Embedded newform data - 24.11.e.a.17.7

Formats: - HTML - YAML - JSON - 2024-06-15T12:13:28.419594

• 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': 2904, 'analytic_conductor': 15.248574064169379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [24, 2, [7, 13, 17], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 10, 'field_disc': -504854272344554098524241920000, 'field_disc_factorization': [[-1, 1], [2, 17], [3, 2], [5, 4], [67, 2], [390563801, 2]], 'field_poly': [6338653425, 2776831200, 204512770, -65126430, -8879077, 516780, 106101, -1350, -532, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275062456344, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 203282392447840896882957090816, 'hecke_ring_index_factorization': [[2, 72], [3, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '24.11.e.a', 'level': 24, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.11.e.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-2+\\beta _{1})q^{3}+(\\beta _{1}+\\beta _{2})q^{5}+(-545+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '24.11.e', 'trace_display': [0, -22, 0, -5436], 'trace_hash': 1477039122055488587, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.083', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.079', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.905', 'prec': 17}, {'__RealLiteral__': 0, 'data': '443.743', 'prec': 24}, {'__RealLiteral__': 0, 'data': '895.300', 'prec': 24}, {'__RealLiteral__': 0, 'data': '30606.250', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [10, 0, -22, 0, 0, 0, -5436, 0, -28934, 0, 0, 0, -124508, 0, -627808, 0, 0, 0, -4893484, 0, -3929724, 0, 0, 0, -17742214, 0, -3536326, 0, 0, 0, -4251484, 0, -2965600, 0, 0, 0, 89985156, 0, 52569188, 0, 0, 0, 159987316, 0, 39125824, 0, 0, 0, 301480958, 0, 387377536, 0, 0, 0, -852340544, 0, -970086764, 0, 0, 0, -101460764, 0, 733153572, 0, 0, 0, -3014528044, 0, -3501669184, 0, 0, 0, 4920922036, 0, 5355440986, 0, 0, 0, -7631690012, 0, -7700105942, 0, 0, 0, 18713636096, 0, 19781179104, 0, 0, 0, -17913072600, 0, -24272938652, 0, 0, 0, 37861379156, 0, 43508497216, 0, 0, 0, -55194248252, 0, -72706110912, 0, 0, 0, 65116025764, 0, 77132301636, 0, 0, 0, -134642444672, 0, -116257788668, 0, 0, 0, 128552718650, 0, 133708876224, 0, 0, 0, -175628940380, 0, -179489716684, 0, 0, 0, 230615651592, 0, 295571272160, 0, 0, 0, -202461174732, 0, -317732088960, 0, 0, 0, 372229067328, 0, 337193178526, 0, 0, 0, -343581375868, 0, -289531665664, 0, 0, 0, 426710691556, 0, 324353562656, 0, 0, 0, -395209071852, 0, -408742337344, 0, 0, 0, 272340675342, 0, 386541741236, 0, 0, 0, -614168220636, 0, -489235193056, 0, 0, 0, 32399130948, 0, 199713700772, 0, 0, 0, -19801010944, 0, 136201327524, 0, 0, 0, -7141690348, 0, -507921250240, 0, 0, 0, 358032605380, 0, 408685036948, 0, 0, 0, -239384793984, 0, 101067428224, 0, 0, 0, 1518898887700, 0, 788495336512, 0, 0, 0, -976443017688, 0, -1758607884940, 0, 0, 0, 1445780865700, 0, 2539932671978, 0, 0, 0, -2503137477884, 0, -2176385973696, 0, 0, 0, 2952230476032, 0, 2824255237028, 0, 0, 0, -3417709325868, 0, -4327623935542, 0, 0, 0, 1970579176136, 0, 2806879324384, 0, 0, 0, -5086295447936, 0, -2804948689664, 0, 0, 0, 6107516517096, 0, 4519840330176, 0, 0, 0, -5350432387136, 0, -7800072673728, 0, 0, 0, 2495212731620, 0, 4692633026472, 0, 0, 0, -3530097806012, 0, -649177871356, 0, 0, 0, 8448491971700, 0, 5411528160064, 0, 0, 0, -1646129458102, 0, -6523800831980, 0, 0, 0, -1606613268032, 0, 3554955840992, 0, 0, 0, 1139620043592, 0, 4975939942560, 0, 0, 0, 8354407756692, 0, -211671102844, 0, 0, 0, -2817000690252, 0, -8053522568064, 0, 0, 0, -12548570953152, 0, -2369008767840, 0, 0, 0, 2162748368900, 0, 14258025553508, 0, 0, 0, 6215934751796, 0, -13228729571100, 0, 0, 0, 8421361080084, 0, -2162345231232, 0, 0, 0, -32866830295416, 0, -13801212203392, 0, 0, 0, 10816400217828, 0, 32213493536132, 0, 0, 0, -2459333617792, 0, -13324012353792, 0, 0, 0, 26562424973262, 0, -4623541143014, 0, 0, 0, -43753898561948, 0, -27395323552896, 0, 0, 0, 27214208426564, 0, 64692512598336, 0, 0, 0, 9359489755316, 0, -20542430022556, 0, 0, 0, 26515920714624, 0, -10959691182764, 0, 0, 0, -54202972830208, 0, -27887258006432, 0, 0, 0, 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-198936148128214, 0, -324066217864640, 0, 0, 0, -208608500894016, 0, 113247224261088, 0, 0, 0, -91521298360476, 0, 80273593276932, 0, 0, 0, 422271876763412, 0, 128641522972228, 0, 0, 0, -138390540324696, 0, -462990040562112, 0, 0, 0, -194546561581304, 0, 106076779969792, 0, 0, 0, -194126903638272, 0, 269793167498244, 0, 0, 0, 369743637937140, 0, 11334332772864, 0, 0, 0, 11660502186452, 0, -341277348768812, 0, 0, 0, -201419389265984, 0, 43999982078080, 0, 0, 0, 88258190468296, 0, 351279945945504, 0, 0, 0, 329430591926784, 0, 19468323667844, 0, 0, 0, 11345018655220, 0, -308371454456908, 0, 0, 0, -430337398300636, 0, -58706885318976, 0, 0, 0, 88415831966852, 0, 482606208468096, 0, 0, 0, 405811189928116, 0, 21177853775936, 0, 0, 0, 322588301897258, 0, -230243619280064, 0, 0, 0, -637125115620476, 0, -270811426907692, 0, 0, 0, -28830109966420, 0, 622998182879360, 0, 0, 0, -109205872025964, 0, -416955082883776, 0, 0, 0, 421237154415040, 0, -55757407513176, 0, 0, 0, -538882215553216, 0, -316479057116012, 0, 0, 0, 581504929218116, 0, 706467442380544, 0, 0, 0, -71235810012288, 0, -392322754487452, 0, 0, 0, -280910719613612, 