Embedded newform data - 98.6.a.f.1.2

Formats: - HTML - YAML - JSON - 2025-11-10T22:55:06.637226

• 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': 3528, 'analytic_conductor': 15.717614341672101, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 520, 'field_disc_factorization': [[2, 3], [5, 1], [13, 1]], 'field_poly': [-130, 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': [[3, [-471, -14, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237515874, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '98.6.a.f', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.6.c.b', 'nf_label': '2.2.520.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+(7+\\beta )q^{3}+2^{4}q^{4}+21q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.6.a', 'trace_display': [-8, 14, 42, 0], 'trace_hash': 2121326082977039618, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.926', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.393', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.901', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.761', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -8, 14, 32, 42, -56, 0, -128, 652, -168, -294, 224, 140, 0, 294, 512, -1302, -2608, 1442, 672, 0, 1176, 2646, -896, -5368, -560, 15722, 0, 1668, -1176, 14798, -2048, 19782, 5208, 0, 10432, 5182, -5768, -5260, -2688, 5124, 0, -4520, -4704, 13692, -10584, 14994, 3584, 0, 21472, 9606, 2240, 24006, -62888, -6174, 0, -42946, -6672, -38850, 4704, 23618, -59192, 0, 8192, 2940, -79128, 32002, -20832, -90678, 0, -89376, -41728, 47138, -20728, -37576, 23072, 0, 21040, -40970, 10752, 139858, -20496, -68376, 0, -27342, 18080, 55356, 18816, -123102, -54768, 0, 42336, 25586, -59976, 30282, -14336, 43652, 0, 209916, -85888, 4914, -38424, 298298, -8960, 0, -96024, -129474, 251552, -68018, 24696, 429394, 0, -27876, 171784, 55566, 26688, -41720, 155400, 0, -18816, 179756, -94472, -631812, 236768, 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-1515060, -2597952, -21532706, -4717664, -13268052, 0, -6003972, -10436504, -2722258, 4972128, 1035006, 6984936, 0, -1346560, 11651462, -12662216, 14262822, 2579360, 3702678, 0, 28696384, 2622080, -5876024, 8033736, -1207248, -2203488, 0, -2688336, -37697856, -688128, 10297950, 29221752, -8222536, 0, -8002680, 7573848, 32400102, -8950912, -15320970, 1503040, 0, 10786912, 10107822, 16231544, -4712526, 1311744, 25850188, 0, -18245352, 6646752, -26188918, -16120024, 3948420, 4376064, 0, -28772048, -2379636, -997248, -26830672, -2688168, 5831994, 0, 8698252, 11336528, -42197848, -11125536, 12626586, 19825008, 0, 1749888, 56769306, 15253224, -857814, -4359488, -1646946, 0, 33397142, -1157120, 3514980, 7616952, -2734774, -13576416, 0, 310008, 5942328, -3542784, -15353964, 17773840, 3358026, 0, -7423044, 115600, -16312898, -1204224, 11180358, -8425704, 0, -20375520, -20652482, 7507584, -28338460, 7878528, 27767754, 0, -3184020, 10026144, 38198664, 17353992, 2898042, 3505152, 0, 4829904, 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-40980440, 76885452, -9945600, 0, 26695200, -27649290, -21711200, -1193140, 15481312, 68277762, 0, 58266156, -14181264, -14168826, 20518272, 16498188, -48523608, 0, 1204224, 58082100, 7983920, -131796204, 4635680, 27181182, 0, -26886656, -11504384, 34771926, -3666768, 37468746, 49817600, 0, 18008, 14117840, 6046208, 1595430, -71729896, 54000954, 0, -72318508, 8631936, 41025726, 40435968, 6543684, 1198512, 0, 6706880, 30711240, -17632944, 1225930, -15153152, 57148042, 0, 14634438, 928128, 71308202, -41062936, 111890422, 15614592], 'weight': 6, '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], [-0.7071067811865476, 0.0], [1.911895961823894, 0.0], [0.5, 0.0], [0.3756594202199647, 0.0], [-1.351914599528852, 0.0], [0.0, 0.0], [-0.3535533905932738, 0.0], [2.6553461688385127, 0.0], [-0.26563132345414386, 0.0], [0.8269725541079154, 0.0], [0.955947980911947, 0.0], [-0.10966168671087298, 0.0], [0.0, 0.0], [0.7182217285396557, 0.0], [0.25, 0.0], [-0.20186420250089196, 0.0], [-1.8776132823834317, 0.0], [-0.2808778986355385, 0.0], [0.18782971010998234, 0.0], [0.0, 0.0], [-0.584757900864866, 0.0], [-0.4222982091584464, 0.0], [-0.675957299764426, 0.0], [-0.85888, 0.0], [0.07754252230961298, 0.0], [3.164849655623007, 0.0], [0.0, 0.0], [0.3956232240207108, 0.0], [-0.5078594546459143, 0.0], [1.0631917818038, 0.0], [-0.1767766952966369, 0.0], [1.581085486738115, 0.0], [0.14273954646719514, 0.0], [0.0, 0.0], [1.3276730844192564, 