Newform data - 441.6.a.k

Formats: - HTML - YAML - JSON - 2025-07-16T18:08:49.429309

• 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': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [-10, 1]], [5, [56, 1]], [13, [-140, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996374368697, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '441.6.a.k', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '7.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+10q^{2}+68q^{4}-56q^{5}+360q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [10, 0, -56, 0], 'trace_hash': 1345700158357122969, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.946', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.851', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 10, 0, 68, -56, 0, 0, 360, 0, -560, -232, 0, 140, 0, 0, 1424, -1722, 0, 98, -3808, 0, -2320, -1824, 0, 11, 1400, 0, 0, -3418, 0, 7644, 2720, 0, -17220, 0, 0, -10398, 980, 0, -20160, -17962, 0, 10880, -15776, 0, -18240, 9324, 0, 0, 110, 0, 9520, -2262, 0, 12992, 0, 0, -34180, -2730, 0, -25648, 76440, 0, -18368, -7840, 0, -48404, -117096, 0, 0, 58560, 0, -68082, -103980, 0, 6664, 0, 0, 31784, -79744, 0, -179620, -20538, 0, 96432, 108800, 0, -83520, -50582, 0, 0, -124032, 0, 93240, -5488, 0, 58506, 0, 0, 748, 38696, 0, -53060, 50400, 0, -22620, 146324, 0, 92898, 129920, 0, 0, 83354, 0, 102144, -232424, 0, -27300, 0, 0, -107227, -256480, 0, 519792, 174384, 0, 60384, -270720, 0, -78400, -61586, 0, 0, -484040, 0, -619920, 204462, 0, 35406, 0, 0, 585600, -32480, 0, 191408, -680820, 0, -707064, 20226, 0, 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479859520, -575293194, 0, 115396960, -2556664, 0, -1296035760, 738623424, 0, 0, -605556620, 0, -1048058704, -620411058, 0, -1051854720, 0, 0, 712726560, -29387904, 0, -37535008, -1041362980, 0, 1372533120, -110140416, 0, -330490032, -1274004480, 0, 0, 75936208, 0, -132262928, 1081794560, 0, 1155103488, 0, 0, 801044944, -505552320, 0, 116695600, -688612582, 0, -414512952, -1284503200, 0, 493793280, -41950272, 0, 0, 763621504, 0, -300300, 10413480, 0, -300982262, 0, 0, 137027616, -763452984, 0, 296392992, 829178112, 0, 752292860, -556018432, 0, 561485904, -9678060, 0, 0, -182454666, 0, -836521434, 1029388896, 0, 792227520, 0, 0, -158473840, 319226180, 0, -77020608, 382926208, 0, -28765352, -577164240, 0, 132352180, 181359080, 0, 0, 143001600, 0, 568893696, 1222888884, 0, -421283520, 0, 0, -1643668200, 494044572, 0], 'weight': 6, '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], [10], [0], [68], [-56], [0], [0], [360], [0], [-560], [-232], [0], [140], [0], [0], [1424], [-1722], [0], [98], [-3808], [0], [-2320], [-1824], [0], [11], [1400], [0], [0], [-3418], [0], [7644], [2720], [0], [-17220], [0], [0], [-10398], [980], [0], [-20160], [-17962], [0], [10880], [-15776], [0], [-18240], [9324], [0], [0], [110], [0], [9520], [-2262], [0], [12992], [0], [0], [-34180], [-2730], [0], [-25648], [76440], [0], [-18368], [-7840], [0], [-48404], [-117096], [0], [0], [58560], [0], [-68082], [-103980], [0], [6664], [0], [0], [31784], [-79744], [0], [-179620], [-20538], [0], [96432], [108800], [0], [-83520], [-50582], [0], [0], [-124032], [0], [93240], [-5488], [0], [58506], [0], [0], [748]], 