0, -61363018008278, 0, 0, 0, -1096205342077944, 0, -457194755494560, 0, 0, 0, 559147898796672, 0, 739665585170372, 0, 0, 0, 553216445735252, 0, -570697789408128, 0, 0, 0, 678726182284800, 0, 211099389620672, 0, 0, 0, -1157393700311928, 0, -303273628432128, 0, 0, 0, 56425882729220, 0, 743259296933956, 0, 0, 0, -525766779666560, 0, -166958616479360, 0, 0, 0, 766769845068648, 0, 107248958866836, 0, 0, 0, 401411532935172, 0, -435779587316582, 0, 0, 0, 854381178797540, 0, 629188726845664, 0, 0, 0, -307434150845356, 0, -171109918579640, 0, 0, 0, -496455862989376, 0, -17840331766336, 0, 0, 0, -563554419820572, 0, 125856352874272, 0, 0, 0, 262211787002180, 0, -9957599469952, 0, 0, 0, 905064807815208, 0, -42220331260672, 0, 0, 0, 490419928456724, 0, -98712215997440, 0, 0, 0, 32515187783428, 0, 21500287085160, 0, 0, 0, -1649907667564672, 0, -643941974232672, 0, 0, 0, -947963751761708, 0, 440358422473280, 0, 0, 0, 60718264130920, 0, -275485717773376, 0, 0, 0, 1819204442348544, 0, 475781902271616, 0, 0, 0, 214764769458432, 0, -923918028561056, 0, 0, 0, -295209783293324, 0, 673412122894756, 0, 0, 0, -2480336916920728, 0, -394913342853144, 0, 0, 0, 336288203509124, 0, 960292748177056, 0, 0, 0, -881007745954460, 0, -1611370887229948, 0, 0, 0, 2223461002162560, 0, 736453794689668, 0, 0, 0, -48873825930278, 0, -142739817231296, 0, 0, 0, 1642848608635812, 0, 1539044824482868, 0, 0, 0, -2269380619939132, 0, -2605409940840832, 0, 0, 0, -873421458153420, 0, 1815557240497536, 0, 0, 0, -624976120314048, 0, 333483237204010, 0, 0, 0, 4896454873141448, 0, 1235468730118196, 0, 0, 0, 580437181493028, 0, -2919935599465824, 0, 0, 0, -1094786652765100, 0, 987733624376768, 0, 0, 0, -3201216996969432, 0, 517877691175552, 0, 0, 0, 1604247988395072, 0, 1037134831519616, 0, 0, 0, 270220820746496, 0, -2604373621133112, 0, 0, 0, 1835241350977012, 0, 1580909280886080, 0, 0, 0, 777700336969280, 0, 1939049042320448, 0, 0, 0, 2009773742974468, 0, -168203330504364, 0, 0, 0, -6228265088611356, 0, -3313420391673308, 0, 0, 0, -5040483360286148, 0, -303951185891904, 0, 0, 0, 1693701178625652, 0, 1824953219701620, 0, 0, 0, 7070220107192064, 0, 938227660735680, 0, 0, 0, 3090176301122440, 0, -3682105760793120, 0, 0, 0, -5851334676538368, 0, 212957745153600, 0, 0, 0, -5307875650666146, 0, 4473927199028544, 0, 0, 0, -1946179708225468, 0, -1832409542581504, 0, 0, 0, 3179345107757256, 0, -2144522502306620, 0, 0, 0, 722865141072768, 0, -2521155885713660, 0, 0, 0, 7007475778280640, 0, 4549717671217920, 0, 0, 0, 113779110277156, 0, -125814916069388, 0, 0, 0, -3144818111700860, 0, -1248881694454428, 0], 'weight': 11, 'weight_parity': -1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.7045162700879529, -0.709687836433286], [0.0, 0.0], [0.0, 0.9268038580102872], [0.0, 0.0], [-1.7228382007142624, 0.0], [0.0, 0.0], [-0.007313650362717252, -0.9999732549015358], [0.0, 0.0], [0.0, 1.2087855142809594], [0.0, 0.0], [-0.3083314190225977, 0.0], [0.0, 0.0], [0.6577414247893433, 0.6529483971485323], [0.0, 0.0], [0.0, 0.027968063369360457], [0.0, 0.0], [-1.880714924599127, 0.0], [0.0, 0.0], [-1.213767543132252, 1.2226773151895205], [0.0, 0.0], [0.0, 1.1773899593117603], [0.0, 0.0], [0.14103460877724733, 0.0], [0.0, 0.0], [-0.7148214414364908, -0.6993070190285935], [0.0, 0.0], [0.0, 0.9908238485784694], [0.0, 0.0], [-0.2878207341736238, 0.0], [0.0, 0.0], [0.8578603763419511, 0.8516090618575695], [0.0, 0.0], [0.0, -1.5967330911494801], [0.0, 0.0], [0.2754955116187728, 0.0], [0.0, 0.0], [-0.2172245012807262, 0.2188190576705523], [0.0, 0.0], [0.0, -0.9975159734294354], [0.0, 0.0], [-0.027784327016209146, 0.0], [0.0, 0.0], [0.9267790705498478, -0.006778319372304686], [0.0, 0.0], [0.0, -1.2259459579938223], [0.0, 0.0], [1.9681714658403575, 0.0], [0.0, 0.0], [0.019848594381830464, 0.01970395568656533], [0.0, 0.0], [0.0, 0.7969542105071953], [0.0, 0.0], [-1.1203070781425424, 0.0], [0.0, 0.0], [-1.3249942637773227, 1.3347205057865452], [0.0, 0.0], [0.0, -1.7272887650642188], [0.0, 0.0], [-0.6837513263952353, 0.0], [0.0, 0.0], [0.012600236231557004, 1.7227921232369465], [0.0, 0.0], [0.0, -0.28576274869593], [0.0, 0.0], [-0.6378282216932332, 0.0], [0.0, 0.0], [0.835579332862238, 0.829490382573328], [0.0, 0.0], [0.0, 0.9446409393011738], [0.0, 0.0], [-0.3970867058294907, 0.0], [0.0, 0.0], [0.09936117652905994, -0.1000905463653396], [0.0, 0.0], [0.0, -2.0825418604732726], [0.0, 0.0], [1.174424864513463, 0.0], [0.0, 0.0], [-0.9998930210367438, 0.014626909516836336], [0.0, 0.0], [0.0, 0.17917122211026468], [0.0, 0.0], [-0.025920909031799465, 0.0], [0.0, 0.0], [0.7031756333841558, 0.6980515221146939], [0.0, 0.0], 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0.12931345552041273, -0.30635916805216656, -0.4854003996904646, -0.1477636690640387, 0.1288599027489317, -0.13693382824688036, -0.49081368628930133, -0.33492494327351324, 0.05060426421804265, 0.05733949557309815, -0.4447114170346884, -0.28834661285422303, 0.023975688334067706, -0.31194788318383226, 0.1058518269541749, -0.3521996193774978, -0.3299646016741534], 'char_orbit_index': 5, 'conrey_index': 17, 'dual_conrey_index': 17, 'dual_embedding_index': 8, 'dual_embedding_m': 8, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': 1.4142135623730951, 'embedding_root_real': 10.355376226085161, 'hecke_orbit': 1, 'hecke_orbit_code': 275062456344, 'label': '24.11.e.a.17.7', 'level': 24, 'weight': 11}