0.0], [1.3462615314083546, 0.0], [0.198610666810617, 0.0], [-0.20966173598931503, 0.0], [-0.13281566172707193, 0.0], 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-0.34445705306210667, -0.20966871554206043, -0.1536156198127941, -0.10379913140890425, -0.15968525099279754, -0.2618506203443907, -0.12045236595526168, -0.24550980969508646, -0.3514514731258432, -0.2859802093652607, -0.19268802253371192, -0.13958178586243103, -0.1975775840869116, -0.23945570558353652, -0.33995400271008647, -0.3121333571179159, -0.3336980910870531, -0.26914735679779267, -0.19230973368081705, -0.30689039933701223, -0.30657253043904464, -0.29919976174976615, -0.319673854809608, -0.12731382353412787, -0.29757326057726735, -0.2254275884577712, -0.37884563352757855, -0.2350689771057452, -0.3970179616427033, -0.3047701098021754, -0.3685041400038912, -0.28006815895409415, -0.20122146046689268, -0.20753700412070245, -0.123282742848381, -0.3562063562419227, -0.26273069596759546, -0.2905983025197084, -0.16655384607092816, -0.22732134111054192, -0.3229922869294625, -0.19301754451367936, -0.22685807359615207, -0.1286970512744651, -0.26423179153089416, -0.2516719024829359, -0.19531149183707064, -0.14387052803067116, -0.3356611267903196, -0.3185869940560678, -0.1649683228726569, -0.35117915407595257, -0.2840994802467064, -0.36316947478161826, -0.25073521034816865, -0.19857124520345368, -0.14861417406036395], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 11.40175425099138, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237515874, 'label': '98.6.a.f.1.2', 'level': 98, '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': [4, 5, 6, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [10, 12, 10, 12], 'Nk2': 3528, 'analytic_conductor': 15.717614341672101, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 62, 'dim': 18, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663394, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2, 4], 'label': '98.6.a', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 78, 'mf_new_dim': 18, 'num_forms': 9, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 84, 'trace_bound': 9, 'trace_display': [0, -18, -94, 0], 'traces': [18, 0, -18, 288, 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-322736, 79360, -369586, 193376, 489492, 75776, 0, -1499808, -69376, 133632, -1862136, 167416, -69148, 0, 2359218, -344432, 502538, -481280, 512774, 410512, 0, 270336, -2521960, 139584, -2449272, 220832, -111026, 0, -1874976, -299520, -1295540, -560192, -73048, 33984, 0, -178400, -3520112, -73728, 2616564, -150512, -467040, 0, 1585468, -1844064, 583556, 953600, 75992, -348184, 0, -275456, -53508, -286320, -4902112, -74240, 984800, 0, -2195568, 924480, -577600, 49888, -392216, -30976, 0, 1320528, 810360, 505984, 385212, 279376, 970136, 0, -3511958, 1761280, 2179434, -2269824, -627642, -1491200, 0, 465152, 1822888, -544552, 6218384, -106336, 89296, 0, 940320, -16384, -205480, -322656, -1851750, -941024, 0, 5532544, 2639664, -1038592, 5242880, 516816, -1180602, 0, 2238840, 5638336, 1126640, 1179648, -8916, -111296, 0, -3180352, 2659152, -636136, -2670368, -40960, 3274668, 0, -7983176, -2237696, -1906042, -1278752, 2383456, 59392, 0, 5650640, -3387712, 416000, 5682580, -257432, 531028, 0, 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0, 3262976, 6661920, -1092192, -6304864, -4567264, 158594, 0, 7856816, 2394112, 3068456, 16921744, -675044, 3067328, 0, -16623424, -30426816, 899072, 16535288, 2675840, 1706790, 0, -22687492, 8276960, -314964, -1543168, 9440048, -52480, 0, 1942656, 38144960, 920224, 18005600, 1852416, 3907952, 0, 28477552, 2687104, -2890000, -23731936, -1405040, -1588736, 0, 18819408, -20796512, -3468096, 19887844, -6339168, -303036, 0, 27329580, 15727952, -2864568, 3468224, -4510144, -1583400, 0, -6583808, 35953428, 296920, 29118776, 5324800, -4967842, 0, -41285904, 843776, 5484000, 6757136, -4424014, 494176, 0, -23672416, 1415424, 3965312, -23442904, 3786944, 5509230, 0, 13905068, 1020480, -8848748, 2629632, -5669212, -10044720, 0, 8630432, -9367428, -211240, -25873808, -631168, 1294368, 0, 26159232, -3388544, 15365224, 30015808, -4644632, -379904, 0, 18375200, 47189792, -99264, -34233152, 6141672, 10369464, 0, -40951660, 23884288, 2581226, -1575168, 7965174, -5291200, 0, 0, -52875568, -2577600, 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135542824, -5913376, 9636008, 0, 68236784, 3094016, -1005288, -28410240, -25576368, 7831872, 