Embedded newform data - 45.22.a.g.1.4

Formats: - HTML - YAML - JSON - 2024-12-27T18:16:47.928591

• 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': 21780, 'analytic_conductor': 125.76480492917794, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 43896336178604178875209, 'field_disc_factorization': [[191, 1], [479, 1], [479799059762421481, 1]], 'field_poly': [2321089280000, 363520480, -3512166, -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, [2065963121664, 1891862624, -3210438, -897, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021598133321773, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 3175200, 'hecke_ring_index_factorization': [[2, 5], [3, 4], [5, 2], [7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '45.22.a.g', 'level': 45, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.22.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q+(224+\\beta _{1})q^{2}+(-290854+294\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.22.a', 'trace_display': [897, 0, -39062500, -234577504], 'trace_hash': 1555852875428451533, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.722', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.835', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.407', 'prec': 20}, {'__RealLiteral__': 0, 'data': '22.189', 'prec': 20}, {'__RealLiteral__': 0, 'data': '672.587', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 897, 0, -1163123, -39062500, 0, -234577504, -76855629, 0, -8759765625, -31491830256, 0, -27017977768, 2233308126672, 0, -11324681311775, 2946095028888, 0, -24270353300752, 11358623046875, 0, -56303932793676, -10350924920928, 0, 381469726562500, -474751622871378, 0, -1868468795909968, -4728924677079096, 0, -1094923910405536, -7933327650814221, 0, 3862795623387294, 2290795937500000, 0, 4813435696247096, -21307487199674508, 0, 750543251953125, -289731591445930344, 0, 451091912658458000, -245434444420437276, 0, 645145648102459824, -813883435638492480, 0, 1545180753004755300, 85544586181640625, 0, 884645329958480822, -697278335404085208, 0, 307537404843750000, 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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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-0.20841641013485, -0.20190496845627326, -0.2783074117182229, -0.1539411107134947, -0.1071986602620702, -0.2585271354024678, -0.2228546639429251, -0.46050491120335113, -0.34500857743359115, -0.3121124353029562, -0.15211722297421965, -0.3256721891051242, -0.25541662178477653, -0.3444896902127295, -0.24747992584957662, -0.22757857500263687, -0.12307462331995173, -0.22228828937982265, -0.12402435053478632, -0.1294238847805758, -0.1835485479882647, -0.2983359853968786, -0.22972403456543727, -0.19972273624609874, -0.2130262549465577, -0.25725739096946976, -0.3326061268657859, -0.18746064828705508, -0.24832710094962263, -0.2317090221812984, -0.3197048478408632, -0.3009566376644954, -0.4007423359097379, -0.11681672684208007, -0.0745219771284515, -0.3655577215665887, -0.23822837280674045, -0.08084575896888777, -0.4060902800130184, -0.21236086268254287, -0.2867397579416441, -0.44165073362523144, -0.2633161781648083, -0.29116350381549394, -0.18088827045616857, -0.21235298878810072, 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• 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

  
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0, -28040329853556656252924882394288, -31951986996413710529970605468750, 0, -20770677450692846529786593610666, -181276789238886195827534481414672, 0, 2502669904460948457146484375000, 63420714117717729986767305207948, 0, 57734641192185986436078372009408, -44467279571371888347387904731876, 0, -49840587267417786095728390784064, 42598037962730194526340578028768, 0, 24940152159118601756278249515776, -39288171215334150979453125000000, 0, -126413957291741069712221352076980, -85853695023577306167298103713992, 0, -871002297023192787170410156250, 4437246539176976303830685882460, 0, 99198694323332106292355930909480, 9662964903703523965742575645362, 0, -57161784737307604386324493610468, 134989742674220509226966919082368, 0, 106111062926704350172332647644000, -12187402068152752349910234375000, 0, 36112364361379635370608597294702, -142552916076534953238449687306064, 0, 6080724018614957043445390625000, 55578496471622388140682522106542, 0, -49009054772587580317294242379284, 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20169793367390023813956972656250, -8670193273130379351351707495448, 0, -10263511167365411385423077220752, -26946971690563960740859080838284, 0, -8892514737536371699408519958300, -39142465300208101934668285640952, 0, 164586586832077392914461049911632, 15548501928731198696304765625000, 0, -212158187152058220734341580744370, -62686029425752650364421908356096, 0, -5984102960675954818725585937500], 'weight': 22, '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: 45699939
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021598133321773, 'source_is_minimal': False, 'source_label': '45.22.a.g.1.4', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021598133321773, 'target_is_minimal': False, 'target_label': '45.22.a.g.1.4', 'target_level': 45, 'twist_class_label': '15.22.a.e.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 45699940