• mf_newspaces •

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

  
  {'Nk2': 2904, 'analytic_conductor': 15.248574064169379, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [24, 2, [7, 13, 17], [2, 2, 1]], 'conrey_index': 17, 'cusp_dim': 36, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275062456344, 'hecke_orbit_dims': [10], 'label': '24.11.e', 'level': 24, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 44, 'mf_new_dim': 10, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 10, 'sturm_bound': 44, 'trace_bound': 0, 'trace_display': [0, -22, 0, -5436], 'traces': [10, 0, -22, 0, 0, 0, -5436, 0, -28934, 0, 0, 0, -124508, 0, -627808, 0, 0, 0, -4893484, 0, -3929724, 0, 0, 0, -17742214, 0, -3536326, 0, 0, 0, -4251484, 0, -2965600, 0, 0, 0, 89985156, 0, 52569188, 0, 0, 0, 159987316, 0, 39125824, 0, 0, 0, 301480958, 0, 387377536, 0, 0, 0, -852340544, 0, -970086764, 0, 0, 0, -101460764, 0, 733153572, 0, 0, 0, -3014528044, 0, -3501669184, 0, 0, 0, 4920922036, 0, 5355440986, 0, 0, 0, -7631690012, 0, -7700105942, 0, 0, 0, 18713636096, 0, 19781179104, 0, 0, 0, -17913072600, 0, -24272938652, 0, 0, 0, 37861379156, 0, 43508497216, 0, 0, 0, -55194248252, 0, -72706110912, 0, 0, 0, 65116025764, 0, 77132301636, 0, 0, 0, -134642444672, 0, -116257788668, 0, 0, 0, 128552718650, 0, 133708876224, 0, 0, 0, -175628940380, 0, -179489716684, 0, 0, 0, 230615651592, 0, 295571272160, 0, 0, 0, -202461174732, 0, -317732088960, 0, 0, 0, 372229067328, 0, 337193178526, 0, 0, 0, -343581375868, 0, -289531665664, 0, 0, 0, 426710691556, 0, 324353562656, 0, 0, 0, -395209071852, 0, -408742337344, 0, 0, 0, 272340675342, 0, 386541741236, 0, 0, 0, -614168220636, 0, -489235193056, 0, 0, 0, 32399130948, 0, 199713700772, 0, 0, 0, -19801010944, 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0, 0, 6215934751796, 0, -13228729571100, 0, 0, 0, 8421361080084, 0, -2162345231232, 0, 0, 0, -32866830295416, 0, -13801212203392, 0, 0, 0, 10816400217828, 0, 32213493536132, 0, 0, 0, -2459333617792, 0, -13324012353792, 0, 0, 0, 26562424973262, 0, -4623541143014, 0, 0, 0, -43753898561948, 0, -27395323552896, 0, 0, 0, 27214208426564, 0, 64692512598336, 0, 0, 0, 9359489755316, 0, -20542430022556, 0, 0, 0, 26515920714624, 0, -10959691182764, 0, 0, 0, -54202972830208, 0, -27887258006432, 0, 0, 0, 38050234605860, 0, 74911988874888, 0, 0, 0, 18586133547752, 0, -34073029778816, 0, 0, 0, 30393910180596, 0, -21103383805248, 0, 0, 0, -93516118303168, 0, -22109197191180, 0, 0, 0, 16107441191684, 0, 67689190487808, 0, 0, 0, 39209856725160, 0, -14507619725248, 0, 0, 0, -13758967028588, 0, -74743879123392, 0, 0, 0, -85562326762236, 0, -2228149254706, 0, 0, 0, -12714405956736, 0, 90417117731104, 0, 0, 0, 112106605173888, 0, 4075787072836, 0, 0, 0, -10629595344460, 0, -124656422600576, 0, 0, 0, -121059173151388, 0, 32829488044096, 0, 0, 0, -17501246989560, 0, 92785531041188, 0, 0, 0, 217450427245492, 0, 58817887226944, 0, 0, 0, -12226510658136, 0, -218779306630272, 0, 0, 0, -57470625262652, 0, 80653102391508, 0, 0, 0, -134879447816448, 0, 91951495185088, 0, 0, 0, 267273342750612, 0, 104046166062912, 0, 0, 0, -98518030053696, 0, -270996260747346, 0, 0, 0, -4749888034872, 0, 112177458458932, 0, 0, 0, -65044155025152, 0, 72122180729952, 0, 0, 0, 253787049230836, 0, 107543540161764, 0, 0, 0, -198936148128214, 0, -324066217864640, 0, 0, 0, -208608500894016, 0, 113247224261088, 0, 0, 0, -91521298360476, 0, 80273593276932, 0, 0, 0, 422271876763412, 0, 128641522972228, 0, 0, 0, -138390540324696, 0, -462990040562112, 0, 0, 0, -194546561581304, 0, 106076779969792, 0, 0, 0, -194126903638272, 0, 269793167498244, 0, 0, 0, 369743637937140, 0, 11334332772864, 0, 0, 0, 11660502186452, 0, -341277348768812, 0, 0, 0, -201419389265984, 0, 43999982078080, 0, 0, 0, 88258190468296, 0, 351279945945504, 0, 0, 0, 329430591926784, 0, 19468323667844, 0, 0, 0, 11345018655220, 0, -308371454456908, 0, 0, 0, -430337398300636, 0, -58706885318976, 0, 0, 0, 88415831966852, 0, 482606208468096, 0, 0, 0, 405811189928116, 0, 21177853775936, 0, 0, 0, 322588301897258, 0, -230243619280064, 0, 0, 0, -637125115620476, 0, -270811426907692, 0, 0, 0, -28830109966420, 0, 622998182879360, 0, 0, 0, -109205872025964, 0, -416955082883776, 0, 0, 0, 421237154415040, 0, -55757407513176, 0, 0, 0, -538882215553216, 0, -316479057116012, 0, 0, 0, 581504929218116, 0, 706467442380544, 0, 0, 0, -71235810012288, 0, -392322754487452, 0, 0, 0, -280910719613612, 0, -61363018008278, 0, 0, 0, -1096205342077944, 0, -457194755494560, 0, 0, 0, 559147898796672, 0, 739665585170372, 0, 0, 0, 553216445735252, 0, -570697789408128, 0, 0, 0, 678726182284800, 0, 211099389620672, 0, 0, 0, -1157393700311928, 0, -303273628432128, 0, 0, 0, 56425882729220, 0, 743259296933956, 0, 0, 0, -525766779666560, 0, -166958616479360, 0, 0, 0, 766769845068648, 0, 107248958866836, 0, 0, 0, 401411532935172, 0, -435779587316582, 0, 0, 0, 854381178797540, 0, 629188726845664, 0, 0, 0, -307434150845356, 0, -171109918579640, 0, 0, 0, -496455862989376, 0, -17840331766336, 0, 0, 0, -563554419820572, 0, 125856352874272, 0, 0, 0, 262211787002180, 0, -9957599469952, 0, 0, 0, 905064807815208, 0, -42220331260672, 0, 0, 0, 490419928456724, 0, -98712215997440, 0, 0, 0, 32515187783428, 0, 21500287085160, 0, 0, 0, -1649907667564672, 0, -643941974232672, 0, 0, 0, -947963751761708, 0, 440358422473280, 0, 0, 0, 60718264130920, 0, -275485717773376, 