0, 28616384, -88453136, 1212416, 86617752, 421536, -15085042, 0, 33556752, 14044896, -24879804, -23996928, 2122432, 5625416, 0, -1110016, 35780584, -2962224, -2749680, 2138112, -10532436, 0, -53194864, -29794176, 21343338, 43472416, 11398272, 2678656, 0, -59229488, 62596176, -1106368, -78094192, -6356512, 19898856, 0, -48863808, 71638128, 4961260, 37747488, 1705854, 8191408, 0, -5510912, 721904, 21952128, -51111760, 8040608, -22525036, 0, 222975712, -7700480, 17446932, 68512256, -20042422, 8204384, 0, -13121568, 77041328, 6568192, -50481588, -14725928, -20197012, 0, -111915904, 46903040, -29065724, 4325376, 1547040, 13616064, 0, -40351360, -59012696, 8006464, -11765552, 2233344, -48674400, 0, -66513440, -39188352, -15746112, -15300128, 31273044, 3533312, 0, 27692288, 249883880, -1776416, 164245400, -471768, 37500636, 0, 129798690, -77840368, -4539976, -29999616, 2774194, 15359712, 0, -4792320, -59654360, -13993968, 76665664, -20728640, 2975264, 0, 99792752, -8963072, 3953676, -41550336, -18826910, -1168768, 0, 16808416, -42265120, 543744, 49779720, 3433680, -14535712, 0, -47590640, -12549568, -8672000, -2854400, 23494120, 15733952, 0, -56321792, -26422420, -2640368, -127306720, -1179648, 2970576, 0, -134617024, 41865024, 25125674, 86971488, 55768732, -2408192, 0, 43272336, -23511616, -7472640, -117758608, 14686400, -3991736, 0, 134940532, -44012160, 8672770, 25367488, -10230720, 16995072, 0, -29505024, 71599244, -15484840, -18014832, 9336896, -4228842, 0, -76173312, 15257600, 2360676, -90015408, -19773848, 1215872, 0, -56409280, -165653616, -5570944, -108602492, -1953496, -10170750, 0, -20945736, -81909792, -7266344, -4407296, -21459536, -26491056, 0, -856128, 57950356, 21558544, 44971360, -4581120, 4980160, 0, 147525576, -78433792, -17519790, -74327680, 14145300, -1187840, 0, 141162560, -159922448, 15756800, 217481000, -7051608, -3596276, 0, -45751378, 119319744, 20934188, -35129088, 5388478, 813072, 0, 14791680, 49992744, -8090992, 26599168, -9241600, 19608902, 0, -213980160, 798208, -27150648, 84769216, -73312186, -6275456, 0, -87439712, -27105680, -495616, -127039916, -8685456, -7724822, 0, -26457352, 82618752, 13812872, 21128448, 1268496, -27352000, 0, 12965760, -27976072, 14721536, -160291792, 8095744, 40080612, 0, 130409176, 6163392, -26601200, 95280000, 31428972, 4470016, 0, -24842480, 98678856, 15522176, -70663832, -6059664, -3958152, 0, -54085920, 98633568, 95614728, -56191328, -36357552, -28183008, 0, 28180480, -143338916, -8084736, 136495240, 34870944, 47524922, 0, -218276784, -36317184, -38026912, 5003456, -23306880, -10042272, 0, 96962816, 170441120, -23859200, 181230600, 20896952, -5628336, 0, 138797384, -89538752, -29576548, 7442432, -6858984, -27603840, 0, 29166208, -202055720, -51683656, -15742016, -8712832, 6864548, 0, 120742248, 99494144, -19461598, -167035424, 55280400, -1701376, 0, 22965536, 107575936, 1428736, 151489292, 36817480, 10106292, 0, -31273108, -10152384, 47698944, 15045120, -1999360, -30920720, 0, -262144, -88787190, 44272912, -190242296, -3287680, 31243252, 0, 7520224, -5162496, -17000456, -58714096, -51074310, -29628000, 0, 49579936, -131473648, -15056384, -122173496, 15117952, 6204840, 0, 8162736, 45571680, 49898892, 88520704, 39605644, 4703872, 0, 42234624, 102679184, 13709728, -32800896, -16617472, 23769456, 0, -333770144, 83886080, -38372806, 17958976, 86312232, 8269056], 'weight': 6, '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: 45072125
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998237515874, 'target_is_minimal': False, 'target_label': '98.6.a.f.1.2', 'target_level': 98, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 45072126
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 166633186313372530, 'target_is_minimal': False, 'target_label': '882.6.a.bl.1.1', 'target_level': 882, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 45072127
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193765962512, 'target_is_minimal': False, 'target_label': '784.6.a.r.1.1', 'target_level': 784, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 45072128
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469346, 'target_is_minimal': False, 'target_label': '98.6.c.f.67.1', 'target_level': 98, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 45072129
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737166987278, 'target_is_minimal': True, 'target_label': '14.6.c.b.9.2', 'target_level': 14, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 45072130
