Embedded newform data - 387.6.a.e.1.7

Formats: - HTML - YAML - JSON - 2024-04-28T02:26:35.320198

• mf_newforms •

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

  
  {'Nk2': 13932, 'analytic_conductor': 62.0685382676235, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [43, -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': [387, 1, [173, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 10, 'field_disc': 2426050517589419283965630608908421440, 'field_disc_factorization': [[2, 6], [3, 1], [5, 1], [23, 1], [211, 1], [5585188183, 1], [93235328449168475161, 1]], 'field_poly': [-22734604, -5752252, 8437093, 384582, -719484, -10450, 21986, 266, -256, -2, 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, [-20373120, 9477216, 5497616, -2163208, -450596, 112716, 16722, -1734, -229, 8, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145667, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 36, 'hecke_ring_index_factorization': [[2, 2], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '387.6.a.e', 'level': 387, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 43], 'level_radical': 129, 'minimal_twist': '43.6.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(20-\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '387.6.a', 'trace_display': [-8, 0, -138, 60], 'trace_hash': 630799930607362933, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.498', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '221.473', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9181.830', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [10, -8, 0, 202, -138, 0, 60, -294, 0, -17, -745, 0, 1917, -1936, 0, 5354, -4017, 0, -2404, -1311, 0, -5836, -1733, 0, 7120, 1484, 0, -15028, -6996, 0, -4899, 7554, 0, -27033, -7084, 0, 1466, -13905, 0, -93211, -10297, 0, 18490, 36140, 0, 17991, -48592, 0, 29458, -983, 0, 14232, -127165, 0, 106672, 7780, 0, -10305, -99372, 0, 17408, -28265, 0, 47202, -54484, 0, -2021, -192151, 0, -33194, -11286, 0, 49892, 125431, 0, -249803, -98144, 0, -91524, -12251, 0, -158909, 105203, 0, -87212, -14792, 0, -461824, 62682, 0, -295304, -183783, 0, 7259, 305340, 0, 108383, -354656, 0, 291057, -578097, 0, -39389, -572348, 0, 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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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• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [43, 1]], 27, 3], [[[3, -1], [43, -1]], 25, 3], [[[3, 1], [43, 1]], 16, 1], [[[3, 1], [43, -1]], 20, 1]], 'ALdims': [16, 20, 27, 25], 'Nk2': 13932, 'analytic_conductor': 62.0685382676235, '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': [387, 1, [173, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 216, 'dim': 88, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663683, 'hecke_orbit_dims': [6, 8, 8, 9, 10, 11, 16, 20], 'label': '387.6.a', 'level': 387, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 43], 'level_radical': 129, 'mf_dim': 224, 'mf_new_dim': 88, 'num_forms': 8, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 88, 'sturm_bound': 264, 'trace_bound': 2, 'trace_display': [-4, 0, 42, 76], 'traces': [88, -4, 0, 1404, 42, 0, 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• 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: 44130684
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 18014398610145667, 'source_is_minimal': False, 'source_label': '387.6.a.e.1.7', 'source_level': 387, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 18014398610145667, 'target_is_minimal': False, 'target_label': '387.6.a.e.1.7', 'target_level': 387, 'twist_class_label': '43.6.a.b.1.4', 'twist_class_level': 43, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 44130685
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 18014398610145667, 'source_is_minimal': False, 'source_label': '387.6.a.e.1.7', 'source_level': 387, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503599728033835, 'target_is_minimal': True, 'target_label': '43.6.a.b.1.4', 'target_level': 43, 'twist_class_label': '43.6.a.b.1.4', 'twist_class_level': 43, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 44130686
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 18014398610145667, 'source_is_minimal': False, 'source_label': '387.6.a.e.1.7', 'source_level': 387, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525197492257456, 'target_is_minimal': False, 'target_label': '688.6.a.h.1.4', 'target_level': 688, 'twist_class_label': '43.6.a.b.1.4', 'twist_class_level': 43, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 44130687
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 18014398610145667, 'source_is_minimal': False, 'source_label': '387.6.a.e.1.7', 'source_level': 387, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4503599728034867, 'target_is_minimal': False, 'target_label': '1075.6.a.b.1.7', 'target_level': 1075, 'twist_class_label': '43.6.a.b.1.4', 'twist_class_level': 43, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 813625
    {'charpoly_factorization': [[[-20373120, 9477216, 5497616, -2163208, -450596, 112716, 16722, -1734, -229, 8, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 2}
  • id: 813626
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 18014398610145667, 'p': 3}
  • id: 813627
    {'charpoly_factorization': [[[-2586088965912096, 5642904896045352, 48141857867908, -10885944440688, -53860843512, 6749838930, 31581077, -1650642, -9663, 138, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 5}
  • id: 813628
    {'charpoly_factorization': [[[-50324211142758256640, 714013058598691840, 174798596396454592, -321495029068096, -45173680308032, -37717216624, 3324886148, 3403008, -96964, -60, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 7}
  • id: 813629
    {'charpoly_factorization': [[[468908718135135523356672, 1925862459018484405248, -168356590323548083264, -806476062776674400, 14428467332258040, 76929109117789, -4029451251, -513056390, -518310, 745, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 11}
  • id: 813630