'ap': [[10], [0], [-56], [0], [-232], [140], [-1722], [98], [-1824], [-3418], [7644], [-10398], [-17962], [10880], [9324], [-2262], [-2730], [-25648], [-48404], [58560], [-68082], [31784], [-20538], [-50582], [58506], [38696], [-53060], [146324], [92898], [83354], [60384], [-61586], [204462], [35406], [20226], [70904], [-293524], [13192], [493612], [240716], [-294932], [336980], [-358264], [-989554], [990050], [840756], [1150732], [824264], [74382], [-1131956], [198726], [-482904], [-805910], [430738], [-1176910], [-1290976], [-1277556], [-1650544], [-1064090], [22342], [2495738], [-1931776], [459074], [667128], [111034], [68778], [-564448], [2077294], [53248], [2272004], [4006450], [-73784], [-1404312], [-1603234], [-4770120], [-2230788], [-4840242], [-995820], [3316050], [-3072734], [2814378], [3058022], [-1937496], [-3947902], [7417704], [-1402692], [590574], [-2904842], [-922684], [7182352], [-612570], [2603300], [5463088], [-1640900], [2997964], [-6894048], [2304764], [-12096042], [-5484430], [-6717994], [-5002352], [-9019606], [12405106], [-6488038], [-10228504], [-2653378], [-14304374], [-10026534], [7522920], [-3386250], [6908608], [-9688958], [7847418], [10197194], [-8362576], [-1102830], [-17135426], [-54964], [485166], [2721360], [2145248], [2927962], [-13499220], [5429724], [-20827982], [-23514066], [-19574670], [-26115180], [-15412628], [16986816], [2015112], [15138072], [7214008], [-10969726], [19244190], [-8211854], [18618656], [-26250070], [-10037300], [-14088390], [-18143342], [21366922], [17801736], [-16292124], [2084992], [-22784972], [22697500], [25289950], [10394734], [-43339944], [37165930], [9047850], [32967860], [-16109884], [-44728564], [6605184], [-30892984], [-4872154], [32500398], [-2640400], [40817920], [6719830], [-2789792], [33359382], [7600326], [-5797596], [12682496], [-14440048], [18092062], [22403444], [-34508244], [44165100], [30609120], [38484314], [44520700], [257138], [59523340], [22872926], [-4836048], [-20101648], [48438632], [8380722], [-8781526], [-55221334], [24112416], [49001372], [21272014], [46715858], [-21571406], [-24855572], [10607198], [23972940], [59591060], [8304660], [47556620], [-44726766], [-74355154], [23852154], [-28848582], [39241272], [-84534542], [44247364], [-38851680], [-3423994], [27462974], [8690528], [64587348], [100377000], [-48181758], [81147878], [34800798], [78811320], [-80858888], [119242438], [-26281192], [30786098], [-12981520], [-17168690], [-82294552], [-38844066], [39004298], [18673592], [107391406], [-40512328], [-73902850], [1292090], [-83139014], [111017416], [-33647936], [-129603576], [-60555662], [-104136298], [-128450320], [75229286], [-967806], [79222752], [31922618], [13235218], [-164366820], [-104915104], [-8644224], [5004594], [-107111424], [-44996402], [51457098], [40091884], [-96799696], [74500958], [19835824], [6698928], [-56812810], [-40764318], [148621136], [-191741578], [31644256], [95297884], [-30936982], [-21917322], [26097288], [52424722], [47141480], [80432728], [180053944], [-107736608], [-167100682], [128458246], [-195434598], [205197034], [40600156], [-91592698], [225295700], [-27045472], [-63156226], [-50706064], [83362958], [-183398768], [41668448], [-197576826], [121702270], [-219184042], [-230757352], [221800776], [-126392812], [-94076080], [175669858], [-109289184], [-66225662], [7902018], [-19624052], [-264054126], [64562210], [202322134], [222052554], [-308761362], [213825166], [-11334260], [-220325056], [-45937444], [141016610], [-167678210], [104608770], [-111088338], [204266560], [-284189992], [221365008], [-155685318], [88282704], [-4863432], [-58199488], [49163734], [-317400888], [-216655874], [-215030442], [-21138984], [-174142880], [220327030], [-85163694], [574272], [259941542], [131108766], [349363462], [-228141518], [336301056], [340445240], [-424471734], [-149519230], [243529360], [223287106], [78842368], [98475606], [23920390], [179971854], [140698852], [-178786566], [154289500], [94839262], [-224401630], [142325106], [34959526], [-167101228], [371490526], [331416202], [391310892], [69891712], [-398783522], [385410464], [41030