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469346, 'target_is_minimal': False, 'target_label': '98.6.c.f.79.1', 'target_level': 98, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 45072131
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 11, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737166987278, 'target_is_minimal': True, 'target_label': '14.6.c.b.11.2', 'target_level': 14, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 45072132
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404386, 'target_is_minimal': False, 'target_label': '98.6.a.c.1.1', 'target_level': 98, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 45072133
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 109, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014810927005822, 'target_is_minimal': False, 'target_label': '126.6.g.e.109.1', 'target_level': 126, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 45072134
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014810927005822, 'target_is_minimal': False, 'target_label': '126.6.g.e.37.1', 'target_level': 126, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 45072135
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 202661983332336498, 'target_is_minimal': False, 'target_label': '882.6.a.bt.1.1', 'target_level': 882, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 45072136
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149483847792, 'target_is_minimal': False, 'target_label': '112.6.i.b.65.1', 'target_level': 112, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 45072137
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149483847792, 'target_is_minimal': False, 'target_label': '112.6.i.b.81.1', 'target_level': 112, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 45072138
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237515874, 'source_is_minimal': False, 'source_label': '98.6.a.f.1.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 126100789667037968, 'target_is_minimal': False, 'target_label': '784.6.a.bc.1.2', 'target_level': 784, 'twist_class_label': '14.6.c.b.9.2', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289075
    {'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 22517998237515874, 'p': 2}
  • id: 289076
    {'charpoly_factorization': [[[-471, -14, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 3}
  • id: 289077
    {'charpoly_factorization': [[[-21, 1], 2]], 'hecke_orbit_code': 22517998237515874, 'p': 5}
  • id: 289078
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998237515874, 'p': 7}
  • id: 289079
    {'charpoly_factorization': [[[-207711, 294, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 11}
  • id: 289080
    {'charpoly_factorization': [[[-13820, -140, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 13}
  • id: 289081
    {'charpoly_factorization': [[[255321, 1302, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 17}
  • id: 289082
    {'charpoly_factorization': [[[-832679, -1442, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 19}
  • id: 289083
    {'charpoly_factorization': [[[-3982671, -2646, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 23}
  • id: 289084
    {'charpoly_factorization': [[[-221724, -1668, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 29}
  • id: 289085
    {'charpoly_factorization': [[[51820201, -14798, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 31}
  • id: 289086
    {'charpoly_factorization': [[[-67586399, -5182, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 37}
  • id: 289087
    {'charpoly_factorization': [[[-207761436, -5124, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 41}
  • id: 289088
    {'charpoly_factorization': [[[-53598320, 4520, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 43}
  • id: 289089
    {'charpoly_factorization': [[[-31633911, -14994, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 47}
  • id: 289090
    {'charpoly_factorization': [[[99125289, -24006, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 53}
  • id: 289091
    {'charpoly_factorization': [[[-104901255, 38850, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 59}
  • id: 289092
    {'charpoly_factorization': [[[45084961, -23618, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 61}
  • id: 289093
    {'charpoly_factorization': [[[-1560411719, -32002, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 67}