    {'charpoly_factorization': [[[47383790408196984343238240, 1845584527416449375576880, -11137799365288537959232, -24284213483367742568, 238971778761937478, -264236953642529, -763693730567, 1557321430, 176416, -1917, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 13}
  • id: 813631
    {'charpoly_factorization': [[[-49023624160949786382484383366, -511782953889733220705372397, -1200122989293239739059195, 1891207758308702084661, 7609086699604404603, 2016655694095314, -10457716339072, -7960608699, 2532501, 4017, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 17}
  • id: 813632
    {'charpoly_factorization': [[[-10904068459720486369643311366016, 9826756739649815538831917856, 48547098714083635813723280, -41032992427611582008912, -64781967226896761296, 44659320996612442, 36827114623401, -18184283300, -9538433, 2404, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 19}
  • id: 813633
    {'charpoly_factorization': [[[-246980403523546195234842604152, 7407660835026892908223104213, 6118623089230724008371777, -58400427072142831620501, -53526199614727070461, 87242499662555924, 64332792049636, -28320170697, -16805473, 1733, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 23}
  • id: 813634
    {'charpoly_factorization': [[[298209025788115105813315563789698736, 391785625648653645861011282569632, -178138040627968645690268927676, -245897835087426321120040944, 9950050148216813084916, 32176023271987551984, 2941353492161913, -937038596760, -116936823, 6996, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 29}
  • id: 813635
    {'charpoly_factorization': [[[-474453450592459112033085499346551536, 648368315018699568087251953715211, 116008793870309664061553635257, -257265443856161718711552735, -49795685974549446141249, 20805366749166212364, 4218430518484468, -575053404843, -116956205, 4899, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 31}
  • id: 813636
    {'charpoly_factorization': [[[-2542910280546922672399658531227699200, -44105582506289451448411306593279360, 24720768091232714183317625602368, 847538138910969126069404832, -1736180738078322096047664, 20831264945984295282, 42755487292154093, -85234993494, -378844055, -1466, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 37}
  • id: 813637
    {'charpoly_factorization': [[[-2260003693490591917525968031894040662350, -302408639683716758364352690772221845, 451629120933459091222987498419725, -16229337407883567958412948891, -13870896317002713952407381, 600306265687780547770, 146499275688063936, -4739979988259, -646102347, 10297, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 41}
  • id: 813638
    {'charpoly_factorization': [[[-1849, 1], 10]], 'hecke_orbit_code': 18014398610145667, 'p': 43}
  • id: 813639
    {'charpoly_factorization': [[[177616481207110306853080145155757568000, 67270615009297045235613909336527424, -71587017187716599125441631203824, -28432256013506784205261327104, 4170666602586596272051752, 1462615705791076111884, -107758340189596215, -15488046719880, 222210005, 48592, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 47}
  • id: 813640
    {'charpoly_factorization': [[[-569731186698451138212071935255416463682400, 116231955646473839216379833849994650160, 42674020609918952757980299643613560, -2712992708240389946610772212188, -1208026396333348951610338830, -98285720249266173414191, -2441363726620751295, 72301825523566, 5724815460, 127165, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 53}
  • id: 813641
    {'charpoly_factorization': [[[-1321810800437760377948977412070404512026624, -1561438743340339853458843203817091684352, -380156688370167680502793894909975808, 23075146797617685628570463063808, 4345618181007386208486589056, 79263279073796382250176, -6370440316415049280, -231492907381872, 414556776, 99372, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 59}
  • id: 813642
    {'charpoly_factorization': [[[-144051511266224550694576347730745348946266368, 2457569856659674864509499960811650020864, 2124105531800092717430039725094901952, 24275243253364800802963085111808, -7168804825720279401555420848, -85226491805218493958176, 9698421574544866260, 72500408227600, -5338759400, -17408, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 61}
  • id: 813643
    {'charpoly_factorization': [[[899321373277672947843748666677632803980153792, 90050422527533067897624693416460854193360, -7860993231492661241770994608898738960, -1198504430136090203999028237487960, -32314038259593625642393897532, 737560810963628364628393, 33139355952093696821, -119686471615718, -10111577162, 2021, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 67}
  • id: 813644
    {'charpoly_factorization': [[[1595252805224658808031849016821875069612032, 992359218690452933348980294205977112064, 26841699145831879001300093025543424, -18616650948385628874893639133696, -784984182279752806738389248, 100090293894242679001536, 4205398754649132192, -138858353113824, -5501933600, 11286, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 71}
  • id: 813645
    {'charpoly_factorization': [[[-9544428365835363918601808629873490485195660032, -765209586670328526280030529756632915787520, 33987335942440030271455879003851194304, 2208443198819417015982739480920960, -62318310247926179778173393232, -1694062954249947277858608, 41720205522942139892, 495501710047008, -11053944848, -49892, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 73}
  • id: 813646
    {'charpoly_factorization': [[[-1536625955669258852386721690042329167728926720, -967784515724050077529991267684064348817152, -85122247776353315498139109128821644912, 799287465357363109366233241368416, 274132050316494898991911951736, 7641336671541342156689864, 15626572139465295337, -1692062069107444, -13913409143, 91524, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 79}
  • id: 813647
    {'charpoly_factorization': [[[1364810162736864161981548082234687075092021440, -815487746783519963500174494799406621657040, 34402489213960108956529023981216320192, 4153222005200385175124556162339844, -29741647114454653103639133284, -3899960523539727019330815, 23556289990456068669, 1286336936799246, -10768517386, -105203, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 83}
