Embedded newform data - 90.12.c.a.19.3

Formats: - HTML - YAML - JSON - 2025-11-08T07:55:40.565097

• 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': 12960, 'analytic_conductor': 69.150886250363, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'cm_discs': [], 'conrey_index': 19, 'dim': 4, 'field_disc': 20394256, 'field_disc_factorization': [[2, 4], [1129, 2]], 'field_poly': [79524, 0, 565, 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': [[7, [31477194981714496, 0, 414560372, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137640280154, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 200, 'hecke_ring_index_factorization': [[2, 3], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '90.12.c.a', 'level': 90, '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, 5], 'level_radical': 30, 'minimal_twist': '30.12.c.a', 'nf_label': '4.0.20394256.1', 'prim_orbit_index': 2, 'qexp_display': 'q+8\\beta _{1}q^{2}-2^{10}q^{4}+(-1205-430\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.12.c', 'trace_display': [0, 0, -4950, 0], 'trace_hash': 1344951932175100471, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.825', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.442', 'prec': 17}, {'__RealLiteral__': 0, 'data': '74.310', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1959.165', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [4, 0, 0, -4096, -4950, 0, 0, 0, 0, 228800, 452052, 0, 0, -1775232, 0, 4194304, 0, 0, 36378480, 5068800, 0, 0, 0, 0, 55440000, 56098944, 0, 0, -257619420, 0, -300753272, 0, 0, 253100672, 157589100, 0, 0, 0, 0, -234291200, -875749968, 0, 0, -462901248, 0, -270485504, 0, 0, 7080186228, 4717440000, 0, 0, 0, 0, -1003393600, 1817837568, 0, 0, 15671542860, 0, -361352152, 0, 0, -4294967296, -12072791700, 0, 0, 0, 0, -503718400, -422314488, 0, 0, 3000094848, 0, -37251563520, 0, 0, -1904696280, -5190451200, 0, 0, 0, 0, 79162796900, 49155623424, 0, 0, 67118824440, 0, 33451420248, 0, 0, 201866497792, -63907668000, 0, 0, 0, 0, -56770560000, 329611366692, 0, 0, -57445318656, 0, -200426611584, 0, 0, 47385209840, 16021526400, 0, 0, 0, 0, 332345732200, 263802286080, 0, 0, 14321218824, 0, -1088505960868, 0, 0, 307971350528, -1076095968750, 0, 0, 0, 0, 343764460800, 2716847046972, 0, 0, -1262633455872, 0, -259175088128, 0, 0, 876195957560, -161371238400, 0, 0, 0, 0, 3109697959500, 1185391989504, 0, 0, 1845343980900, 0, -2481290395592, 0, 0, -190569871616, -4493265341400, 0, 0, 0, 0, 239914188800, -441516390768, 0, 0, 896767967232, 0, -4528913483264, 0, 0, 5002227229132, -4625784345600, 0, 0, 0, 0, 2201668330000, 474010877952, 0, 0, -6766776196020, 0, -17820642843472, 0, 0, 276977156096, -6513796008900, 0, 0, 0, 0, 1662378432000, 11661330976632, 0, 0, 7772629598208, 0, -7250110697472, 0, 0, 23005571759400, -4830658560000, 0, 0, 0, 0, -1062455109100, 1681437561984, 0, 0, 4181567473440, 0, -7694398969752, 0, 0, -3467666439168, -20094612514200, 0, 0, 0, 0, 1027475046400, 11125777014792, 0, 0, -1861465669632, 0, 5742931222656, 0, 0, 2965009018720, -14328653932800, 0, 0, 0, 0, -12971555135600, -16047659888640, 0, 0, 53543521662840, 0, 19834992601768, 0, 0, 370024603648, -11102616556650, 0, 0, 0, 0, -8640203000000, -42114433278708, 0, 0, 20718025365888, 0, 4398046511104, 0, 0, 7787499389816, 12362538700800, 0, 0, 0, 0, -13862852514300, -15717290480640, 0, 0, 127218711473820, 0, 71877860859688, 0, 0, 22034331015552, 8463138007500, 0, 0, 0, 0, 515807641600, -67989415085928, 0, 0, 432450035712, 0, 4801583331072, 0, 0, -30856345929572, 47093203872000, 0, 0, 0, 0, -119004186778000, -3072097124352, 0, 0, 53320379183856, 0, 39038693640208, 0, 0, 