Newform data - 45.12.b.c

Formats: - HTML - YAML - JSON - 2025-02-11T00:00:28.122334

• 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': 6480, 'analytic_conductor': 34.5754431251815, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [45, 2, [11, 37], [2, 1]], 'cm_discs': [], 'conrey_index': 19, 'dim': 8, 'field_disc': 29996877007718205018835206400, 'field_disc_factorization': [[2, 8], [5, 2], [7, 6], [89, 2], [127, 4], [4397, 2]], 'field_poly': [2557326711753, -44751025314, 1329030846, -237717036, 8073323, 91460, -5706, -2, 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': [[2, [2848000, 0, 6340, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268175544365, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1088391168000000000, 'hecke_ring_index_factorization': [[2, 20], [3, 12], [5, 9]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 15, 4, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0], [1, 1, 3, 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': True, 'label': '45.12.b.c', 'level': 45, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '45.12.b.c', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-1122+\\beta _{3})q^{4}+(46\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.12.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 801714700795060026, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.668', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.231', 'prec': 17}, {'__RealLiteral__': 0, 'data': '503.273', 'prec': 24}, {'__RealLiteral__': 0, 'data': '349.391', 'prec': 24}, {'__RealLiteral__': 0, 'data': '57992.419', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.761', 'prec': 17}, 'traces': [8, 0, 0, -8976, 0, 0, 0, 0, 0, -1155800, 0, 0, 0, 0, 0, 15740992, 0, 0, 61220032, 0, 0, 0, 0, 0, 184187000, 0, 0, 0, 0, 0, 279698464, 0, 0, 309623120, 0, 0, 0, 0, 0, -62144800, 0, 0, 0, 0, 0, -13964841760, 0, 0, -1596098056, 0, 0, 0, 0, 0, 15819804000, 0, 0, 0, 0, 0, -4923969584, 0, 0, 40933220096, 0, 0, 0, 0, 0, 44585352000, 0, 0, 0, 0, 0, -128254720704, 0, 0, 87780965728, 0, 0, 0, 0, 0, -9845896400, 0, 0, 0, 0, 0, 71755992000, 0, 0, -460752353440, 0, 0, 0, 0, 0, -491813454000, 0, 0, 0, 0, 0, 246881491280, 0, 0, 1011693015088, 0, 0, 0, 0, 0, -138511932800, 0, 0, 0, 0, 0, 1786444291112, 0, 0, 837054964992, 0, 0, 0, 0, 0, -2062724328000, 0, 0, 0, 0, 0, -1183251913280, 0, 0, -901548147968, 0, 0, 0, 0, 0, -1426960836000, 0, 0, 0, 0, 0, -8315508357536, 0, 0, 12048614928000, 0, 0, 0, 0, 0, -2599045065600, 0, 0, 0, 0, 0, -8384808546880, 0, 0, 10283590488296, 0, 0, 0, 0, 0, -5979806280000, 0, 0, 0, 0, 0, -672962280176, 0, 0, 34725034445440, 0, 0, 0, 0, 0, -9887166407200, 0, 0, 0, 0, 0, -17713823757168, 0, 0, 33927218117728, 0, 0, 0, 0, 0, -40203508968000, 0, 0, 0, 0, 0, -43956821412224, 0, 0, 62148343388480, 0, 0, 0, 0, 0, -105551833968000, 0, 0, 0, 0, 0, 19820062147280, 0, 0, 38783861429392, 0, 0, 0, 0, 0, -32584489083200, 0, 0, 0, 0, 0, 32289543686416, 0, 0, 220678829578848, 0, 0, 0, 0, 0, -119636827925000, 0, 0, 0, 0, 0, -166846620367872, 0, 0, 189939328488000, 0, 0, 0, 0, 0, -74531619551600, 0, 0, 0, 0, 0, -31864574910944, 0, 0, 246948466012400, 0, 0, 0, 0, 0, -220694227488000, 0, 0, 0, 0, 0, -263852970192000, 0, 0, 259039238634024, 0, 0, 0, 0, 0, -49812284844000, 0, 0, 0, 0, 0, -263549817216000, 0, 0, 132132909824768, 0, 0, 0, 0, 0, -20269094358400, 0, 0, 0, 0, 0, -276743396006016, 0, 0, 292441992696000, 0, 0, 0, 0, 0, -182052181080000, 0, 0, 0, 0, 0, 139540528091776, 0, 0, 673815857790560, 0, 0, 0, 0, 0, -90621547231200, 0, 0, 0, 0, 0, 983490758303600, 0, 0, -371348679061328, 0, 0, 0, 0, 0, -131012209944000, 