  • id: 289094
    {'charpoly_factorization': [[[1817230464, 89376, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 71}
  • id: 289095
    {'charpoly_factorization': [[[285929761, -47138, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 73}
  • id: 289096
    {'charpoly_factorization': [[[-130962095, 40970, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 79}
  • id: 289097
    {'charpoly_factorization': [[[1030366224, 68376, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 83}
  • id: 289098
    {'charpoly_factorization': [[[2383102881, 123102, 1], 1]], 'hecke_orbit_code': 22517998237515874, 'p': 89}
  • id: 289099
    {'charpoly_factorization': [[[-8307517724, -43652, 1], 1]], 'hecke_orbit_code': 22517998237515874, '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': 6, 'label': '98.6.a.f', 'level': 98, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43709047
    {'hecke_orbit_code': 22517998237515874, 'n': 1, 'trace_an': 2}
  • id: 43709048
    {'hecke_orbit_code': 22517998237515874, 'n': 2, 'trace_an': -8}
  • id: 43709049
    {'hecke_orbit_code': 22517998237515874, 'n': 3, 'trace_an': 14}
  • id: 43709050
    {'hecke_orbit_code': 22517998237515874, 'n': 4, 'trace_an': 32}
  • id: 43709051
    {'hecke_orbit_code': 22517998237515874, 'n': 5, 'trace_an': 42}
  • id: 43709052
    {'hecke_orbit_code': 22517998237515874, 'n': 6, 'trace_an': -56}
  • id: 43709053
    {'hecke_orbit_code': 22517998237515874, 'n': 7, 'trace_an': 0}
  • id: 43709054
    {'hecke_orbit_code': 22517998237515874, 'n': 8, 'trace_an': -128}
  • id: 43709055
    {'hecke_orbit_code': 22517998237515874, 'n': 9, 'trace_an': 652}
  • id: 43709056
    {'hecke_orbit_code': 22517998237515874, 'n': 10, 'trace_an': -168}
  • id: 43709057
    {'hecke_orbit_code': 22517998237515874, 'n': 11, 'trace_an': -294}
  • id: 43709058
    {'hecke_orbit_code': 22517998237515874, 'n': 12, 'trace_an': 224}
  • id: 43709059
    {'hecke_orbit_code': 22517998237515874, 'n': 13, 'trace_an': 140}
  • id: 43709060
    {'hecke_orbit_code': 22517998237515874, 'n': 14, 'trace_an': 0}
  • id: 43709061
    {'hecke_orbit_code': 22517998237515874, 'n': 15, 'trace_an': 294}
  • id: 43709062
    {'hecke_orbit_code': 22517998237515874, 'n': 16, 'trace_an': 512}
  • id: 43709063
    {'hecke_orbit_code': 22517998237515874, 'n': 17, 'trace_an': -1302}
  • id: 43709064
    {'hecke_orbit_code': 22517998237515874, 'n': 18, 'trace_an': -2608}
  • id: 43709065
    {'hecke_orbit_code': 22517998237515874, 'n': 19, 'trace_an': 1442}
  • id: 43709066
    {'hecke_orbit_code': 22517998237515874, 'n': 20, 'trace_an': 672}
  • id: 43709067
    {'hecke_orbit_code': 22517998237515874, 'n': 21, 'trace_an': 0}
  • id: 43709068
    {'hecke_orbit_code': 22517998237515874, 'n': 22, 'trace_an': 1176}
  • id: 43709069
    {'hecke_orbit_code': 22517998237515874, 'n': 23, 'trace_an': 2646}
  • id: 43709070
    {'hecke_orbit_code': 22517998237515874, 'n': 24, 'trace_an': -896}
  • id: 43709071
    {'hecke_orbit_code': 22517998237515874, 'n': 25, 'trace_an': -5368}
  • id: 43709072
    {'hecke_orbit_code': 22517998237515874, 'n': 26, 'trace_an': -560}
  • id: 43709073
    {'hecke_orbit_code': 22517998237515874, 'n': 27, 'trace_an': 15722}
  • id: 43709074
    {'hecke_orbit_code': 22517998237515874, 'n': 28, 'trace_an': 0}
  • id: 43709075
    {'hecke_orbit_code': 22517998237515874, 'n': 29, 'trace_an': 1668}
  • id: 43709076
    {'hecke_orbit_code': 22517998237515874, 'n': 30, 'trace_an': -1176}
  • id: 43709077
    {'hecke_orbit_code': 22517998237515874, 'n': 31, 'trace_an': 14798}
  • id: 43709078
    {'hecke_orbit_code': 22517998237515874, 'n': 32, 'trace_an': -2048}
  • id: 43709079
    {'hecke_orbit_code': 22517998237515874, 'n': 33, 'trace_an': 19782}
  • id: 43709080
    {'hecke_orbit_code': 22517998237515874, 'n': 34, 'trace_an': 5208}
  • id: 43709081
    {'hecke_orbit_code': 22517998237515874, 'n': 35, 'trace_an': 0}
  • id: 43709082
    {'hecke_orbit_code': 22517998237515874, 'n': 36, 'trace_an': 10432}
  • id: 43709083
    {'hecke_orbit_code': 22517998237515874, 'n': 37, 'trace_an': 5182}
  • id: 43709084
    {'hecke_orbit_code': 22517998237515874, 'n': 38, 'trace_an': -5768}
  • id: 43709085
    {'hecke_orbit_code': 22517998237515874, 'n': 39, 'trace_an': -5260}
  • id: 43709086
    {'hecke_orbit_code': 22517998237515874, 'n': 40, 'trace_an': -2688}
  • id: 43709087
