 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': 5780, 'analytic_conductor': 34.49141444050374, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [5, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 3015847574797877141550400693579969731147626580437101399734263951141461, 'field_disc_factorization': [[7, 1], [257, 1], [491, 1], [40163794199, 1], [74752926439358746042109, 1], [1137192011462677771410812705419, 1]], 'field_poly': [-10572274201725134136583265250, -69081627028404093368325, 24239866893261762265, 8052423720422, -9680197848, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-403252523683384760678328827904, -18902755381238535133593600, 248434013984696762368, 3571811788892800, -29674115352, -147350, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600197795845, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 6744342528000000, 'hecke_ring_index_factorization': [[2, 21], [3, 5], [5, 6], [7, 1], [11, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.34.a.b', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.34.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(24558+\\beta _{1})q^{2}+(4418958+77\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '33.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.34.a', 'trace_display': [147350, 26513900, 915527343750, 19113832847500], 'trace_hash': 520840603889164469, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.098', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.530', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '90.676', 'prec': 20}, {'__RealLiteral__': 0, 'data': '92.218', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2427.093', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 147350, 26513900, 29520645652, 915527343750, 6615759249352, 19113832847500, 3069820115785800, 13602102583345438, 22483825683593750, 150760896555890192, 466351581756413200, -1403095636752804700, -7086110008989891456, 4045700073242187500, 64511520005858668816, 134380842798611834300, 673397185005127949150, 1711584362599986612200, 4504493049926757812500, -10560397660826154148128, 2470897477250007236200, 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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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[0.22493390562872922, 0.0], [-0.02249256725185041, 0.0], [-1.4123569817817383, 0.0], [-0.09735908578986406, 0.0]], 'angles': [-0.18237814396524069, -0.1669623495997081, None, -0.10786566402753335, -0.22987483238359382, -0.16003862064661986, -0.19131892121362823, -0.26772779454206624, -0.1413391103505404, -0.3749068564480018, -0.12066722730971446, -0.1257125373616622, -0.2551499763414838, -0.13266877399636245, -0.3252055813688453, -0.34769622923678445, -0.23354721417146718, -0.26669662652965814, -0.399576817678852, -0.22910272577060786, -0.3199488347849567, -0.33765757018640125, -0.37677554681862624, -0.2833670696944734, -0.24919490950511092, -0.15888228673593333, -0.34987658683511347, -0.41507464272414113, -0.2184457300287919, -0.3822315546730629, -0.04424924060671438, -0.19400378689716424, -0.2843864945704239, -0.37996228036853186, -0.1399470281268618, -0.25009461720215015, -0.1478096736577102, -0.22850370597612935, -0.2107849708144093, -0.17757924193110045, -0.3128567057655946, 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'hecke_orbit_code': 4503600197795845, 'label': '5.34.a.b.1.4', 'level': 5, 'weight': 34}
• 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

  
  {'ALdims': [5, 6], 'Nk2': 5780, 'analytic_conductor': 34.49141444050374, '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': [5, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 11, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 570425349, 'hecke_orbit_dims': [5, 6], 'label': '5.34.a', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 17, 'mf_new_dim': 11, 'num_forms': 2, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 17, 'trace_bound': 1, 'trace_display': [177822, 11525186, 152587890625, -46338728939658], 'traces': [11, 177822, 11525186, 30661957012, 152587890625, 19540822365112, -46338728939658, 3225430753821000, 28143353573754403, 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-51737636680221009943409377835385346551973017947136, 4931561010746168612084665974222161816227255470912, 31899356548496381517907440473884367506000805650368, -62057743975977144457143062811223452362060546875000, -623145147937650559200115098081161291249524632768, -1700351373331846251267535328876781445269982205898, 142189220140216538964460833243727356790905984427800, 64219226098764566871515352640356556504025732836600, 10353351874494620687983115203678607940673828125000], 'weight': 34, '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

  
  
  • id: 34492608
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503600197795845, 'source_is_minimal': True, 'source_label': '5.34.a.b.1.4', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503600197795845, 'target_is_minimal': True, 'target_label': '5.34.a.b.1.4', 'target_level': 5, 'twist_class_label': '5.34.a.b.1.4', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 34}
  • id: 34492609
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503600197795845, 'source_is_minimal': True, 'source_label': '5.34.a.b.1.4', 'source_level': 5, 'target_conrey_index': 24, 'target_dim': 12, 'target_embedding_index': 8, 'target_hecke_orbit_code': 9007268544643097, 'target_is_minimal': False, 'target_label': '25.34.b.c.24.8', 'target_level': 25, 'twist_class_label': '5.34.a.b.1.4', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 34}
  • id: 34492610
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503600197795845, 'source_is_minimal': True, 'source_label': '5.34.a.b.1.4', 'source_level': 5, 'target_conrey_index': 24, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007268544643097, 'target_is_minimal': False, 'target_label': '25.34.b.c.24.5', 'target_level': 25, 'twist_class_label': '5.34.a.b.1.4', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 34}