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021598133321773, 'source_is_minimal': False, 'source_label': '45.22.a.g.1.4', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398878580751, 'target_is_minimal': True, 'target_label': '15.22.a.e.1.1', 'target_level': 15, 'twist_class_label': '15.22.a.e.1.1', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 45699941
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021598133321773, 'source_is_minimal': False, 'source_label': '45.22.a.g.1.4', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525266480169035, 'target_is_minimal': False, 'target_label': '75.22.b.h.49.1', 'target_level': 75, 'twist_class_label': '15.22.a.e.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 45699942
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021598133321773, 'source_is_minimal': False, 'source_label': '45.22.a.g.1.4', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 31525266480169035, 'target_is_minimal': False, 'target_label': '75.22.b.h.49.8', 'target_level': 75, 'twist_class_label': '15.22.a.e.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 22}
  • id: 45699943
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021598133321773, 'source_is_minimal': False, 'source_label': '45.22.a.g.1.4', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525197760692299, 'target_is_minimal': False, 'target_label': '75.22.a.h.1.4', 'target_level': 75, 'twist_class_label': '15.22.a.e.1.1', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 68975
    {'charpoly_factorization': [[[2065963121664, 1891862624, -3210438, -897, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 2}
  • id: 68976
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021598133321773, 'p': 3}
  • id: 68977
    {'charpoly_factorization': [[[9765625, 1], 4]], 'hecke_orbit_code': 27021598133321773, 'p': 5}
  • id: 68978
    {'charpoly_factorization': [[[383743482120644300925415661666304000, -396328883227766325337374720, -1862168801977510656, 234577504, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 7}
  • id: 68979
    {'charpoly_factorization': [[[28381277872317888219670139675616823821099264, -135828530855307080234681438933248, -19312068120074551638432, 31491830256, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 11}
  • id: 68980
    {'charpoly_factorization': [[[268873426021349807386537001480915737460523405584, 36800716070593616924938915126169504, -1108036936737950777531688, 27017977768, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 13}
  • id: 68981
    {'charpoly_factorization': [[[3126117540636703998211126081393748221064885507075856, -134270127188204789858228137516735511392, -161949279185939054113955496, -2946095028888, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 17}
  • id: 68982
    {'charpoly_factorization': [[[34500498078945485655609309571828525112069536990726400, -26784438194108588296787353606124744323840, -1122016742390773364602642464, 24270353300752, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 19}
  • id: 68983
    {'charpoly_factorization': [[[-97882467896375776778600843562402968945696606150590464000, 5857681076185688239010378768097020725985280, -87375522042917234112129801984, 10350924920928, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 23}
  • id: 68984
    {'charpoly_factorization': [[[-51698111869114919407013904642078816008357499442382589806742000, -55419366035739131036274669582211845253426230560, -8615954128680003089181792109416, 4728924677079096, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 29}
  • id: 68985
    {'charpoly_factorization': [[[15093410036755809776644877250045788748316048818091917312000000, -23497228991071117292317787916848512360253030400, -15156177263813620949946948216576, 1094923910405536, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 31}
  • id: 68986
    {'charpoly_factorization': [[[50902738028276392754835826318461524106289535057504308221626256400, 8983718392327521355605213392645332306489573484320, -1705834780620370056883044361244136, -4813435696247096, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 37}
  • id: 68987
    {'charpoly_factorization': [[[-70988148097466694306937224635755838526356528447560110781120580790000, -626717668457751634185028633974815287340950462916960, 20040100471128790395212720627129304, 289731591445930344, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 41}
  • id: 68988
    {'charpoly_factorization': [[[-168142645200656821462271400373249337797668046106286833261808276315904, 170723039919168078381360773034697421295228688889600, 53628003549075469769577221428204128, -451091912658458000, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 43}
  • id: 68989
    {'charpoly_factorization': [[[-2138282441670918163149287458126602544875689169627082198304261357727744, -41469855076302193875730133323223232087146163091640320, 70996736532884308065355717627189632, 813883435638492480, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 47}
  • id: 68990