38145601044480, 91220954516100, 0, 0, 0, 0, -124991462886400, -332126974584648, 0, 0, 104234118979968, 0, 1950408990720, 0, 0, -39505056287760, 5315022028800, 0, 0, 0, 0, -88646559210000, -99356464371456, 0, 0, 89223296516064, 0, 306569939478928, 0, 0, -2161387888128, 12103296933600, 0, 0, 0, 0, -81062704025600, -15874594163136, 0, 0, -50335358386176, 0, 249417072423296, 0, 0, 16421971495400, -11236903920000, 0, 0, 0, 0, -31680140151600, -68729676226560, 0, 0, 143149953839760, 0, -132120518853676, 0, 0, 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0, -351339115452120, 0, -1033637041202472, 0, 0, 1114630103928832, -1025628584864400, 0, 0, 0, 0, 353127021729600, 2202767415211932, 0, 0, 444749772487680, 0, -315362662940672, 0, 0, -613663584319200, 1101922272000000, 0, 0, 0, 0, 2132103917491900, 24024512475648, 0, 0, 511699751401860, 0, 762788224678768, 0, 0, -996349202199168, -109247050154700, 0, 0, 0, 0, -352014807859200, -385104499171488, 0, 0, -2782051376099328, 0, 904247308128256, 0, 0, 2032587196488412, 1406290157683200, 0, 0, 0, 0, -2420958836988600, 1292936658812928, 0, 0, 808868385201564, 0, 2302213116867568, 0, 0, 265395290243072, 194148167620500, 0, 0, 0, 0, 506684544320000, -2785028327596800, 0, 0, 614685372674688, 0, -897224660541440, 0, 0, -3386590856045136, 165244148121600, 0, 0, 0, 0, -3918325654968300, -4895341457953536, 0, 0, 167868528448320, 0, 1855428576499888, 0, 0, 437267919679744, 1164537144360000, 0, 0, 0, 0, -3184330710528000, -1751556935387088, 0, 0, -1213841397252096, 0, 12724745794176, 0, 0, -1964549836141440, -1310346818928000, 0, 0, 0, 0, -1719944361269200, -1889632236441600, 0, 0, -2876519807197200, 0, 5580734583961808, 0, 0, 2540841365086208, 1246675272613650, 0, 0, 0, 0, 1990319041033600, -3029933352319488, 0, 0, 9158934952378368, 0, 195143548534784, 0, 0, -2750637103224920, 4601103709593600, 0, 0, 0, 0, -2156069485937500, -10980452634022656, 0, 0, 10174175095365864, 0, 8112217408558328, 0, 0, -8005037566918528, -2080448914482900, 0, 0, 0, 0, -245672129331200, -5536234864903968, 0, 0, 452112784146432, 0, 2984965880202240, 0, 0, 2141946194810680, -1267743810960000, 0, 0, 0, 0, -6650885284251600, -918290398445568, 0, 0, 3625888036168260, 0, -2025457359522952, 0, 0, 4637607406862336, 1227950233524000, 0, 0, 0, 0, 4263117057913600, -378795260864376, 0, 0, 12583910122184448, 0, -5122280682631168, 0, 0, 3973304030275936, 4736803169894400, 0, 0, 0, 0, -7982218513952100, -6599444931360000, 0, 0, -1174109299759224, 0, 44502218366368, 0, 0, -4359599470430208, 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6700088691705600, 66797404322631552, 0, 0, 14803420252819968, 0, -3036169235169280, 0, 0, -35112741756883320, 14672541627187200, 0, 0, 0, 0, -20519525996570000, -77885058634390656, 0, 0, -61894793871292320, 0, 64762399631054160, 0, 0, -38477644388579328, 8657323159498200, 0, 0, 0, 0, 13282872458854400, -21357831492738468, 0, 0, 16432803725967360, 0, 2569687014298112, 0, 0, -54337050674099856, 41778103161600000, 0, 0, 0, 0, -96919737389733600, -54828566182748160, 0, 0, 16451242321697784, 0, 119490381937921572, 0, 0, -20311032424210432, 49664773261675800, 0, 0, 0, 0, 17719705429465600, 78700274525112012, 0, 0, 54589436565637248, 0, -378905194135552, 0, 0, 1589241631793720, 11369079354009600, 0, 0, 0, 0, -17768825038684100, -117230628318312960, 0, 0, 99538900971883776, 0, 96276739626120568, 0, 0, 916695077128704, -7868973567465000, 0, 0, 0, 0, 8847567872000000], 'weight': 12, '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, 0.7071067811865476], [0.0, 0.0], [-0.5, 0.0], [-0.9584820200784757, 0.2851529715543649], [0.0, 0.0], [0.0, 