Embedded newform data - 304.4.a.j.1.3

Formats: - HTML - YAML - JSON - 2025-11-12T23:13:02.952217

• 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': 4864, 'analytic_conductor': 17.936580641745145, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [19, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [304, 1, [191, 229, 97], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 3221, 'field_disc_factorization': [[3221, 1]], 'field_poly': [2, -9, -1, 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, [-28, -52, -5, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713443632, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '304.4.a.j', 'level': 304, '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, 19], 'level_radical': 38, 'minimal_twist': '152.4.a.b', 'nf_label': '3.3.3221.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(2+\\beta _{2})q^{3}+(1-\\beta _{1}+2\\beta _{2})q^{5}+(11+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '304.4.a', 'trace_display': [0, 5, 2, 35], 'trace_hash': 730905079542002297, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.081', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.717', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '19.688', 'prec': 20}, {'__RealLiteral__': 0, 'data': '13.600', 'prec': 20}, {'__RealLiteral__': 0, 'data': '205.995', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, 0, 5, 0, 2, 0, 35, 0, 48, 0, 28, 0, -109, 0, 228, 0, -123, 0, -57, 0, 25, 0, 193, 0, 187, 0, 719, 0, -297, 0, 140, 0, 30, 0, 246, 0, 38, 0, -57, 0, 736, 0, 514, 0, 1046, 0, -134, 0, -42, 0, -929, 0, 311, 0, 130, 0, -95, 0, -199, 0, 56, 0, -508, 0, 1156, 0, 509, 0, 621, 0, 874, 0, 203, 0, -129, 0, 616, 0, -242, 0, 3531, 0, 62, 0, -1430, 0, -3237, 0, 1764, 0, 687, 0, -2592, 0, -38, 0, -2178, 0, -86, 0, -1602, 0, -382, 0, 468, 0, 959, 0, -1727, 0, -266, 0, 3278, 0, 2252, 0, -3934, 0, -1235, 0, -3587, 0, -1432, 0, -3366, 0, 62, 0, 1956, 0, -2746, 0, -665, 0, 5100, 0, -1231, 0, -2570, 0, -4552, 0, -38, 0, -5588, 0, -2102, 0, -2006, 0, 3258, 0, -6612, 0, -4740, 0, -5926, 0, -1401, 0, 5301, 0, 4704, 0, 1032, 0, -1444, 0, 4474, 0, -912, 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112594, 0, -309708, 0, -268254, 0, -762080, 0, 144428, 0, 149008, 0, 297452, 0, 4454, 0, 191227, 0], 'weight': 4, '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

  
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[0.5638651676601483, 0.0], [0.0, 0.0], [0.5347228535673647, 0.0], [0.0, 0.0], [0.07870991002690139, 0.0], [0.0, 0.0], [0.682796487469206, 0.0], [0.0, 0.0], [-2.939752736647819, 0.0], [0.0, 0.0], [-1.5521990012093028, 0.0], [0.0, 0.0], [-0.10243042296016625, 0.0], [0.0, 0.0], [2.8758306439000823, 0.0], [0.0, 0.0], [-0.33581863666709666, 0.0], [0.0, 0.0], [0.21243077042167216, 0.0], [0.0, 0.0], [-3.1547848067573936, 0.0], [0.0, 0.0], [-0.47904596607289074, 0.0], [0.0, 0.0], [-0.21729561782211218, 0.0], [0.0, 0.0], [0.5196308466199391, 0.0], [0.0, 0.0], [-0.7566612777706548, 0.0], [0.0, 0.0], [0.2183842220464213, 0.0], [0.0, 0.0], [-0.9477377742920536, 0.0], [0.0, 0.0], [-0.2540896897210519, 0.0], [0.0, 0.0], [-0.9162830885995208, 0.0], [0.0, 0.0], [-1.8747107326193917, 0.0], [0.0, 0.0], [0.5925806936075992, 0.0], [0.0, 0.0], [0.14425847296830738, 0.0], [0.0, 0.0], [1.0653290345867112, 0.0], [0.0, 0.0], [-1.041554947928453, 0.0], [0.0, 0.0], [0.27010470637910433, 0.0], [0.0, 0.0], [2.881874276699729, 0.0], [0.0, 0.0], [-0.5635689604831077, 0.0], [0.0, 0.0], [-0.2290735406806899, 0.0], [0.0, 0.0], [-0.5587283523496587, 0.0], [0.0, 0.0], [0.18391577024569777, 0.0], [0.0, 0.0], [-0.10273561069819112, 0.0], [0.0, 0.0], [1.0523593968228886, 0.0], [0.0, 0.0], [-1.0238188111589337, 0.0], [0.0, 0.0], [-0.041339607810362174, 0.0], [0.0, 0.0], [0.6028668573576351, 0.0], [0.0, 0.0], [-0.6563408440108329, 0.0], [0.0, 0.0], [-0.05380364350061838, 0.0], [0.0, 0.0], [-1.161770636402983, 0.0], [0.0, 0.0], [0.7000429128113514, 0.0], [0.0, 0.0], [0.1525933632907688, 0.0], [0.0, 0.0], [3.4966622063294968, 0.0], [0.0, 0.0], [1.2130989710705082, 0.0], [0.0, 0.0], [0.6612272374466276, 0.0], [0.0, 0.0], [-0.6796008486651585, 0.0], [0.0, 0.0], [0.6359663436698462, 0.0], [0.0, 0.0], [1.8124729120606016, 0.0], [0.0, 0.0], [-1.6280442448726444, 0.0], [0.0, 0.0], [-0.671673793752933, 0.0], [0.0, 0.0], [0.5663299909181785, 0.0], [0.0, 0.0], [-1.3880817541981427, 0.0], [0.0, 0.0]], 