    {'hecke_orbit_code': 22517998237515874, 'n': 41, 'trace_an': 5124}
  • id: 43709088
    {'hecke_orbit_code': 22517998237515874, 'n': 42, 'trace_an': 0}
  • id: 43709089
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  • id: 43709090
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  • id: 43709091
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  • id: 43709092
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  • id: 43709093
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  • id: 43709094
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  • id: 43709095
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  • id: 43709096
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  • id: 43709097
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  • id: 43709098
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  • id: 43709099
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  • id: 43709100
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  • id: 43709101
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  • id: 43709102
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  • id: 43709103
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  • id: 43709104
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  • id: 43709105
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  • id: 43709106
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  • id: 43709107
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  • id: 43709108
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  • id: 43709109
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  • id: 43709110
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  • id: 43709111
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  • id: 43709112
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  • id: 43709113
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  • id: 43709114
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  • id: 43709115
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  • id: 43709116
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  • id: 43709117
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  • id: 43709118
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  • id: 43709119
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  • id: 43709120
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  • id: 43709121
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  • id: 43709122
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  • id: 43709123
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  • id: 43709124
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  • id: 43709125
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  • id: 43709126
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  • id: 43709127
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  • id: 43709128
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  • id: 43709129
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  • id: 43709130
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  • id: 43709131
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  • id: 43709132
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  • id: 43709133
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  • id: 43709134
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  • id: 43709135
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  • id: 43709136
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  • id: 43709137
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  • id: 43709138
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  • id: 43709139
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  • id: 43709140
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  • id: 43709141
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  • id: 43709142
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  • id: 43709143
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  • id: 43709144
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  • id: 43709145
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  • id: 43709146
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  • id: 43709147
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  • id: 43709148
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  • id: 43709149
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  • id: 43709150
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  • id: 43709151