  • id: 34492611
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503600197795845, 'source_is_minimal': True, 'source_label': '5.34.a.b.1.4', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007199825166361, 'target_is_minimal': False, 'target_label': '25.34.a.c.1.3', 'target_level': 25, 'twist_class_label': '5.34.a.b.1.4', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 34}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 19700
    {'charpoly_factorization': [[[-403252523683384760678328827904, -18902755381238535133593600, 248434013984696762368, 3571811788892800, -29674115352, -147350, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 2}
  • id: 19701
    {'charpoly_factorization': [[[-254111645730070101595931430558862087775726862336, -3262357116878339450870214209381287526400, 150846356388182864116224614197248, 634699950850260957412800, -23126739544734288, -26513900, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 3}
  • id: 19702
    {'charpoly_factorization': [[[-152587890625, 1], 6]], 'hecke_orbit_code': 4503600197795845, 'p': 5}
  • id: 19703
    {'charpoly_factorization': [[[15212968085423488719778492641431312426394374299419581481072878828494064741271699456, 2189188055787916711840655622539748558875211416145323642151989322240000, 78780272361147368718889256524270351759676515354260223488, -248842609414949588034766999199421790920000, -19423598319278915156518540592, -19113832847500, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 7}
  • id: 19704
    {'charpoly_factorization': [[[2429417678602062197456293612446474773278041175270452041416410698729640756899299460481015520479862861824, -76201549863097469713358306620853980717266827023141812002997743879719390407628778606592, -46894855220886453878102049358415758323144353436579067031814228911360, 12628399336940467668506525682509612511717019963824640, -63593417165743547361372169042694640, -150760896555890192, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 11}
  • id: 19705
    {'charpoly_factorization': [[[16132491386680507680154067215822466072739545927276503234484365895997619103952097264737796886461207726269995584, 57728811685734203277052343359276506542187660629313359565569765057389740710106803256568523200, 33371287190778417356467110214999267140827181419510236469862139126516314608, -17993111645789885359791581093977539910876065534722290400, -12032942434348745445563071326916316068, 1403095636752804700, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 13}
  • id: 19706
    {'charpoly_factorization': [[[-40102717049403925489366723405002506391550706531592757412767084450906971894338132698255381716056847114642445511887463193024, -470191980560749451245831347237346285421196420971133384397549767203337157293898417360623875983099684800, 5178963348663615339105986636736910249627304121507464828042136255024648146192543728, 24018586376458278816961508870977519806674304678193047600018400, -168055775314474406550075983822391890406372, -134380842798611834300, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 17}
  • id: 19707
    {'charpoly_factorization': [[[-2837427460047613636103065557136312449977747085107144922849477655607740994990863893559943063598327629712714855426362513600000000, -8574964666014211092253488273488786459986564783171983698995022182810351725794638247364189640559114144000000, 8149700636064700204453499019157098993079791505794360432317677565776769747090622560000, 7647912936960097738290165812831433432778203515872107707500960000, -5320670240607128349129864811957301330933200, -1711584362599986612200, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 19}
  • id: 19708
    {'charpoly_factorization': [[[-660789701324625146201636087950553368639613998583201408986314936128113099129116369682595661641772747426070169598937070813024212628176896, -452096926280403510087831177151269646693737867512372659055901933169060686439764361332045081395648912995341619200, 2686812190652099542876970112010187656885895193837504377651613050509685654115450207012883968, 9150503291296398153797769985365992628461464443838313559696118766400, -2962139493714782699116394313420783223543286448, -6879744551224024319700, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 23}
  • id: 19709
    {'charpoly_factorization': [[[-1613202656403097641624298370908668772286392086913810839549756867116504983917115474442294337156457998475115411519920195292890681246867464375000000, -5570562149124762695511639343368261058934008287390849407187774422947904582523568205510348950944414289421080116639405000000, 12085003868220278263087792441363817273310100133563177273510298394764646736781584252818456192310000, 5673713598391613814668737156021407198371411550081857891566153031962820000, -7149887316021123037185711100047833706629241965700, -1305223406410727358015700, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 29}
  • id: 19710
    {'charpoly_factorization': [[[11318655571064843102013328261359328238556831661418854402400337505439016987755759405678408581541154078682924118893267520815193996117880934125010944, 68363466665141146484612198166352746076285815306015886544713565362216146758071707720880184670605492490079910637323624644608, -71462457011470467100543370764974076182685990180982585049748953524075364625242606007804494048706560, -13800620312808142256707625222320511817961968897692511543321672801163445760, 33143876888728799482699224334099884779234333824960, -10825321396800575904753352, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 31}
  • id: 19711