'angles': [None, -0.020274965978071408, -0.14098088283965984, -0.2325148224693412, -0.23792493230683048, -0.33098585119348595, -0.3652152944276877, None, -0.20835478175141423, -0.43964297814036246, -0.32852652663396287, -0.2789283638730876, -0.22773920414937832, -0.14465762180536418, -0.392677401133501, -0.2841348759845939, -0.09055338567204214, -0.1529205660416443, -0.17290074741750078, -0.21046979265646476, -0.2721314600893128, -0.12807796942747227, -0.3048488213936987, -0.16606038612091037, -0.3246427559780308, -0.3334684887798956, -0.23589473979075742, -0.22131629888818496, -0.14845816634621262, -0.10313698932481849, -0.30596161450350995, -0.38880809634796254, -0.18112792307277215, -0.26957453076311, -0.28255120422557123, -0.2854272605810908, -0.3109137358120205, -0.22766209329131396, -0.3438982682546608, -0.21099418738180753, -0.22254929765289777, -0.24504906714543526, -0.2644263803963087, -0.31628889279498135, -0.20792651309119417, -0.29275452098363236, -0.18962487112083384, -0.3081669156871208, -0.20343296763890578, -0.2495073728162276, -0.21133260780619123, -0.2020239416885255, -0.23451473103134868, -0.31521590452822135, -0.16168059982574204, -0.11444683802904677, -0.11883482131744179, -0.11117395042986174, -0.3072084425350739, -0.17026223604235424, -0.24391646590794808, -0.32521165361497406, -0.3963011958047216, -0.2883885036748506, -0.32832534893028925, -0.12060655909268976, -0.3172943126263039, -0.4442799479341644, -0.16754907152461837, -0.3837489776683816, -0.39883831711507883, -0.19021033231489465, -0.15719961785084044, -0.26820552133770925, -0.23503520706139328, -0.1768360743595619, -0.14608385152305817, -0.121891112197537, -0.2120409383523838, -0.21891732606533623, -0.30338936876531036, -0.2676552001648881, -0.20891740124555644, -0.18233526332964262, -0.19769173696022782, -0.3581014675559025, -0.23317463445170777, -0.23819956508359633, -0.27334555460917576, -0.13412089625359086, -0.2820053340795659, -0.18259448886733712, -0.17172738194029497, -0.2056755870283355, -0.26445591974220833, -0.2385517144031572, -0.2576850637792057, -0.21458364840349387, -0.29166720200406976, -0.3678230853072741, -0.3629849580295433, -0.3285023390234345, -0.3297166578718707, -0.25537237844736355, -0.2572811253228402, -0.17445347708843287, -0.12311166219402689, -0.237277571847674, -0.11932610022574708, -0.20390397952028597, -0.2312484061976143, -0.15779293067572797, -0.04435342834740411, -0.45195622181506956, -0.256607813356379, -0.42057850324087076, -0.35102941135533794, -0.37593129044455836, -0.1948994291907364, -0.2208058183176729, -0.29840374283285787, -0.2573643841616629, -0.052464418130253, -0.3010447404582883, -0.17803015691353408, -0.31225258827654107, -0.3756420289840315, -0.24894784001177664, -0.29473183044123374, -0.3075798472029051, -0.24867681174531694, -0.2910847350506611, -0.38658222180621316, -0.2564512453307988, -0.20464242933584295, -0.16941025068159526, -0.3452986492180747, -0.23926984596853929, -0.2640919000002817, -0.14967714302820356, -0.2780380010838969, -0.3182971096721554, -0.24710862454977, -0.12643373162931848, -0.39405366372723166, -0.22136051648680968, -0.3956419328451604, -0.48265376616649813, -0.17916966005678095, -0.18605961928152884, -0.34412787347695156, -0.22058071556875258, -0.12271996037835367, -0.28492692146860277, -0.19454976237605487, -0.3914022880658726, -0.2330633482957329, -0.31175088016366903, -0.32574236006785545, -0.20212519902755557, -0.3371789371506507, -0.29546315826535235, -0.2532899357584082, -0.30321601422088823, -0.19308714586229017, -0.14627659915416685, -0.06947130231947465, -0.204307798024716], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': 3.4443748236578173, 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713443632, 'label': '304.4.a.j.1.3', 'level': 304, 'weight': 4}
• 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': [8, 5, 7, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [22, 22, 20, 23], 'Nk2': 4864, 'analytic_conductor': 17.936580641745145, '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': [304, 1, [191, 229, 97], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 114, 'dim': 27, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67109168, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 5], 'label': '304.4.a', 'level': 304, '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, 19], 'level_radical': 38, 'mf_dim': 126, 'mf_new_dim': 27, 'num_forms': 11, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 160, 'trace_bound': 5, 'trace_display': [0, 0, 2, 14], 'traces': [27, 0, 0, 0, 2, 0, 14, 0, 243, 0, -86, 0, -46, 0, 12, 0, -26, 0, -57, 0, 136, 0, -68, 0, 865, 0, 576, 0, -398, 0, 0, 0, -24, 0, -246, 0, 322, 0, -540, 0, 118, 0, -230, 0, -350, 0, 1262, 0, 915, 0, 1012, 0, 90, 0, 830, 0, 0, 0, -272, 0, -390, 0, 610, 0, -348, 0, 1020, 0, 24, 0, 1124, 0, -1354, 0, 1068, 0, 1608, 0, 1080, 0, 1571, 0, -1676, 0, -1588, 0, -3540, 0, -314, 0, 952, 0, -2248, 0, 760, 0, -290, 0, 1154, 0, -2374, 0, -4644, 0, 80, 0, 616, 0, 2450, 0, 3096, 0, 934, 0, -48, 0, -3742, 0, 302, 0, 3611, 0, -1024, 0, -468, 0, -3228, 0, 2720, 0, -5746, 0, 0, 0, 2384, 0, 102, 0, -8478, 0, -1424, 0, -1488, 0, -1204, 0, -6020, 0, -590, 0, -4388, 0, -414, 0, -1704, 0, -8166, 0, 1268, 0, 