0, 0, 0, 1819204442348544, 0, 475781902271616, 0, 0, 0, 214764769458432, 0, -923918028561056, 0, 0, 0, -295209783293324, 0, 673412122894756, 0, 0, 0, -2480336916920728, 0, -394913342853144, 0, 0, 0, 336288203509124, 0, 960292748177056, 0, 0, 0, -881007745954460, 0, -1611370887229948, 0, 0, 0, 2223461002162560, 0, 736453794689668, 0, 0, 0, -48873825930278, 0, -142739817231296, 0, 0, 0, 1642848608635812, 0, 1539044824482868, 0, 0, 0, -2269380619939132, 0, -2605409940840832, 0, 0, 0, -873421458153420, 0, 1815557240497536, 0, 0, 0, -624976120314048, 0, 333483237204010, 0, 0, 0, 4896454873141448, 0, 1235468730118196, 0, 0, 0, 580437181493028, 0, -2919935599465824, 0, 0, 0, -1094786652765100, 0, 987733624376768, 0, 0, 0, -3201216996969432, 0, 517877691175552, 0, 0, 0, 1604247988395072, 0, 1037134831519616, 0, 0, 0, 270220820746496, 0, -2604373621133112, 0, 0, 0, 1835241350977012, 0, 1580909280886080, 0, 0, 0, 777700336969280, 0, 1939049042320448, 0, 0, 0, 2009773742974468, 0, -168203330504364, 0, 0, 0, -6228265088611356, 0, -3313420391673308, 0, 0, 0, -5040483360286148, 0, -303951185891904, 0, 0, 0, 1693701178625652, 0, 1824953219701620, 0, 0, 0, 7070220107192064, 0, 938227660735680, 0, 0, 0, 3090176301122440, 0, -3682105760793120, 0, 0, 0, -5851334676538368, 0, 212957745153600, 0, 0, 0, -5307875650666146, 0, 4473927199028544, 0, 0, 0, -1946179708225468, 0, -1832409542581504, 0, 0, 0, 3179345107757256, 0, -2144522502306620, 0, 0, 0, 722865141072768, 0, -2521155885713660, 0, 0, 0, 7007475778280640, 0, 4549717671217920, 0, 0, 0, 113779110277156, 0, -125814916069388, 0, 0, 0, -3144818111700860, 0, -1248881694454428, 0], 'weight': 11, '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: 3084267
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 17, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 275062456344, 'target_is_minimal': True, 'target_label': '24.11.e.a.17.7', 'target_level': 24, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 3084268
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 17, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 275062456344, 'target_is_minimal': True, 'target_label': '24.11.e.a.17.8', 'target_level': 24, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 3084269
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 17, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014673571938352, 'target_is_minimal': False, 'target_label': '48.11.e.e.17.4', 'target_level': 48, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 11}
  • id: 3084270
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 65, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 36029072081420480, 'target_is_minimal': False, 'target_label': '192.11.e.i.65.7', 'target_level': 192, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 11}
  • id: 3084271
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 65, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 40532671708790976, 'target_is_minimal': False, 'target_label': '192.11.e.j.65.4', 'target_level': 192, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 11}
  • id: 3084272
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 17, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014673571938352, 'target_is_minimal': False, 'target_label': '48.11.e.e.17.3', 'target_level': 48, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 11}
  • id: 3084273
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 65, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532671708790976, 'target_is_minimal': False, 'target_label': '192.11.e.j.65.3', 'target_level': 192, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 11}
  • id: 3084274
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275062456344, 'source_is_minimal': True, 'source_label': '24.11.e.a.17.7', 'source_level': 24, 'target_conrey_index': 65, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 36029072081420480, 'target_is_minimal': False, 'target_label': '192.11.e.i.65.8', 'target_level': 192, 'twist_class_label': '24.11.e.a.17.7', 'twist_class_level': 24, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 91200
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 275062456344, 'p': 2}
  • id: 91201
    {'charpoly_factorization': [[[717897987691852588770249, 267468640099252433622, 3028452661980192141, 5226076143044424, 121588821108738, 927541928196, 2059117362, 1498824, 14709, 22, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 3}
  • id: 91202
    {'charpoly_factorization': [[[710354535677686421352423096320000, 0, 10518730729433121270923264000, 0, 5970973236334980300800, 0, 977168596572160, 0, 57699232, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 5}
  • id: 91203
    {'charpoly_factorization': [[[-713424296645328560544, 102585192249910608, 3868721120880, -777864600, 2718, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 7}
  • id: 91204
    {'charpoly_factorization': [[[10746878112953227590191576018731354891528334999552, 0, 17251323997537745528947363851365239488512, 0, 7806640944209801058039974395904, 0, 1236843692366497060864, 0, 65410763680, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 11}
  • id: 91205
    {'charpoly_factorization': [[[682290182945756152463462240, 9358926291978911426384, -16652501697695248, -410793618200, 62254, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 13}
  • id: 91206
