Embedded newform data - 98.6.a.c.1.1

Formats: - HTML - YAML - JSON - 2025-11-10T23:07:09.512475

• 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': 1, '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': 3, 'hecke_orbit_code': 9007199355404386, '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.c', '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': 235007443429651092, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.926', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.393', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.034', '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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145320, 0, 1015360, 484512, 10274096, 2698824, -2783970, 229376, 0, -5177368, -6365680, -698432, -4889778, -441840, 3688146, 0, 354198, -1246416, 860370, 3358656, 710374, 2787512, 0, -1374208, 810582, -6878984, 1503860, -78624, -2937018, 0, 7493766, -614784, -105434, -430416, 7319382, -4772768, 0, 2664816, -1435896, 143360, -902104, -5303256, -6537720, 0, -3077948, 3607328, -10872204, -1536384, -3494568, -4948608, 0, -2071584, 1384740, -379680, 7341570, -4024832, -1380932, 0, 1162476, -1088288, -7476966, -4315064, -5810210, -395136, 0, 813840, -3058578, -6870304, -2585142, 3730496, -3674202, 0, 3615564, 6999872, 14774508, -446016, -8179486, 2143512, 0, 2748544, 2214286, 6069224, -6846702, -889056, -3090108, 0, 167392, 427008, -537306, -1744152, 2194374, 667520, 0, -1259496, 10245110, -2486400, -6673800, -5427800, 3870328, 0, 3545316, -5129568, -12130902, -301056, 1995980, 1158920, 0, 2876096, 916692, 12454400, -4502, 1511552, -17932474, 0, -2157984, -10108992, 299628, -1676720, 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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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-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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-0.2520405216802217, -0.07250463683259101, -0.34445705306210667, -0.20966871554206043, -0.3463843801872059, -0.10379913140890425, -0.15968525099279754, -0.2381493796556093, -0.3795476340447383, -0.24550980969508646, -0.3514514731258432, -0.21401979063473933, -0.19268802253371192, -0.36041821413756897, -0.1975775840869116, -0.2605442944164635, -0.33995400271008647, -0.3121333571179159, -0.16630190891294688, -0.2308526432022073, -0.30769026631918295, -0.30689039933701223, -0.30657253043904464, -0.29919976174976615, -0.319673854809608, -0.3726861764658721, -0.20242673942273265, -0.2745724115422288, -0.12115436647242143, -0.2649310228942548, -0.3970179616427033, -0.1952298901978246, -0.3685041400038912, -0.28006815895409415, -0.20122146046689268, -0.2924629958792976, -0.37671725715161897, -0.1437936437580773, -0.2372693040324045, -0.2094016974802916, -0.16655384607092816, -0.22732134111054192, -0.17700771307053748, -0.19301754451367936, -0.27314192640384793, -0.1286970512744651, -0.26423179153089416, -0.2516719024829359, -0.30468850816292936, -0.35612947196932887, -0.16433887320968038, -0.3185869940560678, -0.1649683228726569, -0.35117915407595257, -0.21590051975329358, -0.36316947478161826, -0.24926478965183138, -0.19857124520345368, -0.3513858259396361], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': -11.40175425099138, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404386, 'label': '98.6.a.c.1.1', '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: 40491963
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 40491964
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40491965
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 40491966
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40491967
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 40491968
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 40491969
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 40491970
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 40491971
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40491972
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 40491973
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 40491974
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '28.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 40491975
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '28.23', 'twisting_conrey_index': 23, 'weight': 6}
  • id: 40491976
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199355404386, 'source_is_minimal': False, 'source_label': '98.6.a.c.1.1', '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': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289000
    {'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 9007199355404386, 'p': 2}
  • id: 289001