    {'charpoly_factorization': [[[343049512911392603732127080919361151128523776416223802671027584756080400, -1112410904110422387734151233417074967993524228690487200, -1751504316097265064122009922806505384, 697278335404085208, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 53}
  • id: 68991
    {'charpoly_factorization': [[[97735591953825442742647737025190871064295690763197115617191783742714323200, -106209756365166093460538215589859685076290107897579700480, -20793368156049157056622924058857704864, 6622888614569598192, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 59}
  • id: 68992
    {'charpoly_factorization': [[[2772748853140256623478100799493790410058598971685572177396824249132296284176, 408657984562613119556592010625197705791750721801388802080, -94130994221938032607154340302683356648, -7390887218011683320, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 61}
  • id: 68993
    {'charpoly_factorization': [[[28101773869313131338352518536798403955571804051674653865985795157035971481856, -3775330820854699506521328410729408975665271817224760945408, -229042213596636635406215328262853083296, 24188188449376788688, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 67}
  • id: 68994
    {'charpoly_factorization': [[[-174155452652628671764487922142823029352266186382196214441059763328791533318144, 34885138177175458229586900690027461748786696708493950318592, -1139463428933347426505646390231682375296, -37390337803999713312, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 71}
  • id: 68995
    {'charpoly_factorization': [[[-99224270188047384046262956583035411054218726917645555817471227781947804162800, -12178398494082618130220355106486656860561566991319385743520, -34326670508947858402927007441557140264, 37253672904265201432, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 73}
  • id: 68996
    {'charpoly_factorization': [[[-12491659494476605469195544050095629894496474702724019536037320574822150144000000, -979320490199289162418845200807165522419367125829420083200000, -7989976050687852877434024218805467769600, 109751291042259570400, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 79}
  • id: 68997
    {'charpoly_factorization': [[[-79906271600397952499194113081421659552297186737552301904332541122481503618445056, 3510562983549102883166340450603451397844516592423171290594048, -30149560645279164228205996073477325581472, -149023592088638482896, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 83}
  • id: 68998
    {'charpoly_factorization': [[[85928687855151514423903558307575585638097404912023250992369418199007126089866000, 4988745067107050271415050446682710227600024951734344794507680, 88379878473011091764935528702921534539096, 558502237151273959848, 1], 1]], 'hecke_orbit_code': 27021598133321773, 'p': 89}
  • id: 68999
    {'charpoly_factorization': [[[-16986617770411665031361304084824596665919882978220925885493241279225356388816010224, 236981001326529697888318286476571490238100529544085777828411872, -800778384912282913045222904652702838836456, 236244923748673777528, 1], 1]], 'hecke_orbit_code': 27021598133321773, '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': 7, 'label': '45.22.a.g', 'level': 45, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47044987
    {'hecke_orbit_code': 27021598133321773, 'n': 1, 'trace_an': 4}
  • id: 47044988
    {'hecke_orbit_code': 27021598133321773, 'n': 2, 'trace_an': 897}
  • id: 47044989
    {'hecke_orbit_code': 27021598133321773, 'n': 3, 'trace_an': 0}
  • id: 47044990
    {'hecke_orbit_code': 27021598133321773, 'n': 4, 'trace_an': -1163123}
  • id: 47044991
    {'hecke_orbit_code': 27021598133321773, 'n': 5, 'trace_an': -39062500}
  • id: 47044992
    {'hecke_orbit_code': 27021598133321773, 'n': 6, 'trace_an': 0}
  • id: 47044993
    {'hecke_orbit_code': 27021598133321773, 'n': 7, 'trace_an': -234577504}
  • id: 47044994
    {'hecke_orbit_code': 27021598133321773, 'n': 8, 'trace_an': -76855629}
  • id: 47044995
    {'hecke_orbit_code': 27021598133321773, 'n': 9, 'trace_an': 0}
  • id: 47044996
    {'hecke_orbit_code': 27021598133321773, 'n': 10, 'trace_an': -8759765625}
  • id: 47044997
    {'hecke_orbit_code': 27021598133321773, 'n': 11, 'trace_an': -31491830256}
  • id: 47044998
    {'hecke_orbit_code': 27021598133321773, 'n': 12, 'trace_an': 0}
  • id: 47044999
    {'hecke_orbit_code': 27021598133321773, 'n': 13, 'trace_an': -27017977768}
  • id: 47045000
    {'hecke_orbit_code': 27021598133321773, 'n': 14, 'trace_an': 2233308126672}
  • id: 47045001
    {'hecke_orbit_code': 27021598133321773, 'n': 15, 'trace_an': 0}
  • id: 47045002
    {'hecke_orbit_code': 27021598133321773, 'n': 16, 'trace_an': -11324681311775}
  • id: 47045003
    {'hecke_orbit_code': 27021598133321773, 'n': 17, 'trace_an': 2946095028888}
  • id: 47045004
    {'hecke_orbit_code': 27021598133321773, 'n': 18, 'trace_an': 0}
  • id: 47045005
    {'hecke_orbit_code': 27021598133321773, 'n': 19, 'trace_an': -24270353300752}
  • id: 47045006
    {'hecke_orbit_code': 27021598133321773, 'n': 20, 'trace_an': 11358623046875}
  • id: 47045007
    {'hecke_orbit_code': 27021598133321773, 'n': 21, 'trace_an': 0}
  • id: 47045008
    {'hecke_orbit_code': 27021598133321773, 'n': 22, 'trace_an': -56303932793676}
  • id: 47045009