    {'charpoly_factorization': [[[60674492591872067046079305082572870525860544105587243220992, 0, 38584464179651348246479984354286149208687318663168, 0, 68722865675865842181807843104585154560, 0, 42331933666298036074577920, 0, 10903034231296, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 17}
  • id: 91207
    {'charpoly_factorization': [[[-20842902534283032623817081638432, 94802091540100434479437904, -19116347714383857488, -18974998680536, 2446742, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 19}
  • id: 91208
    {'charpoly_factorization': [[[510006460815089096206789125789581294140237155016874403583879112818688, 0, 52021563670131779849846713623462390092602970971301740544, 0, 1988897348785484541312471948921997981908992, 0, 35861387378515775249837031424, 0, 306600630132352, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 23}
  • id: 91209
    {'charpoly_factorization': [[[1179980357326782956690523619496912946989420878726632298267126146067857408, 0, 46019015038569644635947649936685404620271670499038695784448, 0, 449931555978231698419616211003923039460065280, 0, 1544656574231260323720031180800, 0, 2127973079466144, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 29}
  • id: 91210
    {'charpoly_factorization': [[[337770176133429133293574818967482208, 73000108969328566303889535824, -1631847816002135683088, -719842415260184, 2125742, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 31}
  • id: 91211
    {'charpoly_factorization': [[[-930563233349983957296477409205723596704, 48110478987009875390585103381840, 361218398583952170362736, -16769356984610712, -44992578, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 37}
  • id: 91212
    {'charpoly_factorization': [[[1710510770582790156780891418496258598294848244970676096349673225188940572600041472, 0, 619835082347210158847204376712689631493048758701596059309996769280, 0, 76164236164996463467297072013304749376994824683520, 0, 4175879932849653436447596500582400, 0, 105453204996608640, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 41}
  • id: 91213
    {'charpoly_factorization': [[[1552187471886469954280873406877317387488, 401353125217907605009415901940304, 4986715081883690412402992, -58402322944400216, -79993658, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 43}
  • id: 91214
    {'charpoly_factorization': [[[4380355380030707802226763054406510578437436523594377002273731836124012124466218795008, 0, 282305951601245325215573779223185463754551734086646850879876644208640, 0, 6894808380862781448459935149734495725083097479249920, 0, 80752889485518276892119674270515200, 0, 456549878130854400, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 47}
  • id: 91215
    {'charpoly_factorization': [[[31360690394256454205753601533212394742265750222707220553279408300975084576582037143552, 0, 1665145066750543758887505894669720636596972320439115455248622821572608, 0, 30545756324321337432711958103897229942220788069367808, 0, 242475276363893951446201189256009728, 0, 827297781838253728, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 53}
  • id: 91216
    {'charpoly_factorization': [[[315577682481868996895799014137150792410764335745770992547573919768667991834785285719195648, 0, 2456767777980548991311293055712777340857610813407892637683419826176917504, 0, 6957571769382443481519540675589674089826603129276268544, 0, 8818073144901404428834155333152118784, 0, 4950015549761731744, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 59}
  • id: 91217
    {'charpoly_factorization': [[[1422295770647478787900298965915654744413536, 166034523914873149594079491231230800, -196264533960975664361803024, -1134529263263748632, 50730382, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 61}
  • id: 91218
    {'charpoly_factorization': [[[-22963697712955842454712631787036717871777312, 578383415843928867080864386200127568, -2267675012422044604906691408, -2892812565224159192, 1507264022, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 67}
  • id: 91219
    {'charpoly_factorization': [[[137224072423337534432855901921384740011715233818972338938596695087191005889980712628988674048, 0, 388260376459191876762709687298188085078467995504720314158210037066460299264, 0, 369075975159046248495372456480047422662642545905696243712, 0, 136297003914040431013562507019684511744, 0, 19998983402006588032, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 71}
  • id: 91220
    {'charpoly_factorization': [[[-2365205266720177628737110297678090810978356512, 1760670159389271106358840213529260624, 5890737208733816238198892592, -2385346805189924696, -2460461018, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 73}
  • id: 91221
    {'charpoly_factorization': [[[-19594719582870004694525563466679010908756042400, 69164179333570065571804435835013179216, -47160430468599809435265626896, -18679684939699821848, 3815845006, 1], 2]], 'hecke_orbit_code': 275062456344, 'p': 79}
  • id: 91222
    {'charpoly_factorization': [[[105005529121414333648773805443067698798976346140376491189209117815091149361921079809683297927168, 0, 232698911009672189538938261314233800531616668287542366690181971474535974699008, 0, 45523836547951158079538377844347021703995115935546961100800, 0, 3224398065087481438387667619275766077440, 0, 95326506390137816224, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 83}
  • id: 91223