0.22499605403215286], [0.0, -0.3535533905932738], [0.0, 0.0], [-0.20163359986158613, -0.6777491360428708], [0.24963479131678837, 0.0], [0.0, 0.0], [0.0, 0.11423593866451469], [-0.15909623554635013, 0.0], [0.0, 0.0], [0.25, 0.0], [0.0, -1.3918045062705882], [0.0, 0.0], [0.9227683730649556, 0.0], [0.47924101003923786, -0.14257648577718246], [0.0, 0.0], [0.0, 0.1765184537601897], [0.0, -0.6112462742626272], [0.0, 0.0], [0.8373755656274311, -0.5466279924136157], [-0.08077700688488886, 0.0], [0.0, 0.0], [0.0, -0.11249802701607643], [-1.7399771658978949, 0.0], [0.0, 0.0], [0.9258738827845198, 0.0], [0.0, 0.1767766952966369], [0.0, 0.0], [0.9841544044699275, 0.0], [-0.06415829339527485, -0.21565467237842376], [0.0, 0.0], [0.0, 0.9394848879880232], [0.0, 0.6524957740587081], [0.0, 0.0], [0.10081679993079307, 0.3388745680214354], 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-0.12831115937273269, 0.024835808420000542, -0.1411589074680263, -0.47941519257923687, -0.4387875653638586, 0.0945333304399453, -0.2569132111888374, -0.17086673313819686, 0.07046594035067655, -0.41010524988899755, 0.058696607396055006, -0.26711264167506826, -0.19029343680402608, -0.3497794622962167, 0.05348161672553677, -0.44511592772866954, -0.3921584720303395, -0.25321201587422754, -0.23225367082077222, -0.4503260803585605, -0.39199866043853365, 0.047111986318537344, -0.20091999548762474, -0.1934148102330751, 0.08064482675617697, 0.15495060022068055, -0.4558713159203792, -0.32202894358735845, -0.3288405522713392, -0.1598919991014147, -0.3414358233637111, 0.12185703779449773, -0.3569107313244846, -0.3113030459247309, 0.038332199780539936, -0.36245243474954153, -0.443850950947376, -0.14329113192732026, -0.2934095619919337, 0.05039465287923119, -0.4195584131182836, 0.05093084270869951, -0.26107995685511953, -0.3967641996895679, -0.057963814985348736, -0.3168327433501915, 0.013998120881320998, -0.18619980846960174, -0.25897463666166826, 0.026142462267397807, -0.429829534164471, -0.16044342504142006, -0.41489039435290426, -0.3298613861752449, -0.23647201925844316, -0.3083226089018661, 0.005283630663966897, 0.10662373409102113, -0.1718425913420597, -0.35262601871960203, -0.21355932921128015, 0.08527746885289607, -0.21719895101556388, 0.03745266808622081, -0.39114533623667747, -0.37812687834786657, -0.2510399345117123, 0.0739753944639673, 0.08193332345974548, -0.17080982568706995, 0.07302116937412761], 'char_orbit_index': 3, 'conrey_index': 19, 'dual_conrey_index': 19, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': -16.30029761641144, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 137640280154, 'label': '90.12.c.a.19.3', 'level': 90, 'weight': 12}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': 12960, 'analytic_conductor': 69.150886250363, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 190, 'dim': 28, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137640280154, 'hecke_orbit_dims': [4, 6, 6, 12], 'label': '90.12.c', 'level': 90, '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, 5], 'level_radical': 30, 'mf_dim': 206, 'mf_new_dim': 28, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 28, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 4446, 0], 'traces': [28, 0, 0, -28672, 4446, 0, 0, 0, 0, -28096, -658620, 0, 0, 4663296, 0, 29360128, 0, 0, 7709928, -4552704, 0, 0, 0, 0, -81876072, -53324928, 0, 0, -72925164, 0, 83419120, 0, 0, 185599616, 29153556, 0, 0, 0, 0, 28770304, -2717749584, 0, 0, 674426880, 0, 3311424640, 0, 0, -9365150412, 3799166976, 0, 0, 0, 0, -96478528, -4775215104, 0, 0, 2077040700, 0, 21317613584, 0, 0, -30064771072, 38234467332, 0, 0, 0, 0, -11009085568, -70914238920, 0, 0, 