0, 0, 0, 0, 0, -401844447902424, 0, 0, -623975395680000, 0, 0, 0, 0, 0, -93571037784000, 0, 0, 0, 0, 0, 249245948383360, 0, 0, -1312187091560768, 0, 0, 0, 0, 0, 714920061240000, 0, 0, 0, 0, 0, 406524573441920, 0, 0, -1239496707576880, 0, 0, 0, 0, 0, 418301267128000, 0, 0, 0, 0, 0, 891595586448000, 0, 0, 113824005269392, 0, 0, 0, 0, 0, 367910525233600, 0, 0, 0, 0, 0, 1010431433573104, 0, 0, -3077267527200320, 0, 0, 0, 0, 0, 3448167714432000, 0, 0, 0, 0, 0, 113365335778464, 0, 0, -1525074450877472, 0, 0, 0, 0, 0, 2806960141440000, 0, 0, 0, 0, 0, -1036014355152000, 0, 0, -3021985226835520, 0, 0, 0, 0, 0, 2567886438417600, 0, 0, 0, 0, 0, 1996939022879600, 0, 0, -1409977170000000, 0, 0, 0, 0, 0, 1704342686008000, 0, 0, 0, 0, 0, 2797252920000, 0, 0, -9651694448147664, 0, 0, 0, 0, 0, -110735034439400, 0, 0, 0, 0, 0, 324769588775936, 0, 0, -1666347975815552, 0, 0, 0, 0, 0, 466327339884000, 0, 0, 0, 0, 0, 2861712473760000, 0, 0, 243219593125040, 0, 0, 0, 0, 0, 2871044118432000, 0, 0, 0, 0, 0, 6836402664518240, 0, 0, -4973219526012744, 0, 0, 0, 0, 0, 5943684333894400, 0, 0, 0, 0, 0, 2480735794478416, 0, 0, -1525965303740160, 0, 0, 0, 0, 0, -7644202851600000, 0, 0, 0, 0, 0, 7300051538488896, 0, 0, 6632785611648000, 0, 0, 0, 0, 0, -2410344521171600, 0, 0, 0, 0, 0, -11101167184010624, 0, 0, -2706007975776000, 0, 0, 0, 0, 0, -6965725295088000, 0, 0, 0, 0, 0, 1668022795690160, 0, 0, 950387167139456, 0, 0, 0, 0, 0, -2924734010184000, 0, 0, 0, 0, 0, -16845065264826896, 0, 0, 26635255218849792, 0, 0, 0, 0, 0, 4476587880496400, 0, 0, 0, 0, 0, -10906874298432000, 0, 0, 4121089067688448, 0, 0, 0, 0, 0, -7769232749875000, 0, 0, 0, 0, 0, -12035357237061344, 0, 0, 9251583567820400, 0, 0, 0, 0, 0, -13664416105894400, 0, 0, 0, 0, 0, 3889333826054080, 0, 0, 33969861964584000, 0, 0, 0, 0, 0, 3445147985076000, 0, 0, 0, 0, 0, -8255948750040176, 0, 0, 35284139972926720, 0, 0, 0, 0, 0, -40411694747088000, 0, 0, 0, 0, 0, -2519400008204112, 0, 0, 36053429861232000, 0, 0, 0, 0, 0, 12677179365322000, 0, 0, 0, 0, 0, -19928804578730816, 0, 0, 4362144163082240, 0, 0, 0, 0, 0, -34298889942240000, 0, 0, 0, 0, 0, -6436299318421840, 0, 0, 355449303845392, 0, 0, 0, 0, 0, -6929282790360000, 0, 0, 0, 0, 0, -19627829048520000, 0, 0, 13961661291931872, 0, 0, 0, 0, 0, -65921756118624000, 0, 0, 0, 0, 0, 34298643069703680, 0, 0, 1437325073084032, 0, 0, 0, 0, 0, 8876652415596000, 0, 0, 0, 0, 0, 5504058111074464, 0, 0, -7195023419472000, 0, 0, 0, 0, 0, 7164947581916800, 0, 0, 0, 0, 0, 49267846022678240, 0, 0, 71459307191324368, 0, 0, 0, 0, 0, 742763247676000, 0, 0, 0, 0, 0, -64221790426416000, 0, 0, 682389730757056, 0, 0, 0, 0, 0, -15801585191588800, 0, 0, 0, 0, 0, 36500572228416384, 0, 0, 133910749076480, 0, 0, 0, 0, 0, 74027432081232000, 0, 0, 0, 0, 0, -82844240251370816, 0, 0, -86642829702576000, 0, 0, 0, 0, 0, 35629608049056000, 0, 0, 0, 0, 0, 102407708742192000, 0, 0, -53644378230277328, 0, 0, 0, 0, 0, 45621321792836800, 0, 0, 0, 0, 0, -47484801484310632, 0, 0, -60416146916446272, 0, 0, 0, 0, 0, 14404885666310000, 0, 0, 0, 0, 0, 15933943823322880, 0, 0, -38659438426386752, 0, 0, 0, 0, 0, 49474894683958000, 0, 0, 0, 0, 0, -82233366664176000, 0, 0, -156142805592083840, 0, 0, 0, 0, 0, 48336620746176000, 0, 0, 0, 0, 0, 99934562120381120, 0, 0, -26504959572504000, 0, 0, 0, 0, 0, 152346608668548000, 0, 0, 0, 0, 0, -43675544650617760, 0, 0, -132706478938464320, 0, 0, 0, 0, 0, -19877587465680000, 0, 0, 0, 0, 0, 225472517661482976, 0, 0, -60783106483977248, 0, 0, 0, 0, 0, 108419266148760000, 0, 0, 0, 0, 0, 7953656974451776, 0, 0, -109971299200533760, 0, 0, 0, 0, 0, 11662458605054400, 0, 0, 0, 0, 0, 