612], [-133867016], [-427945224], [-16480912], [22770398], [-390482406], [387706898], [-367437084], [299869630], [191548322], [452285988], [59806278], [24271726], [-172440144], [-51410994], [-504028910], [-47305728], [-386245052], [-405410558], [470445238], [-295903636], [-285156080], [379937574], [30924732], [-50440194], [90990672], [574960146], [196823704], [87416662], [61511758], [251584856], [-300748826], [-226639434], [28085442], [-559059844], [-209207238], [-294887192], [-373394834], [-150627330], [-425925304], [-388792984], [537651128], [136029380], [-88376820], [548920990], [-372194088], [218913540], [717856006], [-229114568], [710761570], [-376944820], [610986726], [-104995812], [659115582], [-714635936], [580539214], [-163865264], [-4963938], [-17774988], [-40778500], [431984526], [-392830622], [-37552634], [-591109806], [362159014], [244222198], [199454008], [-131868068], [-505194198], [259521444], [-418838760], [-3455732], [-575293194], [738623424], [-620411058], [-37535008], [75936208], [-688612582], [-300982262], [-763452984], [-556018432], [-182454666], [-836521434], [494044572]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 45035996374368697, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '441.6.a.k', 'level': 441, 'maxp': 2999, 'weight': 6}
• 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

  
  {'ALdims': [15, 19, 25, 24], 'ALdims_eis_new': [0, 0, 2, 3], 'ALdims_eis_old': [8, 8, 6, 5], 'ALdims_old': [49, 49, 43, 40], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 'trace_display': [2, 0, -36, 0], 'traces': [83, 2, 0, 1296, -36, 0, 0, 132, 0, 192, 200, 0, 104, 0, 0, 18876, -2208, 0, -4312, -7764, 0, -4964, 6304, 0, 46469, 5544, 0, 0, 7618, 0, 5576, 5836, 0, 18522, 0, 0, 17366, -26526, 0, 26136, -13008, 0, -26896, 30376, 0, 50612, -8832, 0, 0, 70322, 0, 64532, -29558, 0, -14472, 0, 0, 93092, -58176, 0, 23432, 131004, 0, 238484, -47580, 0, -172056, -105270, 0, 0, 150668, 0, 1964, 280596, 0, -207970, 0, 0, 37540, -498564, 0, 137586, 172560, 0, -159324, -635940, 0, -468000, -77016, 0, 0, 562352, 0, 646404, 321228, 0, -147724, 0, 0, 841968, -675348, 0, -158248, 487152, 0, 56, -279988, 0, -216466, -205920, 0, 0, 976942, 0, 523704, 873824, 0, -73890, 0, 0, 1156347, -1541532, 0, 615404, 46008, 0, -152724, 821220, 0, 1149936, -332016, 0, 0, 1297472, 0, 1601574, 1157554, 0, -175312, 0, 0, 1903168, -1235904, 0, 625656, 565062, 0, -338488, 3194, 0, 162152, -318978, 0, 0, 1119684, 0, 812000, 732616, 0, -761280, 0, 0, 684, -2557302, 0, -2069130, 328656, 0, 1584077, -679284, 0, -1172440, -1021212, 0, 0, 4032640, 0, -174354, -449248, 0, 57512, 0, 0, 3474528, -1224408, 0, 2438136, 731652, 0, -48852, -2185508, 0, 510686, 21354, 0, 0, -1820194, 0, 1715168, -1165332, 0, -1231416, 0, 0, -1236456, -837396, 0, -279748, 602736, 0, -2998924, -3849232, 0, -4919660, -1299984, 0, 0, -450780, 0, 1061640, 2583960, 0, 472400, 0, 0, -2348548, 1681440, 0, -2427928, 966192, 0, 4237176, -1470538, 0, -2034456, 2832738, 0, 0, -4074364, 0, -2320732, -5379410, 0, 1904192, 0, 0, -1737356, 3926148, 0, 4430688, -438912, 0, 1457732, 5269100, 0, 5747132, -2407560, 0, 0, 387624, 0, -4474578, 1561312, 0, -1952280, 0, 0, -7057064, 4826964, 0, 3018920, -2221854, 0, -14223280, 6134744, 0, 908554, 6466590, 0, 0, -8553514, 0, -2145496, 3659728, 0, 1053240, 0, 0, -2472151, 6924120, 0, -14293138, -5667012, 0, 16808904, 11024160, 0, 9822784, -2766960, 0, 0, -2486388, 0, -7944634, 1998180, 0, 7279832, 0, 0, -667692, 7732992, 0, 6852044, -5399592, 0, -5180016, 9691402, 0, 9127736, 9839436, 0, 0, -3261888, 0, -11154184, -26480620, 0, 3754830, 0, 0, -633160, 10055682, 0, -7753644, -9536016, 0, -3294154, -11039606, 0, -9685008, -4613664, 