3364, 0, 5988, 0, -4128, 0, -8100, 0, 6081, 0, -2565, 0, 2618, 0, -1588, 0, 204, 0, 14560, 0, 226, 0, -1396, 0, -2940, 0, -4722, 0, -12344, 0, -3378, 0, -250, 0, 7048, 0, 866, 0, -4658, 0, -2068, 0, 2980, 0, 564, 0, 8816, 0, 0, 0, -4208, 0, 1984, 0, 19310, 0, 9288, 0, -2652, 0, -7396, 0, 6756, 0, 6201, 0, 17228, 0, -4926, 0, 20308, 0, 9186, 0, -7698, 0, -4272, 0, 8286, 0, 3582, 0, 18352, 0, -3214, 0, 1482, 0, 4848, 0, -14626, 0, 1648, 0, -18940, 0, 3358, 0, -8676, 0, -6942, 0, -4442, 0, 10084, 0, 9296, 0, -150, 0, 1204, 0, -3388, 0, 30060, 0, -654, 0, 5928, 0, -1626, 0, -10158, 0, 0, 0, -9244, 0, 10649, 0, -16568, 0, -4486, 0, -2412, 0, 15424, 0, 3632, 0, -3616, 0, -26336, 0, 10776, 0, -19876, 0, 9864, 0, 2402, 0, -2782, 0, -9262, 0, 30162, 0, -38252, 0, -5468, 0, -3876, 0, 8110, 0, 42700, 0, -22812, 0, -3884, 0, 17194, 0, 20200, 0, 3358, 0, 8592, 0, 12288, 0, -23678, 0, -4104, 0, 310, 0, -12014, 0, -38524, 0, 8682, 0, 2916, 0, -10280, 0, 33358, 0, 9747, 0, 2092, 0, -6372, 0, 29424, 0, -16514, 0, -2888, 0, 4042, 0, -8412, 0, -12712, 0, 4200, 0, 20160, 0, -4200, 0, -30756, 0, 194, 0, 3826, 0, 12004, 0, -53312, 0, 64144, 0, -17598, 0, 6384, 0, 14806, 0, -27768, 0, 3570, 0, 33100, 0, -20202, 0, -32364, 0, 33144, 0, -2816, 0, -25392, 0, -5292, 0, 6730, 0, -18562, 0, 14942, 0, 59954, 0, -12072, 0, 2888, 0, 4830, 0, -54960, 0, 0, 0, -5700, 0, -6041, 0, -31394, 0, 5124, 0, -33060, 0, -14954, 0, 12772, 0, 9976, 0, -19984, 0, -6266, 0, -8792, 0, -28446, 0, 206, 0, -30976, 0, -20970, 0, -39368, 0, -71144, 0, 10276, 0, -7125, 0, -12998, 0, 21480, 0, 3060, 0, 1376, 0, -26476, 0, 3044, 0, -10520, 0, -27756, 0, -13204, 0, -2114, 0, -672, 0, 48422, 0, -8768, 0, -32236, 0, 3116, 0, -16432, 0, 31290, 0, 40366, 0, -11172, 0, 38836, 0, 26056, 0, 52216, 0, 5406, 0, 18792, 0, -16488, 0, -15856, 0, 815, 0, 48640, 0, 12676, 0, 28988, 0, 50432, 0, -21344, 0, -7422, 0, -10360, 0, 41060, 0, 28700, 0, 49778, 0, 14326, 0, 10008, 0, -58424, 0, -1806, 0, -2696, 0, 2360, 0, -44576, 0, -19788, 0, 71542, 0, -12226, 0, 18420, 0, 25064, 0, -11460, 0, -32570, 0, 47104, 0, 33832, 0, 37120, 0, -37812, 0, -36642, 0, -6840, 0, -81664, 0, 24374, 0, -40078, 0, 27304, 0, -26896, 0, 14350, 0, -62548, 0, 24314, 0, -15800, 0, -3788, 0, 55560, 0, 50354, 0, 14984, 0, 58466, 0, 37044, 0, 72280, 0, -68880, 0, -35665, 0, -7524, 0, 27940, 0, 29706, 0, -41476, 0, -58260, 0, -5814, 0, -23556, 0, 39350, 0, -82230, 0, 5088, 0, 41822, 0, -55688, 0, 96360, 0, 55634, 0, -57478, 0, -37622, 0, 18824, 0, -13574, 0, 37764, 0, 9348, 0, 31392, 0, 38808, 0, 43262, 0, -2898, 0, 137800, 0, 48810, 0, 66792, 0, 19820, 0, -46172, 0, -28156, 0, -13212, 0, -41032, 0, 19374, 0, 37520, 0, -41626, 0, -43244, 0, 52732, 0, -19174, 0, 9842, 0, -44952, 0, 98148, 0, -20622, 0, 78480, 0, -22136, 0, 24392, 0, 92568, 0, 122502, 0, 21464, 0, -75648, 0, -46770, 0, -56158, 0, -21105, 0, 7854, 0, 16914, 0, 51664, 0, 42560, 0, -28702, 0, 22496, 0, -31488, 0, -72112, 0, -75652, 0, -30680, 0, -189632, 0, -84240, 0, -20876, 0, 3650, 0, 113648, 0, -15018, 0, -42320, 0, -118396, 0, -91116, 0, -18066, 0, 83008, 0, -122902, 0, -29096, 0, -17096, 0, -23370, 0, 72128, 0, -3500, 0, 42460, 0, -37940, 0, -3632, 0, -27276, 0, -61180, 0, -233912, 0, -49518, 0, 175310, 0, 66998, 0, 22470, 0, -27024, 0, -32896, 0, 85086, 0, -57060, 0, 62680, 0, 82736, 0, -10032, 0, 224312, 0, -48374, 0, 18174, 0, 72560, 0, 160900, 0, -39758, 0, 51588, 0, -25714, 0, -129180, 0, -4312, 0, -149124, 0, 31329, 0, -40992, 0, -83274, 0, -85376, 0, 124424, 0, 109536, 0, -52758, 0, 20520, 0, 46102, 0, 762, 0, -84032, 0, 108756, 0, -19932, 0, 59884, 0, -123424, 0, 178212, 0, -14802, 0, -215050, 0, 38754, 0, -180692, 0, 14818, 0, 106106, 0, 30936, 0, -32036, 0, -97008, 0, -105854, 0, -4408, 0, -212700, 0, 86036, 0, -28104, 0, 35756, 0, -294900, 0, 106084, 0, -50164, 0, -127270, 0, 36084, 0, 23792, 0, 104444, 0, 145720, 0, 15292, 0, 8880, 0, 71792, 0, 57406, 0, -70740, 0, -5366, 0, -19551, 0, -34440, 0, -42322, 0, 95070, 0, -208928, 0, -55758, 0, -45248, 0, 72072, 0, -237996, 0, 59740, 0, 269140, 0, 26030, 0, 123858, 0, -41800, 0, -45658, 0, -26821, 0, -85784, 0, -136812, 0, 58824, 0, 5700, 0, 201156, 0, 142688, 0, -2948, 0, -83570, 0, 252048, 0, 18354, 0, 73240, 0, 102236, 0, -265516, 0, 16944, 0, -28404, 0, -36300, 0, 98906, 0, 75634, 0, -116760, 0], 'weight': 4, '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: 46880570
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396713443632, 'source_is_minimal': False, 'source_label': '304.4.a.j.1.3', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532396713443632, 'target_is_minimal': False, 'target_label': '304.4.a.j.1.3', 'target_level': 304, 'twist_class_label': '152.4.a.b.1.1', 'twist_class_level': 152, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 46880571