498511046331648000, 0, 0, -128981799763488000, 0, 0, 0, 0, 0, 161691450795000000, 0, 0, 0, 0, 0, -170496697779858936, 0, 0, -351036139459640352, 0, 0, 0, 0, 0, -160674213965328000, 0, 0, 0, 0, 0, -51858731327046016, 0, 0, 125977032034560000, 0, 0, 0, 0, 0, 6071464127803600, 0, 0, 0, 0, 0, -133096393548678944, 0, 0, -191355249179808000, 0, 0, 0, 0, 0, 67257847753700000], 'weight': 12, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-1122, 0, 0, 1, 0, 0, 0, 0], [0, 46, 1, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -1, 0, 0], [0, -1348, 0, 0, 16, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-144475, 0, 0, 17, 0, 3, 0, 1], [0, 27, 55, 0, -27, 0, -1, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -1, 0, 5, 0, 2], [0, 76, 155, 0, -76, 0, -3, 0], [0, 0, 0, 0, 0, 0, 0, 0], [1967624, 0, 0, -196, 0, 0, 0, 0], [0, -12245, 0, 0, 237, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [7652504, 0, 0, -1034, 0, 0, 0, 0], [0, -91882, -1617, 0, 2100, 0, 25, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -57, 0, 742, 0, 114], [0, 551410, 0, 0, -4926, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [23023375, 0, 0, -5005, 0, -295, 0, 110], [0, -3564, -7175, 0, 3564, 0, 47, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -166, 0, 148, 0, 332], [0, -2543, -4970, 0, 2543, 0, -116, 0], [0, 0, 0, 0, 0, 0, 0, 0], [34962308, 0, 0, 19978, 0, 0, 0, 0], [0, -347376, 0, 0, 29632, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [38702890, 0, 0, -25517, 0, 0, 0, 0], [0, -1770965, -10415, 0, 55025, 0, -275, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 209, 0, 10723, 0, -418], [0, 10003820, 0, 0, -16544, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-7768100, 0, 0, -127748, 0, -13132, 0, -1044], [0, -70134, -139900, 0, 70134, 0, -368, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 1476, 0, -16432, 0, -2952], [0, -182584, -367170, 0, 182584, 0, 2002, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-1745605220, 0, 0, 827266, 0, 0, 0, 0], [0, 18151114, 0, 0, 114610, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-199512257, 0, 0, -338580, 0, 0, 0, 0], [0, 34126975, -306275, 0, 73500, 0, 875, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 2926, 0, -38404, 0, -5852], [0, -9863573, 0, 0, 848625, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [1977475500, 0, 0, -1525210, 0, 41985, 0, 2120], [0, -384144, -767900, 0, 384144, 0, -388, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -937, 0, 52022, 0, 1874], [0, -92647, -173815, 0, 92647, 0, -11479, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-615496198, 0, 0, 3734848, 0, 0, 0, 0], [0, -10467664, 0, 0, 319648, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [5116652512, 0, 0, -2408176, 0, 0, 0, 0], [0, 81184135, -316690, 0, 128525, 0, 600, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -23428, 0, -60358, 0, 46856], [0, 71650788, 0, 0, 77104, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [5573169000, 0, 0, -4550605, 0, 127430, 0, 5810], [0, -218622, -455070, 0, 218622, 0, 17826, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -31184, 0, 191756, 0, 62368], [0, -149492, -324465, 0, 149492, 0, 25481, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-16031840088, 0, 0, 8812652, 0, 0, 0, 0], [0, -474854760, 0, 0, -1640160, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [10972620716, 0, 0, -3094286, 0, 0, 0, 0], [0, 98403624, 2064644, 0, -411600, 0, -4900, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 59094, 0, -207364, 0, -118188], [0, 331754788, 0, 0, -7420020, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-1230737050, 