7257589632, 0, -7894966272, 0, 0, -27891079200, 4661968896, 0, 0, 0, 0, 34746385172, -98504064, 0, 0, -54892999008, 0, 58405785576, 0, 0, -5723630720, -80872970904, 0, 0, 0, 0, 83841097728, 134283955572, 0, 0, 54604726272, 0, 255322482048, 0, 0, -436286073736, -313257548160, 0, 0, 0, 0, -38528535680, 74675367936, 0, 0, 672187446504, 0, -1243737868636, 0, 0, -85421178880, -1135420936074, 0, 0, 0, 0, 38040622080, -489991231620, 0, 0, 1087659444096, 0, -190054006784, 0, 0, 762765545216, -29853241344, 0, 0, 0, 0, -622692808956, -2234009910528, 0, 0, 6198613331436, 0, 6370113465376, 0, 0, -1538417264384, -910151219952, 0, 0, 0, 0, -29460791296, -10816816142520, 0, 0, 2782975574016, 0, 2853877066624, 0, 0, -15865926927788, -1132691325696, 0, 0, 0, 0, 5418768964000, -690613125120, 0, 0, 18731022327756, 0, 12695196950528, 0, 0, -3390898831360, -8893668271788, 0, 0, 0, 0, 8702618248704, -14106302091576, 0, 0, 20070318316032, 0, 9589914021888, 0, 0, -33025304517744, -3890346983424, 0, 0, 0, 0, 19955109679316, -8660145924864, 0, 0, 62425747857600, 0, 10933974240192, 0, 0, -13218180081792, -55184092815024, 0, 0, 0, 0, 98794012672, -12961356253992, 0, 0, 4889820266496, 0, -3369051594624, 0, 0, -52997025393392, -32083961915520, 0, 0, 0, 0, 65401941458440, -2126889676800, 0, 0, 103232989380456, 0, -11339181067088, 0, 0, -21829236310016, -110624639571126, 0, 0, 0, 0, 32274717125824, -54025000593876, 0, 0, 86549055459840, 0, 30786325577728, 0, 0, -80073344142616, -39152094547968, 0, 0, 0, 0, 49436340499764, -51072806536704, 0, 0, 252704715620436, 0, 32568822592720, 0, 0, -60956369152128, -130683398580900, 0, 0, 0, 0, 11273303621632, -125846394623928, 0, 0, 72616180654080, 0, 13341157287168, 0, 0, -195321140871788, -57210233382144, 0, 0, 0, 0, 10164361609712, -7431771783168, 0, 0, 273054382518240, 0, 113719551780808, 0, 0, 8084445462528, -137990299712220, 0, 0, 0, 0, 82032874443776, -137936269489320, 0, 0, 136969064456832, 0, 28560465100800, 0, 0, -242576511912432, -4773856149504, 0, 0, 0, 0, 336463786920144, -124110719950464, 0, 0, 19113186726360, 0, -56242370000696, 0, 0, -249230704847232, -177134825269944, 0, 0, 0, 0, -35580298416128, 323647542596160, 0, 0, 100868161536, 0, -130985310400384, 0, 0, 497497474158776, 3468872330496, 0, 0, 0, 0, 373034930984736, 56210430984192, 0, 0, -427567824136656, 0, -2161039053844, 0, 0, -59807524429824, 102929290213032, 0, 0, 0, 0, -53455282676224, 739972979018136, 0, 0, -409829751394560, 0, 5860997857280, 0, 0, -76071820891184, 82813922205696, 0, 0, 0, 0, -1176747076769096, 68607926684928, 0, 0, -525102304278564, 0, -424007798980880, 0, 0, 1018706475144832, 334186478209008, 0, 0, 0, 0, -85853284073472, 102026519435016, 0, 0, -137506770505728, 0, 209293480454400, 0, 0, 805301915815192, 798298017722496, 0, 0, 0, 0, -58896834005168, -55915239702528, 0, 0, -1364966912187900, 0, -1199983129545272, 0, 0, -261450221617152, 1523846047752144, 0, 0, 0, 0, -1311731227702400, 589879221878880, 0, 0, -825630721431552, 0, 446756939505664, 0, 0, 4086468003218544, 320775729315840, 0, 0, 0, 0, -1152589399977644, -863214453400320, 0, 0, -3564461706106464, 0, 1273131818206840, 0, 0, 24294236922752, 2966143840124832, 0, 0, 0, 0, 39453220536320, 75882271047660, 0, 0, -76467576766464, 0, -175604448561280, 0, 0, -1190367147245960, 2314469739404160, 0, 0, 0, 0, -3318667295851512, -688319945220096, 0, 0, -3949745631596856, 0, -556726974196440, 0, 0, 1273587577483264, 780735706678512, 0, 0, 0, 0, -2126090879265600, 2629311171640236, 0, 0, -1615691434549248, 0, 87471287173120, 0, 0, 1359319275001128, 1162671038539776, 0, 0, 0, 0, 2490308401254580, -419003227514880, 0, 0, -4283579826716364, 