    {'charpoly_factorization': [[[717719381835894408267056007058610110211448022082342320826300155316015478599257004459857518882509169447029646321606562225622593645491664024836256131692247616, -5739369372871522992878073559881109387375798634288668906261244639643654761528469813121783543559294839208362621354530100369774478400, -296602776087576819244322524000081874501552571864961632581462798468494591945199446191830467705025223358992, 3971417870484091729996375669142951796755734847460461599502906571986596176519200, 6166086900313046038147586641970163548085134806034268, -276757164463535626747584900, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 37}
  • id: 19712
    {'charpoly_factorization': [[[96369744649794403231928510194082875949837499468285805224350428565096448628359813249285400473971294569012630038480474535681196945487228591368493449874784317504, 5534174652299485716117342881306833235661811520368454018752750882119373300180927311322538828253893441194287961521673454328117926054208, 76280503712231867578012667818069095767594335481136136813510839302280677278921568228640915090970008456217840, 169426075921542260083037350639182960816835913566070558977611786117489326280595040, -596103658827310469964115750645412495274268427913484740, -448008579649522993395821932, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 41}
  • id: 19713
    {'charpoly_factorization': [[[7234489657903688267533618509779769282157243708852717683064811750474455716247462179023222155358010126093145431991412288399147527072981512170483738293426979897344, 5687362329415595345395664960301029686727560778258587598506051324167862302214323449471383741915190154072217637387260503395268510208000, -190635193451004815394661975210668270287348176321937459113558619565662900541750807323728647132741025754394112, 107264585858408948399548857486907051643740141914488586519492855458500546100344000, 1295690751620046612455964755668284868771362077625141392, -2250588086104897739543439500, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 43}
  • id: 19714
    {'charpoly_factorization': [[[2118294709605626874385762240904675158673026874166082817304426225956061093531323378423100932948679664848580618655836792928373401158421726774960078562537985234047860736, -2769327199062542482747583414812239429616505854939207205984716148398408826202055034208920509186894296695686648864346395968834785859586867200, 496549424070114100366776202860232811554839289877520488403948095453682110967626470275218591273340806491087234048, 268256602725067608779140886158918317769608317085476068109283049261269770337131281600, -65953315786617893491036199462668658739737593881529047312, -3830785379519133075460228700, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 47}
  • id: 19715
    {'charpoly_factorization': [[[689377775314998284983055049295869383793148242081933477842412551004407682802694449759317738196287756400498074603473216503741462100646478122390202346433619619292392550272064, -75365505912585501868372720227960431770198039237729277357494460465258004365277627080226491543980897016935076342638541243233552618726940633582400, 844547546840592566479830325234510882798593826337229483740085273172345640667548008889848255067525044707862443678448, 121346650177176346936644320542736098001575050322584918112878865011543296796572407664800, -2463069811601044321376797896570910748279718626383764272388, -47034713551772209628037134900, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 53}
  • id: 19716
    {'charpoly_factorization': [[[956116090860799746975792104494517417823545589891719800381385785574763652980375387398133281291314241879558906089479785841156057276248268756257713511835814390493706945600000000, 14517719911366802478576844810269233011722412639241614364881568847404617765785281876250825739481162738672025243453691944397101590491254904032000000, -633993807743513879789841587198665508755112120474649332294036678873818731613438705145757870474002295468177803246240000, -15362537055685331841840213286233012780047352790535441206689646378636777266822227612000000, -79422573469624380426866568319592379668687826525230656294800, 178315156221037727069533799800, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 59}
  • id: 19717
    {'charpoly_factorization': [[[774265430674410352018640569986734209155602637525805424605354051525867603654209437848046608385993415466746045497447624902004087505183763114926869718241641748787686963543541824, 48715306686961271278479059747279894946490904656283789488091067063631408019558020116234780446090001139943256474510799615809489024647047217841673408, 178661892172507643048820463694272303465930637755548190477136626045338831282422772089001106227949112480554719861478640, -11631728428657370575250030267453328858365621952990883346896396285839121996582532874155360, -64617415395581255669670932114292448830419871375303952547140, 282317689060586014253208287308, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 61}
  • id: 19718
    {'charpoly_factorization': [[[1798898236085484042559979215409612197314117318963694031479271285039100649079326055781833895223203484512308396230221530835718777128413619835459092426564952046162702739222103888920576, 899766782388423827716715370853322969642814329731872992006014442830251780559568119368161187891546850450830521930646265563532445097858786352606255411200, -14038544546972249858007859449366244998800429345873841561891630832534647012137155914715905169664278648272522744332569155072, 15754016544749531941553510733502303089562225067494960444874306876119685014590255410124110400, -1878462349763034296673901824494304125670428011793493219036272, -3357382217232044190774976063300, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 67}
  • id: 19719
    {'charpoly_factorization': [[[140455105638225267834224403971145325068102403985842355029548751293822085046637879929565852477869313983485102495779235801971715740940077074089522698995616512163379285086095554048425984, -105610732495494062484238300598043126945977407881039717235706038847773199312867000565852330759321078971577313876411484953963750859764300645144964987092992, -124563280224374204214464485191162005194494815855074565575272046958248177823982145547306904814115451998108706863043202088960, 81427221564762631051631874468524426677832448118105369717693271652500606450642010961575165440, 5167530839507706691207846713157672637512682425758743586452160, -8451218031993742702656617170072, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 71}