0, 0, -1760989, 0, -171351, 0, -7742], [0, 5948416, 11993360, 0, -5948416, 0, 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0, -16432, 0, -2952], [0, 18151114, 0, 0, 114610, 0, 0, 0], [0, -9863573, 0, 0, 848625, 0, 0, 0], [0, -92647, -173815, 0, 92647, 0, -11479, 0], [-615496198, 0, 0, 3734848, 0, 0, 0, 0], [0, 0, 0, -23428, 0, -60358, 0, 46856], [0, -218622, -455070, 0, 218622, 0, 17826, 0], [0, 0, 0, -31184, 0, 191756, 0, 62368], [10972620716, 0, 0, -3094286, 0, 0, 0, 0], [0, 331754788, 0, 0, -7420020, 0, 0, 0], [0, 4887920, 9766920, 0, -4887920, 0, 8920, 0], [0, 0, 0, -36386, 0, 2102290, 0, 72772], [0, 925117, 1632010, 0, -925117, 0, 218224, 0], [0, 0, 0, -113232, 0, -1027487, 0, 226464], [0, -2445984020, 0, 0, -30778292, 0, 0, 0], [126461626886, 0, 0, 21672376, 0, 0, 0, 0], [0, -786511853, 0, 0, 32780845, 0, 0, 0], [0, 0, 0, -514536, 0, -1069413, 0, 1029072], [0, 5567313, 11951585, 0, -5567313, 0, -816959, 0], [0, -9735584975, 0, 0, -14070585, 0, 0, 0], [-112693518496, 0, 0, 109161954, 0, 0, 0, 0], [0, 15537173, 30893270, 0, -15537173, 0, 181076, 0], [-1039438544692, 0, 0, 300400902, 0, 0, 0, 0], [0, 0, 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407918428605, 0, -216720391841, 0, 25522355077, 0], [0, -30688969239845, 0, 0, -2116106854163, 0, 0, 0], [0, 449395323724702, 0, 0, 877966426830, 0, 0, 0], [-16637049193584868, 0, 0, -6165570915902, 0, 0, 0, 0], [0, 0, 0, 7760506651, 0, -781343492279, 0, -15521013302]], 'char_orbit_index': 2, 'field_poly': [2557326711753, -44751025314, 1329030846, -237717036, 8073323, 91460, -5706, -2, 1], 'hecke_orbit_code': 9007268175544365, 'hecke_ring_character_values': [[11, [1, 0, 0, 0, 0, 0, 0, 0]], [37, [-1, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 172348273373350953797325, 344696546746701907594650, 26668256313887199, 57449424457783651265775, 400023844708307985, 344696546746701907594650, 400023844708307985], 'hecke_ring_inverse_denominators': [1, 43200, 43200, 43200, 43200, 43200, 21600, 43200], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [10800, -4306, -261, 120, 34, 0, 1, 0], [61646400, -15942, 2133, -22346, -2682, -184, -33, 52], [-1296734400, -15585946, -574281, 483537, 255034, -9792, 4981, 126], [173789344800, 343003674, 17565309, -70314944, -11835546, 624584, -120009, 149248], [-6358599457200, -68263559344, -1792181664, 2162005395, 1108109056, -26065200, 14795584, -4788150], [279669788164800, 1390678373250, 35781123465, -106649559352, -21560898210, 1728017752, -270889605, 321701744], [-24257672457318000, -301238895158158, -5793814836243, 8984212832196, 3896956282462, -145662369216, 45830071063, -29883863352]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [9969846723593314964981487, -45588698781553471766985, 9317630921292899322399, -843304338213494071092, 6808713154049539001, 782075274734438338, -5834908595623790, -204272349772633], [415456345469859065334449091, -86611801754865680989002855, -980253315101110065426918, 52926669765788014593519, 20568611325212176618, -28120658903812881241, 148128459422228405, 6315037325663806], [31142739806898301890, -212241917483731710, -29788273836370260, 3146012086840110, -59489761647320, -2409355769170, 21933629000, 522596740], [184203304065312675556794876, -11061793395404391130836030, 496684113674154596588277, -21738623708762711226291, -223698268900768564577, 15040247709476651099, 28302322087408205, -2145076106080259], [-1725136416718983611244, 599365264895771761746, -34885194382578972780, -84545285308205790, 4192464903741200, -104365227890702, 4023377232856, 63224941064], [104690531981459522155034024091, -5521597331628860839265769855, -230723373109031415005013918, 6106406205566996064207519, 201910610979294302587618, 64541750309559278759, -51382358413559739595, -483942701406369194], [-149017815120584778353073, -3195900714793616133993, 78620090437537414290, 13550529489550889145, -296402933405867500, -8555783623628759, 116738896580452, 2019605839238]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '45.12.b.c', 'level': 45, 'maxp': 997, 'weight': 12}