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396713443632, 'source_is_minimal': False, 'source_label': '304.4.a.j.1.3', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479512, 'target_is_minimal': True, 'target_label': '152.4.a.b.1.1', 'target_level': 152, 'twist_class_label': '152.4.a.b.1.1', 'twist_class_level': 152, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 46880572
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396713443632, 'source_is_minimal': False, 'source_label': '304.4.a.j.1.3', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 103582791496631488, 'target_is_minimal': False, 'target_label': '1216.4.a.x.1.3', 'target_level': 1216, 'twist_class_label': '152.4.a.b.1.1', 'twist_class_level': 152, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 46880573
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396713443632, 'source_is_minimal': False, 'source_label': '304.4.a.j.1.3', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594105038016, 'target_is_minimal': False, 'target_label': '1216.4.a.q.1.1', 'target_level': 1216, 'twist_class_label': '152.4.a.b.1.1', 'twist_class_level': 152, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 46880574
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396713443632, 'source_is_minimal': False, 'source_label': '304.4.a.j.1.3', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576592216, 'target_is_minimal': False, 'target_label': '1368.4.a.e.1.1', 'target_level': 1368, 'twist_class_label': '152.4.a.b.1.1', 'twist_class_level': 152, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 676300
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 40532396713443632, 'p': 2}
  • id: 676301
    {'charpoly_factorization': [[[-28, -52, -5, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 3}
  • id: 676302
    {'charpoly_factorization': [[[1516, -279, -2, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 5}
  • id: 676303
    {'charpoly_factorization': [[[27, 119, -35, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 7}
  • id: 676304
    {'charpoly_factorization': [[[-358, 189, -28, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 11}
  • id: 676305
    {'charpoly_factorization': [[[-113456, 408, 109, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 13}
  • id: 676306
    {'charpoly_factorization': [[[6637, 2871, 123, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 17}
  • id: 676307
    {'charpoly_factorization': [[[19, 1], 3]], 'hecke_orbit_code': 40532396713443632, 'p': 19}
  • id: 676308
    {'charpoly_factorization': [[[246848, 3432, -193, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 23}
  • id: 676309
    {'charpoly_factorization': [[[-1167636, -2036, 297, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 29}
  • id: 676310
    {'charpoly_factorization': [[[3668096, -27184, -140, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 31}
  • id: 676311
    {'charpoly_factorization': [[[-3429384, -51860, -38, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 37}
  • id: 676312
    {'charpoly_factorization': [[[-7266624, 147788, -736, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 41}
  • id: 676313
    {'charpoly_factorization': [[[25097948, -14391, -514, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 43}
  • id: 676314
    {'charpoly_factorization': [[[-58888776, -302927, 134, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 47}
  • id: 676315
    {'charpoly_factorization': [[[-13619792, -160980, -311, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 53}
  • id: 676316
    {'charpoly_factorization': [[[-117609444, -580992, 199, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 59}
  • id: 676317
    {'charpoly_factorization': [[[120500582, -488131, -56, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 61}
  • id: 676318
    {'charpoly_factorization': [[[177822064, -349044, -509, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 67}
  • id: 676319
    {'charpoly_factorization': [[[112230216, -210996, -874, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 71}
  • id: 676320
    {'charpoly_factorization': [[[474103, -62253, -203, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 73}
  • id: 676321
    {'charpoly_factorization': [[[-201599456, -976504, 242, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 79}
  • id: 676322
    {'charpoly_factorization': [[[-83648992, -456448, -62, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 83}
  • id: 676323
    {'charpoly_factorization': [[[-127322496, 927216, -1764, 1], 1]], 'hecke_orbit_code': 40532396713443632, 'p': 89}
  • id: 676324
    {'charpoly_factorization': [[[99903104, 1250800, 2178, 1], 1]], 'hecke_orbit_code': 40532396713443632, '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': 10, 'label': '304.4.a.j', 'level': 304, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 53486215