  • id: 813648
    {'charpoly_factorization': [[[293532884394113093789783980997562896349825305088, -24524460705596745371972720469851483951921280, 56338168114555742576782780538699858112, 28095609545629791931602049234244832, -277202300390775749275516181520, -10759186892728241680807368, 131577779630053278036, 1558277854606368, -21439787592, -62682, 1], 1]], 'hecke_orbit_code': 18014398610145667, 'p': 89}
  • id: 813649
    {'charpoly_factorization': [[[-180318472380401071260840113129531620888315819058, 37471919796414669917211004479322184906538891, -2675675310862338353590410764613830865943, 68337151401259775162167904237284509, 234064722850697667039906623051, -31292474638378961050679590, 195015820515831093316, 3648581519314829, -30851348759, -108383, 1], 1]], 'hecke_orbit_code': 18014398610145667, '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': 5, 'label': '387.6.a.e', 'level': 387, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 155503000
    {'hecke_orbit_code': 18014398610145667, 'n': 1, 'trace_an': 10}
  • id: 155503001
    {'hecke_orbit_code': 18014398610145667, 'n': 2, 'trace_an': -8}
  • id: 155503002
    {'hecke_orbit_code': 18014398610145667, 'n': 3, 'trace_an': 0}
  • id: 155503003
    {'hecke_orbit_code': 18014398610145667, 'n': 4, 'trace_an': 202}
  • id: 155503004
    {'hecke_orbit_code': 18014398610145667, 'n': 5, 'trace_an': -138}
  • id: 155503005
    {'hecke_orbit_code': 18014398610145667, 'n': 6, 'trace_an': 0}
  • id: 155503006
    {'hecke_orbit_code': 18014398610145667, 'n': 7, 'trace_an': 60}
  • id: 155503007
    {'hecke_orbit_code': 18014398610145667, 'n': 8, 'trace_an': -294}
  • id: 155503008
    {'hecke_orbit_code': 18014398610145667, 'n': 9, 'trace_an': 0}
  • id: 155503009
    {'hecke_orbit_code': 18014398610145667, 'n': 10, 'trace_an': -17}
  • id: 155503010
    {'hecke_orbit_code': 18014398610145667, 'n': 11, 'trace_an': -745}
  • id: 155503011
    {'hecke_orbit_code': 18014398610145667, 'n': 12, 'trace_an': 0}
  • id: 155503012
    {'hecke_orbit_code': 18014398610145667, 'n': 13, 'trace_an': 1917}
  • id: 155503013
    {'hecke_orbit_code': 18014398610145667, 'n': 14, 'trace_an': -1936}
  • id: 155503014
    {'hecke_orbit_code': 18014398610145667, 'n': 15, 'trace_an': 0}
  • id: 155503015
    {'hecke_orbit_code': 18014398610145667, 'n': 16, 'trace_an': 5354}
  • id: 155503016
    {'hecke_orbit_code': 18014398610145667, 'n': 17, 'trace_an': -4017}
  • id: 155503017
    {'hecke_orbit_code': 18014398610145667, 'n': 18, 'trace_an': 0}
  • id: 155503018
    {'hecke_orbit_code': 18014398610145667, 'n': 19, 'trace_an': -2404}
  • id: 155503019
    {'hecke_orbit_code': 18014398610145667, 'n': 20, 'trace_an': -1311}
  • id: 155503020
    {'hecke_orbit_code': 18014398610145667, 'n': 21, 'trace_an': 0}
  • id: 155503021
    {'hecke_orbit_code': 18014398610145667, 'n': 22, 'trace_an': -5836}
  • id: 155503022
    {'hecke_orbit_code': 18014398610145667, 'n': 23, 'trace_an': -1733}
  • id: 155503023
    {'hecke_orbit_code': 18014398610145667, 'n': 24, 'trace_an': 0}
  • id: 155503024
    {'hecke_orbit_code': 18014398610145667, 'n': 25, 'trace_an': 7120}
  • id: 155503025
    {'hecke_orbit_code': 18014398610145667, 'n': 26, 'trace_an': 1484}
  • id: 155503026
    {'hecke_orbit_code': 18014398610145667, 'n': 27, 'trace_an': 0}
  • id: 155503027
    {'hecke_orbit_code': 18014398610145667, 'n': 28, 'trace_an': -15028}
  • id: 155503028
    {'hecke_orbit_code': 18014398610145667, 'n': 29, 'trace_an': -6996}
  • id: 155503029
    {'hecke_orbit_code': 18014398610145667, 'n': 30, 'trace_an': 0}
  • id: 155503030
    {'hecke_orbit_code': 18014398610145667, 'n': 31, 'trace_an': -4899}
  • id: 155503031
    {'hecke_orbit_code': 18014398610145667, 'n': 32, 'trace_an': 7554}
  • id: 155503032
    {'hecke_orbit_code': 18014398610145667, 'n': 33, 'trace_an': 0}
  • id: 155503033
    {'hecke_orbit_code': 18014398610145667, 'n': 34, 'trace_an': -27033}
  • id: 155503034
    {'hecke_orbit_code': 18014398610145667, 'n': 35, 'trace_an': -7084}
  • id: 155503035
    {'hecke_orbit_code': 18014398610145667, 'n': 36, 'trace_an': 0}
  • id: 155503036
    {'hecke_orbit_code': 18014398610145667, 'n': 37, 'trace_an': 1466}
  • id: 155503037
    {'hecke_orbit_code': 18014398610145667, 'n': 38, 'trace_an': -13905}
  • id: 155503038
    {'hecke_orbit_code': 18014398610145667, 'n': 39, 'trace_an': 0}
  • id: 155503039
    {'hecke_orbit_code': 18014398610145667, 'n': 40, 'trace_an': -93211}
  • id: 155503040
    {'hecke_orbit_code': 18014398610145667, 'n': 41, 'trace_an': -10297}
  • id: 155503041
    {'hecke_orbit_code': 18014398610145667, 'n': 42, 'trace_an': 0}
  • id: 155503042
    {'hecke_orbit_code': 18014398610145667, 'n': 43, 'trace_an': 18490}
  • id: 155503043
    {'hecke_orbit_code': 18014398610145667, 'n': 44, 'trace_an': 36140}
  • id: 155503044
    {'hecke_orbit_code': 18014398610145667, 'n': 45, 'trace_an': 0}
  • id: 155503045
    {'hecke_orbit_code': 18014398610145667, 'n': 46, 'trace_an': 17991}
  • id: 155503046
    {'hecke_orbit_code': 18014398610145667, 'n': 47, 'trace_an': -48592}
  • id: 155503047
    {'hecke_orbit_code': 18014398610145667, 'n': 48, 'trace_an': 0}
  • id: 155503048
    {'hecke_orbit_code': 18014398610145667, 'n': 49, 'trace_an': 29458}
  • id: 155503049
    {'hecke_orbit_code': 18014398610145667, 'n': 50, 'trace_an': -983}
  • id: 155503050
    {'hecke_orbit_code': 18014398610145667, 'n': 51, 'trace_an': 0}
  • id: 155503051
    {'hecke_orbit_code': 18014398610145667, 'n': 52, 'trace_an': 14232}
  • id: 155503052
    {'hecke_orbit_code': 18014398610145667, 'n': 53, 'trace_an': -127165}
  • id: 155503053
    {'hecke_orbit_code': 18014398610145667, 'n': 54, 'trace_an': 0}
  • id: 155503054
    {'hecke_orbit_code': 18014398610145667, 'n': 55, 'trace_an': 106672}
  • id: 155503055
    {'hecke_orbit_code': 18014398610145667, 'n': 56, 'trace_an': 7780}
  • id: 155503056
    {'hecke_orbit_code': 18014398610145667, 'n': 57, 'trace_an': 0}
  • id: 155503057
    {'hecke_orbit_code': 18014398610145667, 'n': 58, 'trace_an': -10305}
  • id: 155503058