0, -6521753247677168, 0, 0, -1438835800761984, 225778094380476, 0, 0, 0, 0, -38953597009920, 6810928368159672, 0, 0, 501751021178880, 0, 3402265426663552, 0, 0, 8366923858931116, 1739059977678336, 0, 0, 0, 0, 1061609725913376, -1113763270754304, 0, 0, -5124499797231540, 0, -391891994477504, 0, 0, 194615302946816, -1785176025898860, 0, 0, 0, 0, 1536732409369088, 5533131834698256, 0, 0, 2137007711221632, 0, -781071918301184, 0, 0, -10074582524679072, 30569719136256, 0, 0, 0, 0, -2679330257298300, -4429449312455808, 0, 0, 2186632072226592, 0, -1948985472156632, 0, 0, 2663309016150016, -8961966245415600, 0, 0, 0, 0, 637637436370944, -1442941238043432, 0, 0, 2287626148380672, 0, 7149729053649792, 0, 0, -1700429504332800, 3878658161481600, 0, 0, 0, 0, 13460508426596720, -6347380051390464, 0, 0, 10797398938382544, 0, -4030770816679432, 0, 0, -6522996188545024, -7720666485655626, 0, 0, 0, 0, -9939417764395904, 7962492872663280, 0, 0, 8168666420557440, 0, 1575339278729216, 0, 0, 18343013507347504, 931994849230848, 0, 0, 0, 0, 9997566153282428, -19104217089539328, 0, 0, 12970262054064888, 0, -1892011283596048, 0, 0, -7871647083766912, -13627537584321420, 0, 0, 0, 0, 30167850287104, 848103285526560, 0, 0, 11076419729940480, 0, 9761769866643456, 0, 0, -25022634820415768, 8229506885914752, 0, 0, 0, 0, -3858458796903552, -2849766987792384, 0, 0, 16926328480180212, 0, -5348886828573472, 0, 0, -2922370116222976, -27343345284926784, 0, 0, 0, 0, -1570974666390656, -4436577663602040, 0, 0, 19708410100997376, 0, 16246709174054912, 0, 0, -25151394434809760, 1159875917512704, 0, 0, 0, 0, 30307543866669996, -31838462068174848, 0, 0, 11092352289305112, 0, -4730352593587688, 0, 0, -16056624326155392, -31793159071022904, 0, 0, 0, 0, -5548819419136000, 34749752374540116, 0, 0, 707187840122880, 0, 21316653069793664, 0, 0, -4260843205920480, 14202250275075840, 0, 0, 0, 0, 34825750682193192, -19180566863622144, 0, 0, 3992130153954000, 0, -21703328222755936, 0, 0, -12999881677340672, -29648993841917244, 0, 0, 0, 0, -7251021737873408, 22442766454068624, 0, 0, 24420517766180352, 0, 3472280403312640, 0, 0, 1884754061115128, 9107116310310912, 0, 0, 0, 0, 12907461081264068, -53437563118214784, 0, 0, -3870994540402728, 0, 1376469838145120, 0, 0, -13463873384956416, -30932762194966752, 0, 0, 0, 0, -8911481086672896, 31695369627067272, 0, 0, 14444853341773824, 0, 28460235011143040, 0, 0, 6289430544523680, 45019493485240320, 0, 0, 0, 0, 16034832001834800, -20552005955616768, 0, 0, -2339117089149744, 0, -42190263172949424, 0, 0, -9820071958413312, -23894119465208388, 0, 0, 0, 0, -39830443445021184, 67833780686309448, 0, 0, 29064543714453888, 0, 33817911826169856, 0, 0, 32394020649713440, 3983715311026176, 0, 0, 0, 0, -28759381204914440, -104001301391837184, 0, 0, -59151371422635576, 0, -37551564965644928, 0, 0, -15088595009206016, 10567736932678776, 0, 0, 0, 0, -20434032311619584, 64598124409879572, 0, 0, 8867989427060736, 0, 81807416179238656, 0, 0, 56612445787810440, 104426659515927168, 0, 0, 0, 0, 17098883358582192, -63923965806182400, 0, 0, -77808732100484544, 0, -30614119063118564, 0, 0, -11196389621956608, -10462935824004474, 0, 0, 0, 0, -73714747437193344, 90869663947394880, 0, 0, 25556906560135680, 0, 13535416403755008, 0, 0, 82412474917171216, 56508511042584576, 0, 0, 0, 0, 2739904511503388, -129076128034032384, 0, 0, -103725647271511200, 0, -76670651532367536, 0, 0, 32240018865984000, -21329961128060004, 0, 0, 0, 0, -101165068976128, 108908223286234104, 0, 0, 13272428804087808, 0, 113963946925405056, 0, 0, 20197717515520208, 126139033276808832, 0, 0, 0, 0, -22702798413579712, -5007175952891904, 0, 0, -177482833106730912, 