• 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': 6480, 'analytic_conductor': 34.5754431251815, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [45, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 62, 'dim': 26, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68920803373, 'hecke_orbit_dims': [2, 4, 8, 12], 'label': '45.12.b', 'level': 45, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 70, 'mf_new_dim': 28, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 26, 'sturm_bound': 72, 'trace_bound': 1, 'trace_display': [0, 0, -2256, 0], 'traces': [26, 0, 0, -26556, -2256, 0, 0, 0, 0, -124736, 647904, 0, 0, -5716740, 0, 24506644, 0, 0, 10842664, 13171716, 0, 0, 0, 0, 45624926, 13472868, 0, 0, 242658912, 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-843982743952, 0, 0, 8458660378946, 6265720490232, 0, 0, 0, 0, -4302891590400, 22206620971356, 0, 0, -17566972845120, 0, -5166507374060, 0, 0, 18697084243600, 10865674120320, 0, 0, 0, 0, -12091859613304, 11608679594784, 0, 0, -51076426517328, 0, -6149034723228, 0, 0, 20264064243712, 55939266456072, 0, 0, 0, 0, -19981622285280, 9301711089684, 0, 0, -62191120924704, 0, -17431283521640, 0, 0, 26153973538112, 58044397804176, 0, 0, 0, 0, -41573977241976, 8368600406304, 0, 0, -141438104390340, 0, -12097809442792, 0, 0, 47179993045876, 117282349836840, 0, 0, 0, 0, -45186848130152, 38081665194876, 0, 0, -116872265966304, 0, 35021104192756, 0, 0, 124754095803912, 99974844597072, 0, 0, 0, 0, -74841210786176, 72701482144608, 0, 0, -251423043826788, 0, -120937690493532, 0, 0, 54319587474240, 214533455225508, 0, 0, 0, 0, -12861238345940, 171863537145600, 0, 0, -259965038006784, 0, -41850535489664, 0, 0, 210038365479176, 117451165996704, 0, 0, 0, 0, -163951986778200, 147402545565216, 0, 0, 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-2742832750336200, 0, 0, -7982568569500664, 11666282095968480, 0, 0, 0, 0, -6721461897639574, 2821670467880136, 0, 0, -24269917406404320, 0, -14757961136415008, 0, 0, 13076997936075152, 2107045864691568, 0, 0, 0, 0, -20661666822255572, 25338261435022560, 0, 0, -34401106970450640, 0, 4454014591302352, 0, 0, 30696310945833696, 21736102422282348, 0, 0, 0, 0, 12806824256203248, 21791061377191740, 0, 0, -29276516615824320, 0, -4889887275549068, 0, 0, -6184324896330584, 6262327933605600, 0, 0, 0, 0, -21888340436423592, 34360945172958912, 0, 0, -26762408614296024, 0, -10675602673369476, 0, 0, 16842746030696640, 36898418375233944, 0, 0, 0, 0, -7059499746714716, -28656273681033000, 0, 0, -24592836055577280, 0, -9898505669663864, 0, 0, 25278584588001008, 8433098427068304, 0, 0, 0, 0, 1312116841674000, 14141391876794592, 0, 0, -43162696178776572, 0, 6436244829017912, 0, 0, -4374683815479116, 52467980826428712, 0, 0, 0, 0, -8021194824550752, -33492565762419780, 0, 0, -24239405129536512, 0, 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43472231264809800, 0, 0, -47488287222563780, -16426683067560648, 0, 0, 0, 0, 19122163630321240, -44411118621484896, 0, 0, 11238637871926560, 0, -67527053154309730, 0, 0, 15368616180250080, -99762101569478256, 0, 0, 0, 0, 25055135291323448, 92344552487268480, 0, 0, 123904913410555320, 0, 83698476380661784, 0, 