    {'hecke_orbit_code': 27021598133321773, 'n': 23, 'trace_an': -10350924920928}
  • id: 47045010
    {'hecke_orbit_code': 27021598133321773, 'n': 24, 'trace_an': 0}
  • id: 47045011
    {'hecke_orbit_code': 27021598133321773, 'n': 25, 'trace_an': 381469726562500}
  • id: 47045012
    {'hecke_orbit_code': 27021598133321773, 'n': 26, 'trace_an': -474751622871378}
  • id: 47045013
    {'hecke_orbit_code': 27021598133321773, 'n': 27, 'trace_an': 0}
  • id: 47045014
    {'hecke_orbit_code': 27021598133321773, 'n': 28, 'trace_an': -1868468795909968}
  • id: 47045015
    {'hecke_orbit_code': 27021598133321773, 'n': 29, 'trace_an': -4728924677079096}
  • id: 47045016
    {'hecke_orbit_code': 27021598133321773, 'n': 30, 'trace_an': 0}
  • id: 47045017
    {'hecke_orbit_code': 27021598133321773, 'n': 31, 'trace_an': -1094923910405536}
  • id: 47045018
    {'hecke_orbit_code': 27021598133321773, 'n': 32, 'trace_an': -7933327650814221}
  • id: 47045019
    {'hecke_orbit_code': 27021598133321773, 'n': 33, 'trace_an': 0}
  • id: 47045020
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  • id: 47045189
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  • id: 47045190
    {'hecke_orbit_code': 27021598133321773, 'n': 643, 'trace_an': 365167311694412145024178818800}
  • id: 47045191
    {'hecke_orbit_code': 27021598133321773, 'n': 647, 'trace_an': -358597183653752873454886171872}
  • id: 47045192
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  • id: 47045193
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  • id: 47045194
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  • id: 47045195
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  • id: 47045196
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  • id: 47045197
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  • id: 47045198
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  • id: 47045199
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  • id: 47045200
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  • id: 47045201
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  • id: 47045202
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  • id: 47045203
    {'hecke_orbit_code': 27021598133321773, 'n': 729, 'trace_an': 0}
  • id: 47045204
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  • id: 47045205
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  • id: 47045206
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  • id: 47045207
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  • id: 47045208
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  • id: 47045209
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  • id: 47045210
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  • id: 47045211
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  • id: 47045212
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  • id: 47045213
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  • id: 47045214
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  • id: 47045215
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  • id: 47045216
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  • id: 47045217
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  • id: 47045218
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  • id: 47045219
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  • id: 47045220
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  • id: 47045221
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  • id: 47045222
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  • id: 47045223
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  • id: 47045224
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  • id: 47045225
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  • id: 47045226
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  • id: 47045227
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  • id: 47045228
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  • id: 47045229
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  • id: 47045230
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  • id: 47045231
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  • id: 47045232
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  • id: 47045233
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  • id: 47045234
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  • id: 47045235
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  • id: 47045236
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  • id: 47045237
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  • id: 47045238
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  • id: 47045239
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  • id: 47045240
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  • id: 47045241
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  • id: 47045242
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  • id: 47045243
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  • id: 47045244
    {'hecke_orbit_code': 27021598133321773, 'n': 997, 'trace_an': -56915770803417157787957429631112}