    {'charpoly_factorization': [[[4204644508457962836131441318040736368388957318973859551891541513152917711703901359885550354432, 0, 1174187472047217856656442997711115038152569553189600817187223461704499569098752, 0, 187872486102008379046736249461561943400489037887535941943296, 0, 8613987301398577706496573237636863459328, 0, 156534521594282676864, 0, 1], 1]], 'hecke_orbit_code': 275062456344, 'p': 89}
  • id: 91224
    {'charpoly_factorization': [[[-54141173980212895760542274386569808425275519476256, -19866949741616783618537724228274953136, 2016634775201367210247151639728, -53564690572870973144, -18930689578, 1], 2]], 'hecke_orbit_code': 275062456344, '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': 5, 'hecke_orbit': 1, 'label': '24.11.e.a', 'level': 24, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7958076
    {'hecke_orbit_code': 275062456344, 'n': 1, 'trace_an': 10}
  • id: 7958077
    {'hecke_orbit_code': 275062456344, 'n': 2, 'trace_an': 0}
  • id: 7958078
    {'hecke_orbit_code': 275062456344, 'n': 3, 'trace_an': -22}
  • id: 7958079
    {'hecke_orbit_code': 275062456344, 'n': 4, 'trace_an': 0}
  • id: 7958080
    {'hecke_orbit_code': 275062456344, 'n': 5, 'trace_an': 0}
  • id: 7958081
    {'hecke_orbit_code': 275062456344, 'n': 6, 'trace_an': 0}
  • id: 7958082
    {'hecke_orbit_code': 275062456344, 'n': 7, 'trace_an': -5436}
  • id: 7958083
    {'hecke_orbit_code': 275062456344, 'n': 8, 'trace_an': 0}
  • id: 7958084
    {'hecke_orbit_code': 275062456344, 'n': 9, 'trace_an': -28934}
  • id: 7958085
    {'hecke_orbit_code': 275062456344, 'n': 10, 'trace_an': 0}
  • id: 7958086
    {'hecke_orbit_code': 275062456344, 'n': 11, 'trace_an': 0}
  • id: 7958087
    {'hecke_orbit_code': 275062456344, 'n': 12, 'trace_an': 0}
  • id: 7958088
    {'hecke_orbit_code': 275062456344, 'n': 13, 'trace_an': -124508}
  • id: 7958089
    {'hecke_orbit_code': 275062456344, 'n': 14, 'trace_an': 0}
  • id: 7958090
    {'hecke_orbit_code': 275062456344, 'n': 15, 'trace_an': -627808}
  • id: 7958091
    {'hecke_orbit_code': 275062456344, 'n': 16, 'trace_an': 0}
  • id: 7958092
    {'hecke_orbit_code': 275062456344, 'n': 17, 'trace_an': 0}
  • id: 7958093
    {'hecke_orbit_code': 275062456344, 'n': 18, 'trace_an': 0}
  • id: 7958094
    {'hecke_orbit_code': 275062456344, 'n': 19, 'trace_an': -4893484}
  • id: 7958095
    {'hecke_orbit_code': 275062456344, 'n': 20, 'trace_an': 0}
  • id: 7958096
    {'hecke_orbit_code': 275062456344, 'n': 21, 'trace_an': -3929724}
  • id: 7958097
    {'hecke_orbit_code': 275062456344, 'n': 22, 'trace_an': 0}
  • id: 7958098
    {'hecke_orbit_code': 275062456344, 'n': 23, 'trace_an': 0}
  • id: 7958099
    {'hecke_orbit_code': 275062456344, 'n': 24, 'trace_an': 0}
  • id: 7958100
    {'hecke_orbit_code': 275062456344, 'n': 25, 'trace_an': -17742214}
  • id: 7958101
    {'hecke_orbit_code': 275062456344, 'n': 26, 'trace_an': 0}
  • id: 7958102
    {'hecke_orbit_code': 275062456344, 'n': 27, 'trace_an': -3536326}
  • id: 7958103
    {'hecke_orbit_code': 275062456344, 'n': 28, 'trace_an': 0}
  • id: 7958104
    {'hecke_orbit_code': 275062456344, 'n': 29, 'trace_an': 0}
  • id: 7958105
    {'hecke_orbit_code': 275062456344, 'n': 30, 'trace_an': 0}
  • id: 7958106
    {'hecke_orbit_code': 275062456344, 'n': 31, 'trace_an': -4251484}
  • id: 7958107
    {'hecke_orbit_code': 275062456344, 'n': 32, 'trace_an': 0}
  • id: 7958108
    {'hecke_orbit_code': 275062456344, 'n': 33, 'trace_an': -2965600}
  • id: 7958109
    {'hecke_orbit_code': 275062456344, 'n': 34, 'trace_an': 0}
  • id: 7958110
    {'hecke_orbit_code': 275062456344, 'n': 35, 'trace_an': 0}
  • id: 7958111
    {'hecke_orbit_code': 275062456344, 'n': 36, 'trace_an': 0}
  • id: 7958112
    {'hecke_orbit_code': 275062456344, 'n': 37, 'trace_an': 89985156}
  • id: 7958113
    {'hecke_orbit_code': 275062456344, 'n': 38, 'trace_an': 0}
  • id: 7958114
    {'hecke_orbit_code': 275062456344, 'n': 39, 'trace_an': 52569188}
  • id: 7958115
    {'hecke_orbit_code': 275062456344, 'n': 40, 'trace_an': 0}
  • id: 7958116
    {'hecke_orbit_code': 275062456344, 'n': 41, 'trace_an': 0}
  • id: 7958117
    {'hecke_orbit_code': 275062456344, 'n': 42, 'trace_an': 0}
  • id: 7958118
    {'hecke_orbit_code': 275062456344, 'n': 43, 'trace_an': 159987316}
  • id: 7958119
    {'hecke_orbit_code': 275062456344, 'n': 44, 'trace_an': 0}
  • id: 7958120
    {'hecke_orbit_code': 275062456344, 'n': 45, 'trace_an': 39125824}
  • id: 7958121
    {'hecke_orbit_code': 275062456344, 'n': 46, 'trace_an': 0}
  • id: 7958122
    {'hecke_orbit_code': 275062456344, 'n': 47, 'trace_an': 0}
  • id: 7958123
    {'hecke_orbit_code': 275062456344, 'n': 48, 'trace_an': 0}
  • id: 7958124
    {'hecke_orbit_code': 275062456344, 'n': 49, 'trace_an': 301480958}
  • id: 7958125
    {'hecke_orbit_code': 275062456344, 'n': 50, 'trace_an': 0}
  • id: 7958126
    {'hecke_orbit_code': 275062456344, 'n': 51, 'trace_an': 387377536}
  • id: 7958127
    {'hecke_orbit_code': 275062456344, 'n': 52, 'trace_an': 0}
  • id: 7958128
    {'hecke_orbit_code': 275062456344, 'n': 53, 'trace_an': 0}
  • id: 7958129
    {'hecke_orbit_code': 275062456344, 'n': 54, 'trace_an': 0}
  • id: 7958130
    {'hecke_orbit_code': 275062456344, 'n': 55, 'trace_an': -852340544}
  • id: 7958131
    {'hecke_orbit_code': 275062456344, 'n': 56, 'trace_an': 0}
  • id: 7958132
    {'hecke_orbit_code': 275062456344, 'n': 57, 'trace_an': -970086764}