0, -44242534205800760, -68835865960415736, 0, 0, 0, 0, 41564399700447652, -206046598588250904, 0, 0, 24092546570383200, 0, -56104891280329824, 0, 0, -202537622238228800, -120314325751256400, 0, 0, 0, 0, -39350185750419336, 116463966270685056, 0, 0, 219552000839363736, 0, 56716426766012192, 0, 0, 31085957491950240, 35617526922293244, 0, 0, 0, 0, 99640720987236720, -160785176112774300, 0, 0, 93705230762815200, 0, 47386697577181400, 0, 0, -55379331585884864, -123869018698708800, 0, 0, 0, 0, 36080095060599480, 68545570475705088, 0, 0, 274208005308196320, 0, 35251658980389384, 0, 0, -81405506809532720, -79415268990834000, 0, 0, 0, 0, -8519993110510560, -336129460481181876, 0, 0, 74958752326041696, 0, -54107350790334248, 0, 0, 83925807381581072, -165588595530605472, 0, 0, 0, 0, 87422638676596872, 64720561888942080, 0, 0, 222134584995081876, 0, 338706991707777936, 0, 0, -75984514209164160, 87924073751349504, 0, 0, 0, 0, 118046170267632576, -240825837640168296, 0, 0, 60552754648712160, 0, -150533158263757926, 0, 0, -389463014719252416, -148200661033915872, 0, 0, 0, 0, -128015365186494432, 57188428600885920, 0, 0, 354827836332941652, 0, 9265720436003912, 0, 0, 267934802003420544, 39555113106543948, 0, 0, 0, 0, 37195161272181196, -309404454137850624, 0, 0, -72511272539024160, 0, 65391127382391232, 0, 0, -169112655291305520, -122978096707165392, 0, 0, 0, 0, 11280622533409028], 'weight': 12, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 36773
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '45.12.b.c', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '45.12.b.c', 'target_level': 45, 'twist_class_label': '45.12.b.c', 'twist_class_level': 45, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 36774
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '45.12.b.c', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '45.12.b.c', 'target_level': 45, 'twist_class_label': '45.12.b.c', 'twist_class_level': 45, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 36775
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '45.12.b.c', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '45.12.b.c', 'target_level': 45, 'twist_class_label': '45.12.b.c', 'twist_class_level': 45, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 36776
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '45.12.b.c', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '45.12.b.c', 'target_level': 45, 'twist_class_label': '45.12.b.c', 'twist_class_level': 45, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 36777
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '45.12.b.c', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '225.12.a.z', 'target_level': 225, 'twist_class_label': '45.12.b.c', 'twist_class_level': 45, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 36778
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '45.12.b.c', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '225.12.a.z', 'target_level': 225, 'twist_class_label': '45.12.b.c', 'twist_class_level': 45, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 152125
    {'charpoly_factorization': [[[2848000, 0, 6340, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 2}
  • id: 152126
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 9007268175544365, 'p': 3}
  • id: 152127
    {'charpoly_factorization': [[[5684341886080801486968994140625, 0, -219568014144897460937500, 0, 6182914558593750, 0, -92093500, 0, 1], 1]], 'hecke_orbit_code': 9007268175544365, 'p': 5}
  • id: 152128
    {'charpoly_factorization': [[[3913142661066240000, 0, 4353678000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 7}