    {'charpoly_factorization': [[[-471, 14, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 3}
  • id: 289002
    {'charpoly_factorization': [[[21, 1], 2]], 'hecke_orbit_code': 9007199355404386, 'p': 5}
  • id: 289003
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199355404386, 'p': 7}
  • id: 289004
    {'charpoly_factorization': [[[-207711, 294, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 11}
  • id: 289005
    {'charpoly_factorization': [[[-13820, 140, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 13}
  • id: 289006
    {'charpoly_factorization': [[[255321, -1302, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 17}
  • id: 289007
    {'charpoly_factorization': [[[-832679, 1442, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 19}
  • id: 289008
    {'charpoly_factorization': [[[-3982671, -2646, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 23}
  • id: 289009
    {'charpoly_factorization': [[[-221724, -1668, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 29}
  • id: 289010
    {'charpoly_factorization': [[[51820201, 14798, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 31}
  • id: 289011
    {'charpoly_factorization': [[[-67586399, -5182, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 37}
  • id: 289012
    {'charpoly_factorization': [[[-207761436, 5124, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 41}
  • id: 289013
    {'charpoly_factorization': [[[-53598320, 4520, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 43}
  • id: 289014
    {'charpoly_factorization': [[[-31633911, 14994, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 47}
  • id: 289015
    {'charpoly_factorization': [[[99125289, -24006, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 53}
  • id: 289016
    {'charpoly_factorization': [[[-104901255, -38850, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 59}
  • id: 289017
    {'charpoly_factorization': [[[45084961, 23618, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 61}
  • id: 289018
    {'charpoly_factorization': [[[-1560411719, -32002, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 67}
  • id: 289019
    {'charpoly_factorization': [[[1817230464, 89376, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 71}
  • id: 289020
    {'charpoly_factorization': [[[285929761, 47138, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 73}
  • id: 289021
    {'charpoly_factorization': [[[-130962095, 40970, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 79}
  • id: 289022
    {'charpoly_factorization': [[[1030366224, -68376, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 83}
  • id: 289023
    {'charpoly_factorization': [[[2383102881, -123102, 1], 1]], 'hecke_orbit_code': 9007199355404386, 'p': 89}
  • id: 289024
    {'charpoly_factorization': [[[-8307517724, 43652, 1], 1]], 'hecke_orbit_code': 9007199355404386, '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': 3, 'label': '98.6.a.c', 'level': 98, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28850569
    {'hecke_orbit_code': 9007199355404386, 'n': 1, 'trace_an': 2}
  • id: 28850570
    {'hecke_orbit_code': 9007199355404386, 'n': 2, 'trace_an': -8}
  • id: 28850571
    {'hecke_orbit_code': 9007199355404386, 'n': 3, 'trace_an': -14}
  • id: 28850572
    {'hecke_orbit_code': 9007199355404386, 'n': 4, 'trace_an': 32}
  • id: 28850573
    {'hecke_orbit_code': 9007199355404386, 'n': 5, 'trace_an': -42}
  • id: 28850574
    {'hecke_orbit_code': 9007199355404386, 'n': 6, 'trace_an': 56}
  • id: 28850575
    {'hecke_orbit_code': 9007199355404386, 'n': 7, 'trace_an': 0}
  • id: 28850576
    {'hecke_orbit_code': 9007199355404386, 'n': 8, 'trace_an': -128}
  • id: 28850577
    {'hecke_orbit_code': 9007199355404386, 'n': 9, 'trace_an': 652}
  • id: 28850578
    {'hecke_orbit_code': 9007199355404386, 'n': 10, 'trace_an': 168}
  • id: 28850579
    {'hecke_orbit_code': 9007199355404386, 'n': 11, 'trace_an': -294}
  • id: 28850580
    {'hecke_orbit_code': 9007199355404386, 'n': 12, 'trace_an': -224}
  • id: 28850581
    {'hecke_orbit_code': 9007199355404386, 'n': 13, 'trace_an': -140}
  • id: 28850582
    {'hecke_orbit_code': 9007199355404386, 'n': 14, 'trace_an': 0}
  • id: 28850583
    {'hecke_orbit_code': 9007199355404386, 'n': 15, 'trace_an': 294}
  • id: 28850584
    {'hecke_orbit_code': 9007199355404386, 'n': 16, 'trace_an': 512}
  • id: 28850585
    {'hecke_orbit_code': 9007199355404386, 'n': 17, 'trace_an': 1302}
  • id: 28850586
    {'hecke_orbit_code': 9007199355404386, 'n': 18, 'trace_an': -2608}
  • id: 28850587
    {'hecke_orbit_code': 9007199355404386, 'n': 19, 'trace_an': -1442}
  • id: 28850588
    {'hecke_orbit_code': 9007199355404386, 'n': 20, 'trace_an': -672}
  • id: 28850589