  • id: 7958133
    {'hecke_orbit_code': 275062456344, 'n': 58, 'trace_an': 0}
  • id: 7958134
    {'hecke_orbit_code': 275062456344, 'n': 59, 'trace_an': 0}
  • id: 7958135
    {'hecke_orbit_code': 275062456344, 'n': 60, 'trace_an': 0}
  • id: 7958136
    {'hecke_orbit_code': 275062456344, 'n': 61, 'trace_an': -101460764}
  • id: 7958137
    {'hecke_orbit_code': 275062456344, 'n': 62, 'trace_an': 0}
  • id: 7958138
    {'hecke_orbit_code': 275062456344, 'n': 63, 'trace_an': 733153572}
  • id: 7958139
    {'hecke_orbit_code': 275062456344, 'n': 64, 'trace_an': 0}
  • id: 7958140
    {'hecke_orbit_code': 275062456344, 'n': 65, 'trace_an': 0}
  • id: 7958141
    {'hecke_orbit_code': 275062456344, 'n': 66, 'trace_an': 0}
  • id: 7958142
    {'hecke_orbit_code': 275062456344, 'n': 67, 'trace_an': -3014528044}
  • id: 7958143
    {'hecke_orbit_code': 275062456344, 'n': 68, 'trace_an': 0}
  • id: 7958144
    {'hecke_orbit_code': 275062456344, 'n': 69, 'trace_an': -3501669184}
  • id: 7958145
    {'hecke_orbit_code': 275062456344, 'n': 70, 'trace_an': 0}
  • id: 7958146
    {'hecke_orbit_code': 275062456344, 'n': 71, 'trace_an': 0}
  • id: 7958147
    {'hecke_orbit_code': 275062456344, 'n': 72, 'trace_an': 0}
  • id: 7958148
    {'hecke_orbit_code': 275062456344, 'n': 73, 'trace_an': 4920922036}
  • id: 7958149
    {'hecke_orbit_code': 275062456344, 'n': 74, 'trace_an': 0}
  • id: 7958150
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  • id: 7958151
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  • id: 7958152
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  • id: 7958153
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  • id: 7958154
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  • id: 7958155
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  • id: 7958156
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  • id: 7958157
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  • id: 7958158
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  • id: 7958159
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  • id: 7958160
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  • id: 7958161
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  • id: 7958162
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  • id: 7958163
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  • id: 7958164
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  • id: 7958165
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  • id: 7958166
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  • id: 7958167
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  • id: 7958168
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  • id: 7958169
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  • id: 7958170
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  • id: 7958171
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  • id: 7958172
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  • id: 7958173
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  • id: 7958174
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  • id: 7958175
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  • id: 7958176
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  • id: 7958177
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  • id: 7958178
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  • id: 7958179
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  • id: 7958180
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  • id: 7958181
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  • id: 7958182
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  • id: 7958183
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  • id: 7958184
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  • id: 7958185
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  • id: 7958186
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  • id: 7958187
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  • id: 7958188
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  • id: 7958189
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  • id: 7958190
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  • id: 7958191
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  • id: 7958192
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  • id: 7958193
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  • id: 7958194
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  • id: 7958195
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  • id: 7958196
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  • id: 7958197
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  • id: 7958198
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  • id: 7958199
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  • id: 7958200
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  • id: 7958201
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  • id: 7958202
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  • id: 7958203
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  • id: 7958204
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  • id: 7958205
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  • id: 7958206
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  • id: 7958207
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  • id: 7958208