  • id: 152129
    {'charpoly_factorization': [[[131794873599453120000000, 0, -1017234414000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 11}
  • id: 152130
    {'charpoly_factorization': [[[80262747454690967040000, 0, 1013423166000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 13}
  • id: 152131
    {'charpoly_factorization': [[[3574674735534347869618000, 0, 3783982956760, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 17}
  • id: 152132
    {'charpoly_factorization': [[[50861932029616, -15305008, 1], 4]], 'hecke_orbit_code': 9007268175544365, 'p': 19}
  • id: 152133
    {'charpoly_factorization': [[[1242246479113378017335987488000, 0, 3148924397331040, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 23}
  • id: 152134
    {'charpoly_factorization': [[[13026664740857766027664320000000, 0, -12529819160334000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 29}
  • id: 152135
    {'charpoly_factorization': [[[-1651663712548736, -69924616, 1], 4]], 'hecke_orbit_code': 9007268175544365, 'p': 31}
  • id: 152136
    {'charpoly_factorization': [[[24281543704294778069101501693440000, 0, 558947660876766000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 37}
  • id: 152137
    {'charpoly_factorization': [[[503796717827334007833930808320000000, 0, -1514234160859896000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 41}
  • id: 152138
    {'charpoly_factorization': [[[14240345885604788616709999165440000, 0, 3043911127057920000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 43}
  • id: 152139
    {'charpoly_factorization': [[[1899319687632567643169439407200288000, 0, 2756690950745705440, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 47}
  • id: 152140
    {'charpoly_factorization': [[[181916779133761774483267003113667618000, 0, 36999829299863458360, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 53}
  • id: 152141
    {'charpoly_factorization': [[[2296371196528815228112735524112320000000, 0, -107511726189113694000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 59}
  • id: 152142
    {'charpoly_factorization': [[[-100067163609221138396, 1230992396, 1], 4]], 'hecke_orbit_code': 9007268175544365, 'p': 61}
  • id: 152143
    {'charpoly_factorization': [[[73966872001436028048003888241355120640000, 0, 544207860482243832000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 67}
  • id: 152144
    {'charpoly_factorization': [[[16613504065593787259241484969835520000000, 0, -268997265381277944000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 71}
  • id: 152145
    {'charpoly_factorization': [[[50585091206665786521120583986222858240000, 0, 1031180193008568288000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 73}
  • id: 152146
    {'charpoly_factorization': [[[51452626113396336256, -21945241432, 1], 4]], 'hecke_orbit_code': 9007268175544365, 'p': 79}
  • id: 152147
    {'charpoly_factorization': [[[2999195034910560239427991306287388369408000, 0, 3475778245038566181760, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 83}
  • id: 152148
    {'charpoly_factorization': [[[11961403862419236238823682264268800000000000, 0, -6917183666068838400000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, 'p': 89}
  • id: 152149
    {'charpoly_factorization': [[[98490368697410800761227831228698316759040000, 0, 19904077092017386296000, 0, 1], 2]], 'hecke_orbit_code': 9007268175544365, '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': 2, 'hecke_orbit': 3, 'label': '45.12.b.c', 'level': 45, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29785045
    {'hecke_orbit_code': 9007268175544365, 'n': 1, 'trace_an': 8}