  • id: 19720
    {'charpoly_factorization': [[[4081097898675406736288402351387127516638712746282310040261840178447647745469638330754399335579486314155472153226099664072756136273620382718501235149465257223338174087550084782909578304, 3559806557614609278433516486602670076225228867995203783054921859631022543424420215091490553832389305002427947638678107064061866573202288252653602721620800, 607705558581647635938897305211894525356546828390870643358939075632797498483683572840305578602892280682111057169925701411568, -213664326879479324268851178511548999131904522526338809984835623707474459508152055825045693600, -61089397477573200181603901531785477510651426644227609319711748, 1719044326022105657749673125300, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 73}
  • id: 19721
    {'charpoly_factorization': [[[-485291796500652909733516991188772608287781546828097688253552228124337093905886998716557437203883080551549153562438642302754402850572284956478659571259374311777363319279162123878400000000, 106427594634571487814186762038918213050789635807549275212897450720159773613651361587653198523033948838034950901379043221840429962226927423692538380288000000, 13237157383136404793587030155256975543272361281177748141380947076895792309719883745925540947090704875113751073471757352960000, -3056785570103896866720883054791336100046584714801984988465603059703652517143353325750243840000, -144771834390776860574456025627242577898002313316673254189907200, 22052505351402355443894747635600, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 79}
  • id: 19722
    {'charpoly_factorization': [[[-1236091859109744297389006552959011358456073744897080432859777150056684963492265258795448508689371971630834093083525093733567692259809438583314998802544305882997284653717306608829212571467776, 59064181348691421326205314132649257203213822466820840616229696130018240098330611271123905857085768805973325129106053826090791101484117578648134068200189542400, 4991171563769276473150861275370171789843291221139663521467553861960114490606930021035199853190448587737626181840541901184867328, -123200824368283013974857270153333131791994644840728901139139265258309273023923664843377134708800, -3993120405138949192003753815142281746440522555218479156666918928, 47087087002138304263127820978900, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 83}
  • id: 19723
    {'charpoly_factorization': [[[8170983673110580937516356342966860321182174474910196734945481214160631042758481330657636008869772807187440825551176740764919172164857784005311827517142837122250548086753312728959678190625000000, 156999269361837985340512973937268777670010550059044819490725716809185843550595354439578456580319741192185533349278615221759202361419129778785473155446756905000000, -417997401320870168252430131055358800352372048020355271509782731794932709870805306850920336904286901427102029917393397465005290000, -15723582613895348195607969262137006523185593162033109118516556623136910784807506021645015624660000, -27892368438861954357982420652273919391964699403780690521963835300, 336491358341169481948206213360900, 1], 1]], 'hecke_orbit_code': 4503600197795845, 'p': 89}
  • id: 19724
    {'charpoly_factorization': [[[-945768820928335022969522828071130268493028980867063629304239460676146516052041495846848031062349555726067199013709111397728682280912478938052801393199375767178580756235144350662778061714416064, 211829856873785937110591492962466228025776379744638533989899141194585586307761742228503789834065299345546654316957269921870089711334088175520462458746030049524800, -6330805398687542946612585965786068553576857107896833774159935608536047351260673459664518635759214053929332979969498020110110401552, -508039630824516546414371158685546567302430074430887977074363043881287910201502402283813682012154400, 2083647736528759136841114368169261026500212277472898951022966271388, -2569321197832638009639208504856700, 1], 1]], 'hecke_orbit_code': 4503600197795845, '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': 2, 'label': '5.34.a.b', 'level': 5, 'portrait': 'data:image/png;base64,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', 'weight': 34}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20088709
    {'hecke_orbit_code': 4503600197795845, 'n': 34, 'trace_an': 8872409666654531735490124}
  • id: 20088721
    {'hecke_orbit_code': 4503600197795845, 'n': 1, 'trace_an': 6}
  • id: 20088722
    {'hecke_orbit_code': 4503600197795845, 'n': 2, 'trace_an': 147350}
  • id: 20088723
    {'hecke_orbit_code': 4503600197795845, 'n': 3, 'trace_an': 26513900}
  • id: 20088724
    {'hecke_orbit_code': 4503600197795845, 'n': 4, 'trace_an': 29520645652}
  • id: 20088725
    {'hecke_orbit_code': 4503600197795845, 'n': 5, 'trace_an': 915527343750}
  • id: 20088726
    {'hecke_orbit_code': 4503600197795845, 'n': 6, 'trace_an': 6615759249352}
  • id: 20088727
    {'hecke_orbit_code': 4503600197795845, 'n': 7, 'trace_an': 19113832847500}
  • id: 20088728
    {'hecke_orbit_code': 4503600197795845, 'n': 8, 'trace_an': 3069820115785800}
  • id: 20088729
    {'hecke_orbit_code': 4503600197795845, 'n': 9, 'trace_an': 13602102583345438}
  • id: 20088730
    {'hecke_orbit_code': 4503600197795845, 'n': 10, 'trace_an': 22483825683593750}
  • id: 20088731
    {'hecke_orbit_code': 4503600197795845, 'n': 11, 'trace_an': 150760896555890192}
  • id: 20088732
    {'hecke_orbit_code': 4503600197795845, 'n': 12, 'trace_an': 466351581756413200}
  • id: 20088733
    {'hecke_orbit_code': 4503600197795845, 'n': 13, 'trace_an': -1403095636752804700}
  • id: 20088734
    {'hecke_orbit_code': 4503600197795845, 'n': 14, 'trace_an': -7086110008989891456}