    {'hecke_orbit_code': 9007199355404386, 'n': 21, 'trace_an': 0}
  • id: 28850590
    {'hecke_orbit_code': 9007199355404386, 'n': 22, 'trace_an': 1176}
  • id: 28850591
    {'hecke_orbit_code': 9007199355404386, 'n': 23, 'trace_an': 2646}
  • id: 28850592
    {'hecke_orbit_code': 9007199355404386, 'n': 24, 'trace_an': 896}
  • id: 28850593
    {'hecke_orbit_code': 9007199355404386, 'n': 25, 'trace_an': -5368}
  • id: 28850594
    {'hecke_orbit_code': 9007199355404386, 'n': 26, 'trace_an': 560}
  • id: 28850595
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  • id: 28850600
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  • id: 28850601
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  • id: 28850602
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  • id: 28850603
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  • id: 28850604
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  • id: 28850606
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  • id: 28850607
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  • id: 28850608
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  • id: 28850609
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  • id: 28850610
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  • id: 28850611
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  • id: 28850612
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  • id: 28850613
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  • id: 28850614
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  • id: 28850615
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  • id: 28850616
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  • id: 28850617
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  • id: 28850618
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  • id: 28850619
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  • id: 28850620
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  • id: 28850621
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  • id: 28850622
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  • id: 28850623
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  • id: 28850624
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  • id: 28850625
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  • id: 28850626
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  • id: 28850627
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  • id: 28850628
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  • id: 28850630
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  • id: 28850631
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  • id: 28850637
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  • id: 28850640
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  • id: 28850665
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  • id: 28850671
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  • id: 28850678
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  • id: 28850689
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  • id: 28850690
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  • id: 28850692
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  • id: 28850693
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  • id: 28850694
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  • id: 28850696
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  • id: 28850697
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  • id: 28850698
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  • id: 28850699
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  • id: 28850700
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  • id: 28850701
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  • id: 28850702
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  • id: 28850704
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  • id: 28850705
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  • id: 28850706
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  • id: 28850707
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  • id: 28850708
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  • id: 28850709
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  • id: 28850710
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  • id: 28850711
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  • id: 28850712
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  • id: 28850713
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  • id: 28850715
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  • id: 28850716
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  • id: 28850717
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  • id: 28850718