0, -173425464637433064, 0, 0, 3449908832894976, -30401289688701996, 0, 0, 0, 0, -108467576451416832, 181245583156618368, 0, 0, 5947177503960576, 0, 54268954002833408, 0, 0, 199177212936200880, 32853977001492480, 0, 0, 0, 0, 123520485397762768, -170340197717412864, 0, 0, -160025480635133664, 0, -143186099624395272, 0, 0, -87675479532908160, -22763926418541480, 0, 0, 0, 0, -66971588053442560, 304741997364654972, 0, 0, 2177935029043200, 0, 67173919515797504, 0, 0, 159400179936880464, 177343472374096896, 0, 0, 0, 0, 9057901551181008, -105710581125586944, 0, 0, -249228603287610696, 0, -64700422218882852, 0, 0, 11611321412698112, -93506121708919992, 0, 0, 0, 0, -74548992152717312, 331023757849180236, 0, 0, 26628556293533952, 0, 22353137981456384, 0, 0, -187938030813213736, 113279630920833024, 0, 0, 0, 0, 58264425374543260, -285477290260540416, 0, 0, -153823821439100760, 0, -325132913961064592, 0, 0, -28849229711780352, -136535401221784992, 0, 0, 0, 0, -33049310336843776], 'weight': 12, '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: 1654183
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137640280154, 'target_is_minimal': False, 'target_label': '90.12.c.a.19.3', 'target_level': 90, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 1654184
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137640280094, 'target_is_minimal': True, 'target_label': '30.12.c.a.19.2', 'target_level': 30, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 1654185
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137640280154, 'target_is_minimal': False, 'target_label': '90.12.c.a.19.1', 'target_level': 90, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 1654186
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 343798710512, 'target_is_minimal': False, 'target_label': '240.12.f.a.49.2', 'target_level': 240, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 12}
  • id: 1654187
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561193866625174, 'target_is_minimal': False, 'target_label': '150.12.a.r.1.2', 'target_level': 150, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 1654188
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996475031702, 'target_is_minimal': False, 'target_label': '150.12.a.k.1.1', 'target_level': 150, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 12}
  • id: 1654189
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280094, 'target_is_minimal': True, 'target_label': '30.12.c.a.19.4', 'target_level': 30, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 12}
  • id: 1654190
    {'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137640280154, 'source_is_minimal': False, 'source_label': '90.12.c.a.19.3', 'source_level': 90, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343798710512, 'target_is_minimal': False, 'target_label': '240.12.f.a.49.4', 'target_level': 240, 'twist_class_label': '30.12.c.a.19.2', 'twist_class_level': 30, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 273450
    {'charpoly_factorization': [[[1024, 0, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 2}
  • id: 273451
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 137640280154, 'p': 3}
  • id: 273452
    {'charpoly_factorization': [[[2384185791015625, 241699218750, -15468750, 4950, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 5}
  • id: 273453
    {'charpoly_factorization': [[[31477194981714496, 0, 414560372, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 7}
  • id: 273454
    {'charpoly_factorization': [[[12358695944, -226026, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 11}
  • id: 273455