  • id: 20088735
    {'hecke_orbit_code': 4503600197795845, 'n': 15, 'trace_an': 4045700073242187500}
  • id: 20088736
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  • id: 20088737
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  • id: 20088738
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  • id: 20088739
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  • id: 20088740
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  • id: 20088741
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  • id: 20088742
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  • id: 20088743
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  • id: 20088744
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  • id: 20088745
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  • id: 20088746
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  • id: 20088747
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  • id: 20088748
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  • id: 20088749
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  • id: 20088750
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  • id: 20088751
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  • id: 20088752
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  • id: 20088753
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  • id: 20088754
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  • id: 20088755
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  • id: 20088756
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  • id: 20088757
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  • id: 20088758
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  • id: 20088759
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  • id: 20088760
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  • id: 20088761
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  • id: 20088762
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  • id: 20088763
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  • id: 20088764
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  • id: 20088765
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  • id: 20088766
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  • id: 20088767
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  • id: 20088768
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  • id: 20088769
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  • id: 20088770
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  • id: 20088771
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  • id: 20088772
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  • id: 20088773
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  • id: 20088774
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  • id: 20088775
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  • id: 20088776
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  • id: 20088777
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  • id: 20088778
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  • id: 20088779
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  • id: 20088780
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  • id: 20088781
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  • id: 20088782
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  • id: 20088783
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  • id: 20088784
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  • id: 20088785
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  • id: 20088786
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  • id: 20088787
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  • id: 20088788
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  • id: 20088789
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  • id: 20088790
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  • id: 20088791
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  • id: 20088792
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  • id: 20088793
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  • id: 20088794
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  • id: 20088795
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  • id: 20088796
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  • id: 20088797
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  • id: 20088798
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  • id: 20088799
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  • id: 20088800
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  • id: 20088801
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  • id: 20088802
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  • id: 20088803
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  • id: 20088804
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  • id: 20088805
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  • id: 20088806
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  • id: 20088807
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  • id: 20088808
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  • id: 20088809
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  • id: 20088810
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  • id: 20088811
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  • id: 20088812
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  • id: 20088813
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  • id: 20088814
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  • id: 20088815
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  • id: 20088816
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  • id: 20088817
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  • id: 20088818