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  • id: 43709152
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  • id: 43709153
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  • id: 43709154
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  • id: 43709155
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  • id: 43709156
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  • id: 43709157
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  • id: 43709158
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  • id: 43709159
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  • id: 43709160
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  • id: 43709161
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  • id: 43709162
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  • id: 43709163
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  • id: 43709164
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  • id: 43709165
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  • id: 43709166
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  • id: 43709167
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  • id: 43709168
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  • id: 43709169
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  • id: 43709170
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  • id: 43709171
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  • id: 43709172
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  • id: 43709173
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  • id: 43709174
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  • id: 43709175
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  • id: 43709176
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  • id: 43709177
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  • id: 43709178
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  • id: 43709179
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  • id: 43709180
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  • id: 43709181
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  • id: 43709182
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  • id: 43709183
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  • id: 43709184
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  • id: 43709185
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  • id: 43709186
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  • id: 43709187
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  • id: 43709188
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  • id: 43709189
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  • id: 43709190
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  • id: 43709191
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  • id: 43709192
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  • id: 43709193
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  • id: 43709194
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  • id: 43709195
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  • id: 43709196
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  • id: 43709197
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  • id: 43709198
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  • id: 43709199
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  • id: 43709200
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  • id: 43709201
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  • id: 43709202
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  • id: 43709203
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  • id: 43709204
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  • id: 43709205
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  • id: 43709206
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  • id: 43709207
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  • id: 43709208
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  • id: 43709209
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  • id: 43709210
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  • id: 43709211
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  • id: 43709212
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  • id: 43709213
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  • id: 43709214