0, 0, -23435784, 0, 5430420, -2128828, 0, -5372512, 0, 0, -17904016, 11505672, 0, -4385976, 1928286, 0, -5211668, -1630904, 0, -81289, 14488656, 0, 0, 4690848, 0, -12718144, -729688, 0, 13984464, 0, 0, -8162478, 6059712, 0, 14498364, -2622648, 0, 10267976, -18491160, 0, -781180, -8462064, 0, 0, -15834204, 0, 209354, 777482, 0, 7393512, 0, 0, -14653556, 15580704, 0, 1349648, 5406996, 0, -8340900, 14674762, 0, -16042988, 3891900, 0, 0, 3053676, 0, -3024508, -35057376, 0, -24974500, 0, 0, -17964024, -2006304, 0, -21720528, 2049600, 0, 23349678, -3698184, 0, 8178624, -17417616, 0, 0, -16460024, 0, -9353664, 29146924, 0, 5939948, 0, 0, 8418824, 5082912, 0, 23129744, 5880288, 0, -36862704, 28490804, 0, -5703468, 14858568, 0, 0, -5441690, 0, 10042248, 11808152, 0, -12778602, 0, 0, 29314670, -12154632, 0, -21038904, 2506740, 0, -8099996, -20174488, 0, -21716936, -15648864, 0, 0, 26226780, 0, 2668866, 11358060, 0, -14218216, 0, 0, 1542136, -8689536, 0, 18727744, -2208534, 0, 37124552, 11174496, 0, 27922460, 8616996, 0, 0, -1807052, 0, -1267728, -26643948, 0, 28834412, 0, 0, -12728512, -43020168, 0, -17044326, -9560016, 0, 5269812, -51087956, 0, 28419280, -33669804, 0, 0, 103433084, 0, 44976102, 27562308, 0, 19539984, 0, 0, 85515648, -23425248, 0, 11497616, 13224186, 0, -27371596, 5439096, 0, -23299665, 47087160, 0, 0, -28124100, 0, 21537816, 9919632, 0, -56817588, 0, 0, 4002202, -54825984, 0, 1527438, 5498376, 0, 11417308, 12122336, 0, -5387288, -27393696, 0, 0, 14782900, 0, 36212378, 30833558, 0, 45367552, 0, 0, 67615660, -10500288, 0, 32589864, 24414330, 0, -18021144, -19237402, 0, -567864, 15502752, 0, 0, 41391640, 0, 17924900, 17521418, 0, 12635352, 0, 0, 6626480, -43498902, 0, -32274048, -3879360, 0, 67675264, 41270124, 0, -10706992, -47250120, 0, 0, 119800408, 0, 12852888, 76598896, 0, -91562332, 0, 0, -9734848, -3148788, 0, 29764688, 18513294, 0, -68371500, -21450084, 0, 39185754, 14998530, 0, 0, -43934494, 0, -21225760, 17290776, 0, 40867248, 0, 0, -14736493, -58756086, 0, 9178220, 26993808, 0, 21081912, -12799224, 0, -57604552, -39136128, 0, 0, -33451712, 0, 32157912, 48568274, 0, -4686376, 0, 0, 137840436, -17893776, 0, -3310560, 45874920, 0, 42083896, -30819710, 0, -40047456, -8208606, 0, 0, 48878596, 0, 9567512, -111974328, 0, -165681270, 0, 0, -27815600, 9464436, 0, 30522720, 1275360, 0, 6508022, -83389344, 0, 34707688, -20179980, 0, 0, -66570288, 0, -4833072, -22921484, 0, 103470264, 0, 0, -168720736, -5276760, 0, 5076032, 1869792, 0, -117223844, 76970244, 0, -46782720, 59518656, 0, 0, -41792150, 0, -14355920, -3806128, 0, 67227342, 0, 0, 90634922, 31294128, 0, -74341566, -8610816, 0, 55118760, -92806472, 0, -102025804, -34383120, 0, 0, 123741898, 0, -24613492, 28874446, 0, -109296040, 0, 0, -123820332, 2491968, 0, 69804224, -6324696, 0, 128223328, 33139232, 0, 157691392, 29844456, 0, 0, 29989060, 0, -14767608, 41354444, 0, 221385144, 0, 0, 63412484, 22603668, 0, 9224256, -89844288, 0, -72280666, -40390500, 0, 74095752, -5742432, 0, 0, -138005776, 0, 71158140, 23120328, 0, 45891020, 0, 0, 199151936, 101477628, 0, -96186376, -47988138, 0, -26816936, 158399556, 0, -16894424, 65239056, 0, 0, -109726428, 0, -34513840, -216823760, 0, -256702464, 0, 0, -183003296, 23083344, 0, 19964252, 6992772, 0, 87515880, 116636692, 0, 139130672, 12894768, 0, 0, 56736612, 0, -134631216, -125947126, 0, 169385264, 0, 0, -89131764, 82000368, 0, 16278640, -42809934, 0, -265903080, -51069706, 0, 6166576, 708852, 0, 0, 58177768, 0, -961360, -92002944, 0, 65891492, 0, 0, 73980360, 57133248, 0, -144180846, -62207760, 0, 53018037, 96700496, 0, -145194520, 13898916, 0, 0, -394593808, 0, -106199778, 68457696, 0, -187111888, 0, 