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  • id: 20088819
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  • id: 20088820
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  • id: 20088821
    {'hecke_orbit_code': 4503600197795845, 'n': 103, 'trace_an': -2075292785528866123380956804711100}
  • id: 20088822
    {'hecke_orbit_code': 4503600197795845, 'n': 107, 'trace_an': -121932728617243203057975148201500}
  • id: 20088823
    {'hecke_orbit_code': 4503600197795845, 'n': 109, 'trace_an': -6651706990457455840421436584834700}
  • id: 20088824
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  • id: 20088825
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  • id: 20088826
    {'hecke_orbit_code': 4503600197795845, 'n': 125, 'trace_an': 21316282072803005576133728027343750}
  • id: 20088827
    {'hecke_orbit_code': 4503600197795845, 'n': 127, 'trace_an': 78270053280975161529912442258099100}
  • id: 20088828
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  • id: 20088829
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  • id: 20088830
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  • id: 20088831
    {'hecke_orbit_code': 4503600197795845, 'n': 139, 'trace_an': -97172645877702288374739964804771800}
  • id: 20088833
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  • id: 20088834
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  • id: 20088835
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  • id: 20088836
    {'hecke_orbit_code': 4503600197795845, 'n': 163, 'trace_an': 4287313458379515127008839768494434300}
  • id: 20088837
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  • id: 20088838
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  • id: 20088839
    {'hecke_orbit_code': 4503600197795845, 'n': 173, 'trace_an': 1529653684477471638437335175296187700}
  • id: 20088840
    {'hecke_orbit_code': 4503600197795845, 'n': 179, 'trace_an': 2768032107730518092907086433479646200}
  • id: 20088841
    {'hecke_orbit_code': 4503600197795845, 'n': 181, 'trace_an': 37483756291868490478670704998023454852}
  • id: 20088842
    {'hecke_orbit_code': 4503600197795845, 'n': 191, 'trace_an': -17042701689622357296739104905678825768}
  • id: 20088843
    {'hecke_orbit_code': 4503600197795845, 'n': 193, 'trace_an': 72143601714694432153268632302312601500}
  • id: 20088844
    {'hecke_orbit_code': 4503600197795845, 'n': 197, 'trace_an': 198375311577451364914378347850549415700}
  • id: 20088845
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  • id: 20088846
    {'hecke_orbit_code': 4503600197795845, 'n': 211, 'trace_an': 159763258622293436656735730515370082192}
  • id: 20088847
    {'hecke_orbit_code': 4503600197795845, 'n': 223, 'trace_an': -197543332788116049506731901713587984300}
  • id: 20088848
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  • id: 20088849
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  • id: 20088850
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  • id: 20088851
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  • id: 20088852
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  • id: 20088853
    {'hecke_orbit_code': 4503600197795845, 'n': 243, 'trace_an': -2757608798666349535024445252710029219100}
  • id: 20088854
    {'hecke_orbit_code': 4503600197795845, 'n': 251, 'trace_an': 1085396581426017409313734576482096190512}
  • id: 20088855
    {'hecke_orbit_code': 4503600197795845, 'n': 256, 'trace_an': 25625925111467615645927267830823177093376}
  • id: 20088856
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  • id: 20088857
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  • id: 20088858
    {'hecke_orbit_code': 4503600197795845, 'n': 269, 'trace_an': 37958173711020184680834443777821342716500}
  • id: 20088859
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  • id: 20088860
    {'hecke_orbit_code': 4503600197795845, 'n': 277, 'trace_an': -16451386627537382858249480390984771591900}
  • id: 20088861
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  • id: 20088862
    {'hecke_orbit_code': 4503600197795845, 'n': 283, 'trace_an': 103941459455576012644736638893837668025100}
  • id: 20088863
    {'hecke_orbit_code': 4503600197795845, 'n': 289, 'trace_an': 112642778874646380110630948402057410071922}
  • id: 20088864
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  • id: 20088865
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  • id: 20088866
    {'hecke_orbit_code': 4503600197795845, 'n': 311, 'trace_an': -83540945531420544396798851031334373959608}
  • id: 20088867
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  • id: 20088868
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  • id: 20088869
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  • id: 20088870
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  • id: 20088871
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  • id: 20088872
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  • id: 20088873
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  • id: 20088874
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  • id: 20088875
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  • id: 20088876
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  • id: 20088877
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  • id: 20088878
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  • id: 20088879
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  • id: 20088880
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  • id: 20088881
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  • id: 20088882
    {'hecke_orbit_code': 4503600197795845, 'n': 397, 'trace_an': -2463027443327075057534250520480635329710300}
  • id: 20088883
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  • id: 20088884
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  • id: 20088885