    {'hecke_orbit_code': 40532396713443632, 'n': 1, 'trace_an': 3}
  • id: 53486216
    {'hecke_orbit_code': 40532396713443632, 'n': 2, 'trace_an': 0}
  • id: 53486217
    {'hecke_orbit_code': 40532396713443632, 'n': 3, 'trace_an': 5}
  • id: 53486218
    {'hecke_orbit_code': 40532396713443632, 'n': 4, 'trace_an': 0}
  • id: 53486219
    {'hecke_orbit_code': 40532396713443632, 'n': 5, 'trace_an': 2}
  • id: 53486220
    {'hecke_orbit_code': 40532396713443632, 'n': 6, 'trace_an': 0}
  • id: 53486221
    {'hecke_orbit_code': 40532396713443632, 'n': 7, 'trace_an': 35}
  • id: 53486222
    {'hecke_orbit_code': 40532396713443632, 'n': 8, 'trace_an': 0}
  • id: 53486223
    {'hecke_orbit_code': 40532396713443632, 'n': 9, 'trace_an': 48}
  • id: 53486224
    {'hecke_orbit_code': 40532396713443632, 'n': 10, 'trace_an': 0}
  • id: 53486225
    {'hecke_orbit_code': 40532396713443632, 'n': 11, 'trace_an': 28}
  • id: 53486226
    {'hecke_orbit_code': 40532396713443632, 'n': 12, 'trace_an': 0}
  • id: 53486227
    {'hecke_orbit_code': 40532396713443632, 'n': 13, 'trace_an': -109}
  • id: 53486228
    {'hecke_orbit_code': 40532396713443632, 'n': 14, 'trace_an': 0}
  • id: 53486229
    {'hecke_orbit_code': 40532396713443632, 'n': 15, 'trace_an': 228}
  • id: 53486230
    {'hecke_orbit_code': 40532396713443632, 'n': 16, 'trace_an': 0}
  • id: 53486231
    {'hecke_orbit_code': 40532396713443632, 'n': 17, 'trace_an': -123}
  • id: 53486232
    {'hecke_orbit_code': 40532396713443632, 'n': 18, 'trace_an': 0}
  • id: 53486233
    {'hecke_orbit_code': 40532396713443632, 'n': 19, 'trace_an': -57}
  • id: 53486234
    {'hecke_orbit_code': 40532396713443632, 'n': 20, 'trace_an': 0}
  • id: 53486235
    {'hecke_orbit_code': 40532396713443632, 'n': 21, 'trace_an': 25}
  • id: 53486236
    {'hecke_orbit_code': 40532396713443632, 'n': 22, 'trace_an': 0}
  • id: 53486237
    {'hecke_orbit_code': 40532396713443632, 'n': 23, 'trace_an': 193}
  • id: 53486238
    {'hecke_orbit_code': 40532396713443632, 'n': 24, 'trace_an': 0}
  • id: 53486239
    {'hecke_orbit_code': 40532396713443632, 'n': 25, 'trace_an': 187}
  • id: 53486240
    {'hecke_orbit_code': 40532396713443632, 'n': 26, 'trace_an': 0}
  • id: 53486241
    {'hecke_orbit_code': 40532396713443632, 'n': 27, 'trace_an': 719}
  • id: 53486242
    {'hecke_orbit_code': 40532396713443632, 'n': 28, 'trace_an': 0}
  • id: 53486243
    {'hecke_orbit_code': 40532396713443632, 'n': 29, 'trace_an': -297}
  • id: 53486244
    {'hecke_orbit_code': 40532396713443632, 'n': 30, 'trace_an': 0}
  • id: 53486245
    {'hecke_orbit_code': 40532396713443632, 'n': 31, 'trace_an': 140}
  • id: 53486246
    {'hecke_orbit_code': 40532396713443632, 'n': 32, 'trace_an': 0}
  • id: 53486247
    {'hecke_orbit_code': 40532396713443632, 'n': 33, 'trace_an': 30}
  • id: 53486248
    {'hecke_orbit_code': 40532396713443632, 'n': 34, 'trace_an': 0}
  • id: 53486249
    {'hecke_orbit_code': 40532396713443632, 'n': 35, 'trace_an': 246}
  • id: 53486250
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  • id: 53486251
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  • id: 53486252
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  • id: 53486253
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  • id: 53486254
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  • id: 53486255
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  • id: 53486256
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  • id: 53486257
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  • id: 53486258
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  • id: 53486259
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  • id: 53486260
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  • id: 53486261
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  • id: 53486262
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  • id: 53486263
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  • id: 53486264
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  • id: 53486265
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  • id: 53486266
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  • id: 53486267
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  • id: 53486268
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  • id: 53486269
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  • id: 53486270
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  • id: 53486271
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  • id: 53486272
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  • id: 53486273
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  • id: 53486274
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  • id: 53486275