    {'charpoly_factorization': [[[24786453585406381756416, 0, 1083207173508, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 13}
  • id: 273456
    {'charpoly_factorization': [[[1167326807193211847342771776, 0, 83971965580052, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 17}
  • id: 273457
    {'charpoly_factorization': [[[81964096704000, -18189240, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 19}
  • id: 273458
    {'charpoly_factorization': [[[189862376520627407103001989376, 0, 889325917583648, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 23}
  • id: 273459
    {'charpoly_factorization': [[[-12181255931376000, 128809710, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 29}
  • id: 273460
    {'charpoly_factorization': [[[-43974506053546976, 150376636, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 31}
  • id: 273461
    {'charpoly_factorization': [[[30839521822989409620531895177851136, 0, 353421104351538212, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 37}
  • id: 273462
    {'charpoly_factorization': [[[38277164568997964, 437874984, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 41}
  • id: 273463
    {'charpoly_factorization': [[[1366609881728175091602452430608855296, 0, 2927952780001610528, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 43}
  • id: 273464
    {'charpoly_factorization': [[[6123718371871420567203603013781487616, 0, 4999521130282034192, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 47}
  • id: 273465
    {'charpoly_factorization': [[[86879415835312543713667825966971456, 0, 10396837008257342868, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 53}
  • id: 273466
    {'charpoly_factorization': [[[-5451492459067239400, -7835771430, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 59}
  • id: 273467
    {'charpoly_factorization': [[[-17266128709130624156, 180676076, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 61}
  • id: 273468
    {'charpoly_factorization': [[[6785379738001817211842404590769558168576, 0, 224472709060335353552, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 67}
  • id: 273469
    {'charpoly_factorization': [[[-2162882402789193216, 211157244, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 71}
  • id: 273470
    {'charpoly_factorization': [[[30218143342946592332779213177878775653376, 0, 690722548457819789648, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 73}
  • id: 273471
    {'charpoly_factorization': [[[-337473870926657976000, 952348140, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 79}
  • id: 273472
    {'charpoly_factorization': [[[1134224536454691045546444495921355883796736, 0, 2877582793381408822688, 0, 1], 1]], 'hecke_orbit_code': 137640280154, 'p': 83}
  • id: 273473
    {'charpoly_factorization': [[[-5156038085899448227900, -33559412220, 1], 2]], 'hecke_orbit_code': 137640280154, 'p': 89}
  • id: 273474
    {'charpoly_factorization': [[[4653731774246180660074715236355696947695616, 0, 10434953826670152152192, 0, 1], 1]], 'hecke_orbit_code': 137640280154, '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': 3, 'hecke_orbit': 1, 'label': '90.12.c.a', 'level': 90, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6204673
    {'hecke_orbit_code': 137640280154, 'n': 1, 'trace_an': 4}
  • id: 6204674
    {'hecke_orbit_code': 137640280154, 'n': 2, 'trace_an': 0}
  • id: 6204675
    {'hecke_orbit_code': 137640280154, 'n': 3, 'trace_an': 0}
  • id: 6204676
    {'hecke_orbit_code': 137640280154, 'n': 4, 'trace_an': -4096}
  • id: 6204677
    {'hecke_orbit_code': 137640280154, 'n': 5, 'trace_an': -4950}
  • id: 6204678
    {'hecke_orbit_code': 137640280154, 'n': 6, 'trace_an': 0}