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  • id: 20088886
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  • id: 20088887
    {'hecke_orbit_code': 4503600197795845, 'n': 431, 'trace_an': -10835961098131075461003771522560370338662248}
  • id: 20088888
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  • id: 20088889
    {'hecke_orbit_code': 4503600197795845, 'n': 439, 'trace_an': 14804371406846480578110050439267774576674000}
  • id: 20088890
    {'hecke_orbit_code': 4503600197795845, 'n': 443, 'trace_an': -102467530452592282434077361733239513034870500}
  • id: 20088891
    {'hecke_orbit_code': 4503600197795845, 'n': 449, 'trace_an': -129618295558523411634762190667738960793664900}
  • id: 20088892
    {'hecke_orbit_code': 4503600197795845, 'n': 457, 'trace_an': -197121634027783889235458717714575497487418500}
  • id: 20088893
    {'hecke_orbit_code': 4503600197795845, 'n': 461, 'trace_an': -73234644863951481952379989442511018370495308}
  • id: 20088894
    {'hecke_orbit_code': 4503600197795845, 'n': 463, 'trace_an': -125327694860498370125339541729447650456230700}
  • id: 20088895
    {'hecke_orbit_code': 4503600197795845, 'n': 467, 'trace_an': 308176763909176705809034061277744870870013300}
  • id: 20088896
    {'hecke_orbit_code': 4503600197795845, 'n': 479, 'trace_an': 293164304048815809137479218473592915858766800}
  • id: 20088897
    {'hecke_orbit_code': 4503600197795845, 'n': 487, 'trace_an': 615557884629666635248665607886724116432955900}
  • id: 20088898
    {'hecke_orbit_code': 4503600197795845, 'n': 491, 'trace_an': 725753106700091015661838547440483632949852432}
  • id: 20088899
    {'hecke_orbit_code': 4503600197795845, 'n': 499, 'trace_an': -302819623289423520159749911668777218425034200}
  • id: 20088900
    {'hecke_orbit_code': 4503600197795845, 'n': 503, 'trace_an': 205143596402450852279165431564206870882040900}
  • id: 20088901
    {'hecke_orbit_code': 4503600197795845, 'n': 509, 'trace_an': -1177973862934166888212346027295238589474793100}
  • id: 20088902
    {'hecke_orbit_code': 4503600197795845, 'n': 512, 'trace_an': 481634665650543507083721839891583298952921600}
  • id: 20088903
    {'hecke_orbit_code': 4503600197795845, 'n': 521, 'trace_an': 96715191639567882720083716096373707217293372}
  • id: 20088904
    {'hecke_orbit_code': 4503600197795845, 'n': 523, 'trace_an': -1571049799736902546831285903695889285814425300}
  • id: 20088905
    {'hecke_orbit_code': 4503600197795845, 'n': 529, 'trace_an': 781580222068030246512847685629477886614288998}
  • id: 20088906
    {'hecke_orbit_code': 4503600197795845, 'n': 541, 'trace_an': -4917082865337252295551560324884334500105741868}
  • id: 20088907
    {'hecke_orbit_code': 4503600197795845, 'n': 547, 'trace_an': -5647677950012741032216855853217520512264886300}
  • id: 20088908
    {'hecke_orbit_code': 4503600197795845, 'n': 557, 'trace_an': -7988330479094360516388450399198920082830215500}
  • id: 20088909
    {'hecke_orbit_code': 4503600197795845, 'n': 563, 'trace_an': -3943034421965599945432153938432618733142303700}
  • id: 20088910
    {'hecke_orbit_code': 4503600197795845, 'n': 569, 'trace_an': -4808131505902565155590660482452526990957399700}
  • id: 20088911
    {'hecke_orbit_code': 4503600197795845, 'n': 571, 'trace_an': 3528183781416655747974615910014485820859728672}
  • id: 20088912
    {'hecke_orbit_code': 4503600197795845, 'n': 577, 'trace_an': -835366124269046122893480933081457707683406900}
  • id: 20088913
    {'hecke_orbit_code': 4503600197795845, 'n': 587, 'trace_an': 1833551638307487503017314011107854822114822900}
  • id: 20088914
    {'hecke_orbit_code': 4503600197795845, 'n': 593, 'trace_an': -13921458495529147735489884863119087028124876500}
  • id: 20088915
    {'hecke_orbit_code': 4503600197795845, 'n': 599, 'trace_an': 16600896344415625329452293708582077220054211200}
  • id: 20088916
    {'hecke_orbit_code': 4503600197795845, 'n': 601, 'trace_an': -6396813878890786454669571590362388967787615188}
  • id: 20088917
    {'hecke_orbit_code': 4503600197795845, 'n': 607, 'trace_an': 53942046904207493389229095096965120034274685500}
  • id: 20088918
    {'hecke_orbit_code': 4503600197795845, 'n': 613, 'trace_an': -15396316167709854628146966182676669641474826700}
  • id: 20088919
    {'hecke_orbit_code': 4503600197795845, 'n': 617, 'trace_an': -36966444673607764112754068573447019309160271700}
  • id: 20088920
    {'hecke_orbit_code': 4503600197795845, 'n': 619, 'trace_an': 12401030065431116770700272894924578067764859800}
  • id: 20088921
    {'hecke_orbit_code': 4503600197795845, 'n': 625, 'trace_an': 3252606517456513302022358402609825134277343750}
  • id: 20088922
    {'hecke_orbit_code': 4503600197795845, 'n': 631, 'trace_an': 46766393821975390710141156315753611993798337752}
  • id: 20088923
    {'hecke_orbit_code': 4503600197795845, 'n': 641, 'trace_an': -19161702937098951871728672511438728116908249668}
  • id: 20088924
    {'hecke_orbit_code': 4503600197795845, 'n': 643, 'trace_an': 66030648255092659448130635648918381900321729500}
  • id: 20088925
    {'hecke_orbit_code': 4503600197795845, 'n': 647, 'trace_an': -2825762629492860593450089265015023125535087300}
  • id: 20088926
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  • id: 20088927
    {'hecke_orbit_code': 4503600197795845, 'n': 659, 'trace_an': 62834259520481007573471398508840376292460755000}
  • id: 20088928
    {'hecke_orbit_code': 4503600197795845, 'n': 661, 'trace_an': -104128339826912848806119144968842136979800037308}
  • id: 20088929
    {'hecke_orbit_code': 4503600197795845, 'n': 673, 'trace_an': -18402432139143102110103358626117233372611091300}
  • id: 20088930
    {'hecke_orbit_code': 4503600197795845, 'n': 677, 'trace_an': -281086861854447292928567590117840776398072781900}
  • id: 20088931
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  • id: 20088932