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  • id: 53486276
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  • id: 53486277
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  • id: 53486278
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  • id: 53486279
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  • id: 53486280
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  • id: 53486281
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  • id: 53486282
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  • id: 53486283
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  • id: 53486284
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  • id: 53486285
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  • id: 53486286
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  • id: 53486287
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  • id: 53486288
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  • id: 53486289
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  • id: 53486290
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  • id: 53486291
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  • id: 53486292
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  • id: 53486293
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  • id: 53486294
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  • id: 53486295
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  • id: 53486296
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  • id: 53486297
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  • id: 53486298
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  • id: 53486299
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  • id: 53486300
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  • id: 53486301
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  • id: 53486302
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  • id: 53486303
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  • id: 53486304
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  • id: 53486305
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  • id: 53486306
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  • id: 53486307
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  • id: 53486308
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  • id: 53486309
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  • id: 53486310
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  • id: 53486311
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  • id: 53486312
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  • id: 53486313
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  • id: 53486314
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  • id: 53486315
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  • id: 53486316
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  • id: 53486317
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  • id: 53486318
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  • id: 53486319
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  • id: 53486320
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  • id: 53486321
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  • id: 53486322
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  • id: 53486323
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  • id: 53486324
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  • id: 53486325
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  • id: 53486326
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  • id: 53486327
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  • id: 53486328
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  • id: 53486329
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  • id: 53486330
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  • id: 53486331
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  • id: 53486332
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  • id: 53486333
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  • id: 53486334
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  • id: 53486335
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  • id: 53486336
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  • id: 53486337
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  • id: 53486338
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  • id: 53486339
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  • id: 53486340
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  • id: 53486341
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  • id: 53486342
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  • id: 53486343
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  • id: 53486344