  • id: 6204679
    {'hecke_orbit_code': 137640280154, 'n': 7, 'trace_an': 0}
  • id: 6204680
    {'hecke_orbit_code': 137640280154, 'n': 8, 'trace_an': 0}
  • id: 6204681
    {'hecke_orbit_code': 137640280154, 'n': 9, 'trace_an': 0}
  • id: 6204682
    {'hecke_orbit_code': 137640280154, 'n': 10, 'trace_an': 228800}
  • id: 6204683
    {'hecke_orbit_code': 137640280154, 'n': 11, 'trace_an': 452052}
  • id: 6204684
    {'hecke_orbit_code': 137640280154, 'n': 12, 'trace_an': 0}
  • id: 6204685
    {'hecke_orbit_code': 137640280154, 'n': 13, 'trace_an': 0}
  • id: 6204686
    {'hecke_orbit_code': 137640280154, 'n': 14, 'trace_an': -1775232}
  • id: 6204687
    {'hecke_orbit_code': 137640280154, 'n': 15, 'trace_an': 0}
  • id: 6204688
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  • id: 6204890
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  • id: 6204891
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  • id: 6204892
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  • id: 6204893
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  • id: 6204894
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  • id: 6204895
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  • id: 6204896
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  • id: 6204897
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  • id: 6204898
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  • id: 6204899
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  • id: 6204900
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  • id: 6204901
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  • id: 6204902
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  • id: 6204903
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  • id: 6204904
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  • id: 6204905
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  • id: 6204906
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  • id: 6204907
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  • id: 6204908
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  • id: 6204909
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  • id: 6204910
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  • id: 6204911
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  • id: 6204912
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  • id: 6204913
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  • id: 6204914
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  • id: 6204915
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  • id: 6204916
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  • id: 6204917
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  • id: 6204918
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  • id: 6204919
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  • id: 6204920
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  • id: 6204921
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  • id: 6204922
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  • id: 6204923
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  • id: 6204924
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  • id: 6204925
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  • id: 6204926
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  • id: 6204927
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  • id: 6204928
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  • id: 6204929
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  • id: 6204930
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