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  • id: 155503059
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  • id: 155503060
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  • id: 155503061
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  • id: 155503062
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  • id: 155503063
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  • id: 155503064
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  • id: 155503065
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  • id: 155503066
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  • id: 155503067
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  • id: 155503068
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  • id: 155503069
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  • id: 155503070
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  • id: 155503071
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  • id: 155503072
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  • id: 155503073
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  • id: 155503074
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  • id: 155503075
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  • id: 155503076
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  • id: 155503077
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  • id: 155503078
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  • id: 155503079
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  • id: 155503080
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  • id: 155503081
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  • id: 155503082
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  • id: 155503083
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  • id: 155503084
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  • id: 155503085
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  • id: 155503086
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  • id: 155503087
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  • id: 155503088
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  • id: 155503089
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  • id: 155503090
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  • id: 155503091
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  • id: 155503092
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  • id: 155503093
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  • id: 155503094
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  • id: 155503095
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  • id: 155503096
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  • id: 155503097
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  • id: 155503098
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  • id: 155503099
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  • id: 155503100
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  • id: 155503101
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  • id: 155503102
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  • id: 155503103
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  • id: 155503104
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  • id: 155503105
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  • id: 155503106
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  • id: 155503107
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  • id: 155503108
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  • id: 155503109
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  • id: 155503110
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  • id: 155503111
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  • id: 155503112
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  • id: 155503113
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  • id: 155503114
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  • id: 155503115
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  • id: 155503116
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  • id: 155503117
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  • id: 155503118
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  • id: 155503119
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  • id: 155503120
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  • id: 155503121
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  • id: 155503122
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  • id: 155503123
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  • id: 155503124
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  • id: 155503125
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  • id: 155503126
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  • id: 155503127
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  • id: 155503128
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  • id: 155503129
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  • id: 155503130
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  • id: 155503131
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  • id: 155503132
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  • id: 155503133
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  • id: 155503134
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  • id: 155503135
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  • id: 155503136
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  • id: 155503137
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  • id: 155503138
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  • id: 155503139
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  • id: 155503140
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  • id: 155503141
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  • id: 155503142
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  • id: 155503143
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  • id: 155503144