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  • id: 53486345
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  • id: 53486346
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  • id: 53486347
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  • id: 53486348
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  • id: 53486349
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  • id: 53486350
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  • id: 53486351
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  • id: 53486352
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  • id: 53486353
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  • id: 53486354
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  • id: 53486355
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  • id: 53486356
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  • id: 53486357
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  • id: 53486358
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  • id: 53486359
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  • id: 53486360
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  • id: 53486361
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  • id: 53486362
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  • id: 53486363
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  • id: 53486364
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  • id: 53486365
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  • id: 53486366
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  • id: 53486367
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  • id: 53486368
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  • id: 53486369
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  • id: 53486370
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  • id: 53486371
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  • id: 53486372
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  • id: 53486373
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  • id: 53486374
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  • id: 53486375
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  • id: 53486376
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  • id: 53486377
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  • id: 53486378
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  • id: 53486379
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  • id: 53486380
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  • id: 53486381
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  • id: 53486382
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  • id: 53486383
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  • id: 53486384
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  • id: 53486385
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  • id: 53486386
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  • id: 53486387
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  • id: 53486388
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  • id: 53486389
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  • id: 53486390
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  • id: 53486391
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  • id: 53486392
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  • id: 53486393
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  • id: 53486394
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  • id: 53486395
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  • id: 53486396
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  • id: 53486397
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  • id: 53486398
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  • id: 53486399
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  • id: 53486400
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  • id: 53486401
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  • id: 53486402
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  • id: 53486403
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  • id: 53486404
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  • id: 53486405
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  • id: 53486406
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  • id: 53486407
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  • id: 53486408
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  • id: 53486409
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  • id: 53486410
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  • id: 53486411
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  • id: 53486412
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  • id: 53486413