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  • id: 43709215
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  • id: 43709216
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  • id: 43709217
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  • id: 43709218
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  • id: 43709219
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  • id: 43709220
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  • id: 43709221
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  • id: 43709222
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  • id: 43709223
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  • id: 43709224
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  • id: 43709225
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  • id: 43709226
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  • id: 43709227
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  • id: 43709228
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  • id: 43709229
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  • id: 43709230
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  • id: 43709231
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  • id: 43709232
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  • id: 43709233
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  • id: 43709234
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  • id: 43709235
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  • id: 43709236
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  • id: 43709237
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  • id: 43709238
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  • id: 43709239
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  • id: 43709240
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  • id: 43709241
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  • id: 43709242
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  • id: 43709243
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  • id: 43709244
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    {'hecke_orbit_code': 22517998237515874, 'n': 839, 'trace_an': 49011312}
  • id: 43709281
    {'hecke_orbit_code': 22517998237515874, 'n': 841, 'trace_an': -37796626}
  • id: 43709282
    {'hecke_orbit_code': 22517998237515874, 'n': 853, 'trace_an': -35055748}
  • id: 43709283
    {'hecke_orbit_code': 22517998237515874, 'n': 857, 'trace_an': -1481214}
  • id: 43709284
    {'hecke_orbit_code': 22517998237515874, 'n': 859, 'trace_an': -15898414}
  • id: 43709285
    {'hecke_orbit_code': 22517998237515874, 'n': 863, 'trace_an': 4912758}
  • id: 43709286
    {'hecke_orbit_code': 22517998237515874, 'n': 877, 'trace_an': 24665206}
  • id: 43709287
    {'hecke_orbit_code': 22517998237515874, 'n': 881, 'trace_an': -38161956}
  • id: 43709288
    {'hecke_orbit_code': 22517998237515874, 'n': 883, 'trace_an': 17952856}
  • id: 43709289
    {'hecke_orbit_code': 22517998237515874, 'n': 887, 'trace_an': 31033842}
  • id: 43709290
    {'hecke_orbit_code': 22517998237515874, 'n': 907, 'trace_an': 15171010}
  • id: 43709291
    {'hecke_orbit_code': 22517998237515874, 'n': 911, 'trace_an': -36347040}
  • id: 43709292
    {'hecke_orbit_code': 22517998237515874, 'n': 919, 'trace_an': -30023714}
  • id: 43709293
    {'hecke_orbit_code': 22517998237515874, 'n': 929, 'trace_an': 27462834}
  • id: 43709294
    {'hecke_orbit_code': 22517998237515874, 'n': 937, 'trace_an': 6570956}
  • id: 43709295
    {'hecke_orbit_code': 22517998237515874, 'n': 941, 'trace_an': -31076598}
  • id: 43709296
    {'hecke_orbit_code': 22517998237515874, 'n': 947, 'trace_an': -27649290}
  • id: 43709297
    {'hecke_orbit_code': 22517998237515874, 'n': 953, 'trace_an': 58266156}
  • id: 43709298
    {'hecke_orbit_code': 22517998237515874, 'n': 961, 'trace_an': 58082100}
  • id: 43709299
    {'hecke_orbit_code': 22517998237515874, 'n': 967, 'trace_an': -26886656}
  • id: 43709300
    {'hecke_orbit_code': 22517998237515874, 'n': 971, 'trace_an': 37468746}
  • id: 43709301
    {'hecke_orbit_code': 22517998237515874, 'n': 977, 'trace_an': 1595430}
  • id: 43709302
    {'hecke_orbit_code': 22517998237515874, 'n': 983, 'trace_an': 41025726}
  • id: 43709303
    {'hecke_orbit_code': 22517998237515874, 'n': 991, 'trace_an': 1225930}
  • id: 43709304
    {'hecke_orbit_code': 22517998237515874, 'n': 997, 'trace_an': 71308202}