0, -249931944, 85267584, 0, 2605832, -36022128, 0, 156563828, -116540420, 0, -11822820, -2362398, 0, 0, 25349920, 0, -120928448, 140259000, 0, 251110032, 0, 0, -138016718, 156846264, 0, 88790232, 51170712, 0, -143789872, 198642120, 0, 50758780, 54455568, 0, 0, 6140964, 0, 28019048, 90631272, 0, 98058216, 0, 0, -76384588, 57322176, 0, -28282512, -5760, 0, -33772392, -110123964, 0, -24920416, 24863946, 0, 0, -171694288, 0, -71482416, 205469148, 0, -432130444, 0, 0, -98448124, 140585328, 0, -49635828, -89688432, 0, 160019342, 173706244, 0, 158223928, -22578096, 0, 0, -76100744, 0, -119710818, -321528648, 0, 167458244, 0, 0, -270878424, 2057820, 0, 55813080, 12744906, 0, 20966448, 60524768, 0, -133064636, -50475018, 0, 0, 1729274, 0, 66675528, -463540760, 0, 88842444, 0, 0, 460178771, 53291040, 0, -51253030, 115598232, 0, -162635756, -304898196, 0, -413611512, 91565328, 0, 0, -68685576, 0, -18316696, -80453074, 0, -223844472, 0, 0, -263669608, 7110816, 0, -27531480, 2382276, 0, -38712656, 161024256, 0, -22506316, 24374820, 0, 0, -160891872, 0, 28458488, 228489504, 0, 465142992], 'weight': 6, '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: 324064
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.6.a.a', 'target_level': 7, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 324065
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.6.a.a', 'target_level': 49, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 324066
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.6.c.b', 'target_level': 49, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 324067
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.6.c.c', 'target_level': 49, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 324068
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.6.a.e', 'target_level': 63, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 324069
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '112.6.a.g', 'target_level': 112, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 324070
    {'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.6.a.b', 'target_level': 175, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 324071
    {'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.6.b.a', 'target_level': 175, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 6}
  • id: 324072
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '441.6.a.k', 'target_level': 441, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 324073
    {'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '448.6.a.c', 'target_level': 448, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 324074
    {'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '448.6.a.m', 'target_level': 448, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '168.i', 'twisting_char_orbit': 9, 'weight': 6}
  • id: 324075
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '784.6.a.c', 'target_level': 784, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 324076
    {'conductor': 231, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '847.6.a.b', 'target_level': 847, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '231.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 324077
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '441.6.a.k', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '1008.6.a.y', 'target_level': 1008, 'twist_class_label': '7.6.a.a', 'twist_class_level': 7, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 894925
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 2}
  • id: 894926
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 3}
  • id: 894927
    {'charpoly_factorization': [[[56, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 5}