    {'hecke_orbit_code': 4503600197795845, 'n': 691, 'trace_an': 80838673538396285164462106871429105233374711232}
  • id: 20088933
    {'hecke_orbit_code': 4503600197795845, 'n': 701, 'trace_an': -267887271739389822657578985409117858217716998188}
  • id: 20088934
    {'hecke_orbit_code': 4503600197795845, 'n': 709, 'trace_an': -160843339936193784545686787682548201429730816700}
  • id: 20088935
    {'hecke_orbit_code': 4503600197795845, 'n': 719, 'trace_an': 489686928347160754240598623658678574313419622800}
  • id: 20088936
    {'hecke_orbit_code': 4503600197795845, 'n': 727, 'trace_an': -126417886015657710170218089340524919895071590900}
  • id: 20088937
    {'hecke_orbit_code': 4503600197795845, 'n': 729, 'trace_an': -101032325901188020416831847729113856802862249602}
  • id: 20088938
    {'hecke_orbit_code': 4503600197795845, 'n': 733, 'trace_an': 98886633082313148715711846989642293261244026100}
  • id: 20088939
    {'hecke_orbit_code': 4503600197795845, 'n': 739, 'trace_an': -93492232891125007375109359655365307786025094600}
  • id: 20088940
    {'hecke_orbit_code': 4503600197795845, 'n': 743, 'trace_an': 245181222953972299757602138630171379572621854500}
  • id: 20088941
    {'hecke_orbit_code': 4503600197795845, 'n': 751, 'trace_an': -540578335811598752793210338771158356570906439288}
  • id: 20088942
    {'hecke_orbit_code': 4503600197795845, 'n': 757, 'trace_an': 200215608574649978399184884649589812492537666500}
  • id: 20088943
    {'hecke_orbit_code': 4503600197795845, 'n': 761, 'trace_an': -712398047792768026786482351995179087373717551908}
  • id: 20088944
    {'hecke_orbit_code': 4503600197795845, 'n': 769, 'trace_an': -10953515870204207270000765551440703443136612500}
  • id: 20088945
    {'hecke_orbit_code': 4503600197795845, 'n': 773, 'trace_an': 645883358770341315773355353182054114248265703700}
  • id: 20088946
    {'hecke_orbit_code': 4503600197795845, 'n': 787, 'trace_an': 65001719750638095962162216128568358392122862900}
  • id: 20088947
    {'hecke_orbit_code': 4503600197795845, 'n': 797, 'trace_an': -1609661039790723232046975900178742974006834398300}
  • id: 20088948
    {'hecke_orbit_code': 4503600197795845, 'n': 809, 'trace_an': -1365196510952132464955565666825783103477695210500}
  • id: 20088949
    {'hecke_orbit_code': 4503600197795845, 'n': 811, 'trace_an': -5275050910906078805299597388001654166938517300208}
  • id: 20088950
    {'hecke_orbit_code': 4503600197795845, 'n': 821, 'trace_an': -1930448775773042149623612102808193178227959769628}
  • id: 20088951
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  • id: 20088952
    {'hecke_orbit_code': 4503600197795845, 'n': 827, 'trace_an': -4008291698893634733022063522309628246672919391900}
  • id: 20088953
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  • id: 20088954
    {'hecke_orbit_code': 4503600197795845, 'n': 839, 'trace_an': 984493837639989603906495942746195940683203760800}
  • id: 20088955
    {'hecke_orbit_code': 4503600197795845, 'n': 841, 'trace_an': 5106928992120581398089239344407617514567803794666}
  • id: 20088956
    {'hecke_orbit_code': 4503600197795845, 'n': 853, 'trace_an': 5976577236291580473658264972719871274964961030900}
  • id: 20088957
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  • id: 20088958
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  • id: 20088959
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  • id: 20088960
    {'hecke_orbit_code': 4503600197795845, 'n': 877, 'trace_an': 5341202874049454112454953082750850688486169830100}
  • id: 20088961
    {'hecke_orbit_code': 4503600197795845, 'n': 881, 'trace_an': 3235833689434079998981215992493336668962357894652}
  • id: 20088962
    {'hecke_orbit_code': 4503600197795845, 'n': 883, 'trace_an': 14361970666122519079636159756491266882621734409100}
  • id: 20088963
    {'hecke_orbit_code': 4503600197795845, 'n': 887, 'trace_an': -12198900696529953633927832467812752557819491270100}
  • id: 20088964
    {'hecke_orbit_code': 4503600197795845, 'n': 907, 'trace_an': 1293907945410633307728777431206277786601461036500}
  • id: 20088965
    {'hecke_orbit_code': 4503600197795845, 'n': 911, 'trace_an': -2594909461765378825202325224011900607261502587608}
  • id: 20088966
    {'hecke_orbit_code': 4503600197795845, 'n': 919, 'trace_an': -23616010308031279361015449932674847158892998812000}
  • id: 20088967
    {'hecke_orbit_code': 4503600197795845, 'n': 929, 'trace_an': -3024948717170365807920664242210748035997345900100}
  • id: 20088968
    {'hecke_orbit_code': 4503600197795845, 'n': 937, 'trace_an': 17535736387853285496223340345436417207073522309900}
  • id: 20088969
    {'hecke_orbit_code': 4503600197795845, 'n': 941, 'trace_an': -16553542790075831898085358820326063380019222514668}
  • id: 20088970
    {'hecke_orbit_code': 4503600197795845, 'n': 947, 'trace_an': 953463112155162426383223986162965567014545897700}
  • id: 20088971
    {'hecke_orbit_code': 4503600197795845, 'n': 953, 'trace_an': 29996369777512340955244872755613388323226136495900}
  • id: 20088972
    {'hecke_orbit_code': 4503600197795845, 'n': 961, 'trace_an': -47521028471179405744409455577845346308394651143162}
  • id: 20088973
    {'hecke_orbit_code': 4503600197795845, 'n': 967, 'trace_an': -16451626790464877059807031850817633019284273175700}
  • id: 20088974
    {'hecke_orbit_code': 4503600197795845, 'n': 971, 'trace_an': 7841450799564236374507886674871390010666741420672}
  • id: 20088975
    {'hecke_orbit_code': 4503600197795845, 'n': 977, 'trace_an': -6724108631644887155599930570309429098639730000900}
  • id: 20088976
    {'hecke_orbit_code': 4503600197795845, 'n': 983, 'trace_an': -2555199948101501976668597425664829501265302165900}
  • id: 20088977
    {'hecke_orbit_code': 4503600197795845, 'n': 991, 'trace_an': -12596083779623861374089182808326571019285558369368}
  • id: 20088978
    {'hecke_orbit_code': 4503600197795845, 'n': 997, 'trace_an': -62476662525508977734622498052156079376487879220300}