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  • id: 28850719
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  • id: 28850720
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  • id: 28850721
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  • id: 28850722
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  • id: 28850723
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  • id: 28850724
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  • id: 28850725
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  • id: 28850726
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  • id: 28850727
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  • id: 28850728
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  • id: 28850729
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  • id: 28850730
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  • id: 28850731
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  • id: 28850732
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  • id: 28850733
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  • id: 28850735
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  • id: 28850736
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  • id: 28850737
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  • id: 28850738
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  • id: 28850740
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  • id: 28850741
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  • id: 28850744
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  • id: 28850793
    {'hecke_orbit_code': 9007199355404386, 'n': 773, 'trace_an': -9392082}
  • id: 28850794
    {'hecke_orbit_code': 9007199355404386, 'n': 787, 'trace_an': 17329522}
  • id: 28850795
    {'hecke_orbit_code': 9007199355404386, 'n': 797, 'trace_an': -7042140}
  • id: 28850796
    {'hecke_orbit_code': 9007199355404386, 'n': 809, 'trace_an': -8886882}
  • id: 28850797
    {'hecke_orbit_code': 9007199355404386, 'n': 811, 'trace_an': 42992824}
  • id: 28850798
    {'hecke_orbit_code': 9007199355404386, 'n': 821, 'trace_an': 1262694}
  • id: 28850799
    {'hecke_orbit_code': 9007199355404386, 'n': 823, 'trace_an': 8614138}
  • id: 28850800
    {'hecke_orbit_code': 9007199355404386, 'n': 827, 'trace_an': 25950552}
  • id: 28850801
    {'hecke_orbit_code': 9007199355404386, 'n': 829, 'trace_an': 11454478}
  • id: 28850802
    {'hecke_orbit_code': 9007199355404386, 'n': 839, 'trace_an': -49011312}
  • id: 28850803
    {'hecke_orbit_code': 9007199355404386, 'n': 841, 'trace_an': -37796626}
  • id: 28850804
    {'hecke_orbit_code': 9007199355404386, 'n': 853, 'trace_an': 35055748}
  • id: 28850805
    {'hecke_orbit_code': 9007199355404386, 'n': 857, 'trace_an': 1481214}
  • id: 28850806
    {'hecke_orbit_code': 9007199355404386, 'n': 859, 'trace_an': 15898414}
  • id: 28850807
    {'hecke_orbit_code': 9007199355404386, 'n': 863, 'trace_an': 4912758}
  • id: 28850808
    {'hecke_orbit_code': 9007199355404386, 'n': 877, 'trace_an': 24665206}
  • id: 28850809
    {'hecke_orbit_code': 9007199355404386, 'n': 881, 'trace_an': 38161956}
  • id: 28850810
    {'hecke_orbit_code': 9007199355404386, 'n': 883, 'trace_an': 17952856}
  • id: 28850811
    {'hecke_orbit_code': 9007199355404386, 'n': 887, 'trace_an': -31033842}
  • id: 28850812
    {'hecke_orbit_code': 9007199355404386, 'n': 907, 'trace_an': 15171010}
  • id: 28850813
    {'hecke_orbit_code': 9007199355404386, 'n': 911, 'trace_an': -36347040}
  • id: 28850814
    {'hecke_orbit_code': 9007199355404386, 'n': 919, 'trace_an': -30023714}
  • id: 28850815
    {'hecke_orbit_code': 9007199355404386, 'n': 929, 'trace_an': -27462834}
  • id: 28850816
    {'hecke_orbit_code': 9007199355404386, 'n': 937, 'trace_an': -6570956}
  • id: 28850817
    {'hecke_orbit_code': 9007199355404386, 'n': 941, 'trace_an': 31076598}
  • id: 28850818
    {'hecke_orbit_code': 9007199355404386, 'n': 947, 'trace_an': -27649290}
  • id: 28850819
    {'hecke_orbit_code': 9007199355404386, 'n': 953, 'trace_an': 58266156}
  • id: 28850820
    {'hecke_orbit_code': 9007199355404386, 'n': 961, 'trace_an': 58082100}
  • id: 28850821
    {'hecke_orbit_code': 9007199355404386, 'n': 967, 'trace_an': -26886656}
  • id: 28850822
    {'hecke_orbit_code': 9007199355404386, 'n': 971, 'trace_an': -37468746}
  • id: 28850823
    {'hecke_orbit_code': 9007199355404386, 'n': 977, 'trace_an': 1595430}
  • id: 28850824
    {'hecke_orbit_code': 9007199355404386, 'n': 983, 'trace_an': -41025726}
  • id: 28850825
    {'hecke_orbit_code': 9007199355404386, 'n': 991, 'trace_an': 1225930}
  • id: 28850826
    {'hecke_orbit_code': 9007199355404386, 'n': 997, 'trace_an': -71308202}