  • id: 894928
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 7}
  • id: 894929
    {'charpoly_factorization': [[[232, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 11}
  • id: 894930
    {'charpoly_factorization': [[[-140, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 13}
  • id: 894931
    {'charpoly_factorization': [[[1722, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 17}
  • id: 894932
    {'charpoly_factorization': [[[-98, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 19}
  • id: 894933
    {'charpoly_factorization': [[[1824, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 23}
  • id: 894934
    {'charpoly_factorization': [[[3418, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 29}
  • id: 894935
    {'charpoly_factorization': [[[-7644, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 31}
  • id: 894936
    {'charpoly_factorization': [[[10398, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 37}
  • id: 894937
    {'charpoly_factorization': [[[17962, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 41}
  • id: 894938
    {'charpoly_factorization': [[[-10880, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 43}
  • id: 894939
    {'charpoly_factorization': [[[-9324, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 47}
  • id: 894940
    {'charpoly_factorization': [[[2262, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 53}
  • id: 894941
    {'charpoly_factorization': [[[2730, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 59}
  • id: 894942
    {'charpoly_factorization': [[[25648, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 61}
  • id: 894943
    {'charpoly_factorization': [[[48404, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 67}
  • id: 894944
    {'charpoly_factorization': [[[-58560, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 71}
  • id: 894945
    {'charpoly_factorization': [[[68082, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 73}
  • id: 894946
    {'charpoly_factorization': [[[-31784, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 79}
  • id: 894947
    {'charpoly_factorization': [[[20538, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 83}
  • id: 894948
    {'charpoly_factorization': [[[50582, 1], 1]], 'hecke_orbit_code': 45035996374368697, 'p': 89}
  • id: 894949
    {'charpoly_factorization': [[[-58506, 1], 1]], 'hecke_orbit_code': 45035996374368697, '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': 11, 'label': '441.6.a.k', 'level': 441, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55287313
    {'hecke_orbit_code': 45035996374368697, 'n': 1, 'trace_an': 1}
  • id: 55287314
    {'hecke_orbit_code': 45035996374368697, 'n': 2, 'trace_an': 10}
  • id: 55287315
    {'hecke_orbit_code': 45035996374368697, 'n': 3, 'trace_an': 0}
  • id: 55287316
    {'hecke_orbit_code': 45035996374368697, 'n': 4, 'trace_an': 68}
  • id: 55287317
    {'hecke_orbit_code': 45035996374368697, 'n': 5, 'trace_an': -56}
  • id: 55287318
    {'hecke_orbit_code': 45035996374368697, 'n': 6, 'trace_an': 0}
  • id: 55287319
    {'hecke_orbit_code': 45035996374368697, 'n': 7, 'trace_an': 0}
  • id: 55287320
    {'hecke_orbit_code': 45035996374368697, 'n': 8, 'trace_an': 360}
  • id: 55287321
    {'hecke_orbit_code': 45035996374368697, 'n': 9, 'trace_an': 0}
  • id: 55287322
    {'hecke_orbit_code': 45035996374368697, 'n': 10, 'trace_an': -560}
  • id: 55287323
    {'hecke_orbit_code': 45035996374368697, 'n': 11, 'trace_an': -232}
  • id: 55287324
    {'hecke_orbit_code': 45035996374368697, 'n': 12, 'trace_an': 0}
  • id: 55287325