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  • id: 7958209
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  • id: 7958210
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  • id: 7958211
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  • id: 7958212
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  • id: 7958213
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  • id: 7958214
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  • id: 7958215
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  • id: 7958216
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  • id: 7958217
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  • id: 7958218
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  • id: 7958219
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  • id: 7958220
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  • id: 7958221
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  • id: 7958222
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  • id: 7958223
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  • id: 7958224
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  • id: 7958225
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  • id: 7958226
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  • id: 7958227
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  • id: 7958228
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  • id: 7958229
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  • id: 7958230
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  • id: 7958231
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  • id: 7958232
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  • id: 7958233
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  • id: 7958234
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  • id: 7958235
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  • id: 7958236
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  • id: 7958237
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  • id: 7958238
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  • id: 7958239
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  • id: 7958240
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  • id: 7958241
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  • id: 7958242
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  • id: 7958243
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  • id: 7958244
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  • id: 7958245
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  • id: 7958246
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  • id: 7958247
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  • id: 7958248
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  • id: 7958249
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  • id: 7958250
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  • id: 7958251
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  • id: 7958252
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  • id: 7958253
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  • id: 7958254
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  • id: 7958255
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  • id: 7958256
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  • id: 7958257
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  • id: 7958258
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  • id: 7958259
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  • id: 7958260
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  • id: 7958261
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  • id: 7958262
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  • id: 7958263
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  • id: 7958264
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  • id: 7958265
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  • id: 7958266
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  • id: 7958267
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  • id: 7958268
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  • id: 7958269
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  • id: 7958270
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  • id: 7958271
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  • id: 7958272
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  • id: 7958273
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  • id: 7958275
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  • id: 7958279
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  • id: 7958280
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  • id: 7958281
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  • id: 7958282
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  • id: 7958283
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  • id: 7958284
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  • id: 7958291
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  • id: 7958292
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  • id: 7958310
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  • id: 7958313
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  • id: 7958332
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