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  • id: 155503145
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  • id: 155503146
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  • id: 155503147
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  • id: 155503148
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  • id: 155503149
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  • id: 155503150
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  • id: 155503151
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  • id: 155503152
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  • id: 155503153
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  • id: 155503154
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  • id: 155503155
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  • id: 155503156
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  • id: 155503157
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  • id: 155503158
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  • id: 155503159
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  • id: 155503160
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  • id: 155503161
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  • id: 155503162
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  • id: 155503163
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  • id: 155503164
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  • id: 155503165
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  • id: 155503166
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  • id: 155503167
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  • id: 155503168
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  • id: 155503169
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  • id: 155503170
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  • id: 155503171
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  • id: 155503172
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  • id: 155503173
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  • id: 155503174
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  • id: 155503175
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  • id: 155503176
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  • id: 155503177
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  • id: 155503178
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  • id: 155503179
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  • id: 155503180
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  • id: 155503181
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  • id: 155503182
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  • id: 155503183
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  • id: 155503184
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  • id: 155503185
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  • id: 155503186
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  • id: 155503187
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  • id: 155503188
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  • id: 155503189
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  • id: 155503190
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  • id: 155503191
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  • id: 155503192
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  • id: 155503193
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  • id: 155503194
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  • id: 155503195
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  • id: 155503196
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  • id: 155503197
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  • id: 155503198
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  • id: 155503199
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  • id: 155503200
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  • id: 155503201
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  • id: 155503202
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  • id: 155503203
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  • id: 155503204
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  • id: 155503205
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  • id: 155503206
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  • id: 155503207
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  • id: 155503208
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  • id: 155503209
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  • id: 155503210
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  • id: 155503211
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  • id: 155503212
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  • id: 155503213
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  • id: 155503214
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  • id: 155503215
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  • id: 155503216
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  • id: 155503217
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  • id: 155503218
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  • id: 155503219
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  • id: 155503220
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  • id: 155503221
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  • id: 155503222
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  • id: 155503223
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  • id: 155503225
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  • id: 155503234
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  • id: 155503237
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  • id: 155503244
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  • id: 155503246
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  • id: 155503252
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