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  • id: 53486414
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  • id: 53486415
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  • id: 53486416
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  • id: 53486417
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  • id: 53486418
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  • id: 53486419
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  • id: 53486420
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  • id: 53486421
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  • id: 53486422
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  • id: 53486423
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  • id: 53486424
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  • id: 53486425
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  • id: 53486426
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  • id: 53486427
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  • id: 53486428
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  • id: 53486429
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  • id: 53486430
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  • id: 53486431
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  • id: 53486432
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  • id: 53486433
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  • id: 53486434
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  • id: 53486435
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  • id: 53486436
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  • id: 53486437
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  • id: 53486438
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  • id: 53486439
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  • id: 53486440
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  • id: 53486441
    {'hecke_orbit_code': 40532396713443632, 'n': 797, 'trace_an': -8717}
  • id: 53486442
    {'hecke_orbit_code': 40532396713443632, 'n': 809, 'trace_an': 10095}
  • id: 53486443
    {'hecke_orbit_code': 40532396713443632, 'n': 811, 'trace_an': -22409}
  • id: 53486444
    {'hecke_orbit_code': 40532396713443632, 'n': 821, 'trace_an': -88946}
  • id: 53486445
    {'hecke_orbit_code': 40532396713443632, 'n': 823, 'trace_an': 45865}
  • id: 53486446
    {'hecke_orbit_code': 40532396713443632, 'n': 827, 'trace_an': 87017}
  • id: 53486447
    {'hecke_orbit_code': 40532396713443632, 'n': 829, 'trace_an': 8397}
  • id: 53486448
    {'hecke_orbit_code': 40532396713443632, 'n': 839, 'trace_an': -29664}
  • id: 53486449
    {'hecke_orbit_code': 40532396713443632, 'n': 841, 'trace_an': 19114}
  • id: 53486450
    {'hecke_orbit_code': 40532396713443632, 'n': 853, 'trace_an': -55850}
  • id: 53486451
    {'hecke_orbit_code': 40532396713443632, 'n': 857, 'trace_an': 8800}
  • id: 53486452
    {'hecke_orbit_code': 40532396713443632, 'n': 859, 'trace_an': -7608}
  • id: 53486453
    {'hecke_orbit_code': 40532396713443632, 'n': 863, 'trace_an': 914}
  • id: 53486454
    {'hecke_orbit_code': 40532396713443632, 'n': 877, 'trace_an': -30475}
  • id: 53486455
    {'hecke_orbit_code': 40532396713443632, 'n': 881, 'trace_an': 2416}
  • id: 53486456
    {'hecke_orbit_code': 40532396713443632, 'n': 883, 'trace_an': 43812}
  • id: 53486457
    {'hecke_orbit_code': 40532396713443632, 'n': 887, 'trace_an': -12538}
  • id: 53486458
    {'hecke_orbit_code': 40532396713443632, 'n': 907, 'trace_an': 6995}
  • id: 53486459
    {'hecke_orbit_code': 40532396713443632, 'n': 911, 'trace_an': -19936}
  • id: 53486460
    {'hecke_orbit_code': 40532396713443632, 'n': 919, 'trace_an': 13371}
  • id: 53486461
    {'hecke_orbit_code': 40532396713443632, 'n': 929, 'trace_an': -17427}
  • id: 53486462
    {'hecke_orbit_code': 40532396713443632, 'n': 937, 'trace_an': -29141}
  • id: 53486463
    {'hecke_orbit_code': 40532396713443632, 'n': 941, 'trace_an': 41223}
  • id: 53486464
    {'hecke_orbit_code': 40532396713443632, 'n': 947, 'trace_an': -13220}
  • id: 53486465
    {'hecke_orbit_code': 40532396713443632, 'n': 953, 'trace_an': -23538}
  • id: 53486466
    {'hecke_orbit_code': 40532396713443632, 'n': 961, 'trace_an': -15405}
  • id: 53486467
    {'hecke_orbit_code': 40532396713443632, 'n': 967, 'trace_an': 89408}
  • id: 53486468
    {'hecke_orbit_code': 40532396713443632, 'n': 971, 'trace_an': -30028}
  • id: 53486469
    {'hecke_orbit_code': 40532396713443632, 'n': 977, 'trace_an': -6364}
  • id: 53486470
    {'hecke_orbit_code': 40532396713443632, 'n': 983, 'trace_an': 17454}
  • id: 53486471
    {'hecke_orbit_code': 40532396713443632, 'n': 991, 'trace_an': 91776}
  • id: 53486472
    {'hecke_orbit_code': 40532396713443632, 'n': 997, 'trace_an': -20658}