  • id: 29785046
    {'hecke_orbit_code': 9007268175544365, 'n': 2, 'trace_an': 0}
  • id: 29785047
    {'hecke_orbit_code': 9007268175544365, 'n': 3, 'trace_an': 0}
  • id: 29785048
    {'hecke_orbit_code': 9007268175544365, 'n': 4, 'trace_an': -8976}
  • id: 29785049
    {'hecke_orbit_code': 9007268175544365, 'n': 5, 'trace_an': 0}
  • id: 29785050
    {'hecke_orbit_code': 9007268175544365, 'n': 6, 'trace_an': 0}
  • id: 29785051
    {'hecke_orbit_code': 9007268175544365, 'n': 7, 'trace_an': 0}
  • id: 29785052
    {'hecke_orbit_code': 9007268175544365, 'n': 8, 'trace_an': 0}
  • id: 29785053
    {'hecke_orbit_code': 9007268175544365, 'n': 9, 'trace_an': 0}
  • id: 29785054
    {'hecke_orbit_code': 9007268175544365, 'n': 10, 'trace_an': -1155800}
  • id: 29785055
    {'hecke_orbit_code': 9007268175544365, 'n': 11, 'trace_an': 0}
  • id: 29785056
    {'hecke_orbit_code': 9007268175544365, 'n': 12, 'trace_an': 0}
  • id: 29785057
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  • id: 29785058
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  • id: 29785060
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  • id: 29785061
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  • id: 29785062
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  • id: 29785063
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  • id: 29785064
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  • id: 29785065
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  • id: 29785066
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  • id: 29785067
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  • id: 29785068
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  • id: 29785069
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  • id: 29785070
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  • id: 29785071
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  • id: 29785072
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  • id: 29785073
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  • id: 29785074
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  • id: 29785075
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  • id: 29785077
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  • id: 29785078
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  • id: 29785079
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  • id: 29785080
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  • id: 29785081
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  • id: 29785082
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  • id: 29785083
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  • id: 29785084
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  • id: 29785089
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  • id: 29785092
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  • id: 29785093
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  • id: 29785098
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  • id: 29785099
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  • id: 29785100
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  • id: 29785158
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  • id: 29785161
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  • id: 29785162
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  • id: 29785165
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  • id: 29785193
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  • id: 29785208
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