    {'hecke_orbit_code': 45035996374368697, 'n': 13, 'trace_an': 140}
  • id: 55287326
    {'hecke_orbit_code': 45035996374368697, 'n': 14, 'trace_an': 0}
  • id: 55287327
    {'hecke_orbit_code': 45035996374368697, 'n': 15, 'trace_an': 0}
  • id: 55287328
    {'hecke_orbit_code': 45035996374368697, 'n': 16, 'trace_an': 1424}
  • id: 55287329
    {'hecke_orbit_code': 45035996374368697, 'n': 17, 'trace_an': -1722}
  • id: 55287330
    {'hecke_orbit_code': 45035996374368697, 'n': 18, 'trace_an': 0}
  • id: 55287331
    {'hecke_orbit_code': 45035996374368697, 'n': 19, 'trace_an': 98}
  • id: 55287332
    {'hecke_orbit_code': 45035996374368697, 'n': 20, 'trace_an': -3808}
  • id: 55287333
    {'hecke_orbit_code': 45035996374368697, 'n': 21, 'trace_an': 0}
  • id: 55287334
    {'hecke_orbit_code': 45035996374368697, 'n': 22, 'trace_an': -2320}
  • id: 55287335
    {'hecke_orbit_code': 45035996374368697, 'n': 23, 'trace_an': -1824}
  • id: 55287336
    {'hecke_orbit_code': 45035996374368697, 'n': 24, 'trace_an': 0}
  • id: 55287337
    {'hecke_orbit_code': 45035996374368697, 'n': 25, 'trace_an': 11}
  • id: 55287338
    {'hecke_orbit_code': 45035996374368697, 'n': 26, 'trace_an': 1400}
  • id: 55287339
    {'hecke_orbit_code': 45035996374368697, 'n': 27, 'trace_an': 0}
  • id: 55287340
    {'hecke_orbit_code': 45035996374368697, 'n': 28, 'trace_an': 0}
  • id: 55287341
    {'hecke_orbit_code': 45035996374368697, 'n': 29, 'trace_an': -3418}
  • id: 55287342
    {'hecke_orbit_code': 45035996374368697, 'n': 30, 'trace_an': 0}
  • id: 55287343
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  • id: 55287540
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  • id: 55287542
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  • id: 55287543
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  • id: 55287544
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  • id: 55287545
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  • id: 55287546
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  • id: 55287547
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  • id: 55287548
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  • id: 55287549
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  • id: 55287550
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  • id: 55287551
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  • id: 55287552
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  • id: 55287553
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  • id: 55287554
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  • id: 55287555
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  • id: 55287556
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  • id: 55287557
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  • id: 55287558
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  • id: 55287559
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  • id: 55287560
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  • id: 55287561
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  • id: 55287562
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  • id: 55287563
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  • id: 55287564
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  • id: 55287565
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  • id: 55287566
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  • id: 55287567
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  • id: 55287568
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  • id: 55287569
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  • id: 55287570
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