Embedded newform data - 882.6.a.o.1.1

Formats: - HTML - YAML - JSON - 2025-12-07T08:07:28.528481

• 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': 31752, 'analytic_conductor': 141.45852907504892, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [882, 1, [785, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [54, 1]], [11, [216, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394883851122, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '882.6.a.o', 'level': 882, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}-54q^{5}+2^{6}q^{8}-6^{3}q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.6.a', 'trace_display': [4, 0, -54, 0], 'trace_hash': 1625016718013802177, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.822', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.094', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.317', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 4, 0, 16, -54, 0, 0, 64, 0, -216, -216, 0, -998, 0, 0, 256, 1302, 0, -884, -864, 0, -864, 2268, 0, -209, -3992, 0, 0, 1482, 0, -8360, 1024, 0, 5208, 0, 0, -4714, -3536, 0, -3456, -9786, 0, 19436, -3456, 0, 9072, 22200, 0, 0, -836, 0, -15968, -26790, 0, 11664, 0, 0, 5928, 28092, 0, 38866, -33440, 0, 4096, 53892, 0, 23948, 20832, 0, 0, 20628, 0, -290, -18856, 0, -14144, 0, 0, -99544, -13824, 0, -39144, 19308, 0, -70308, 77744, 0, -13824, 36390, 0, 0, 36288, 0, 88800, 47736, 0, 79078, 0, 0, -3344, 184626, 0, -64592, -63872, 0, -107160, -149592, 0, -63826, 46656, 0, 0, 71022, 0, -122472, 23712, 0, 112368, 0, 0, -114395, 155464, 0, -133760, 180036, 0, 269624, 16384, 0, 215568, 81180, 0, 0, 95792, 0, 83328, 260910, 0, 297964, 0, 0, 82512, 215568, 0, -80028, -1160, 0, -75424, 398970, 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• 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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[0.19621966181995498, 0.0], [0.0, 0.0], [0.3643672453286876, 0.0]], 'angles': [None, None, -0.33022475307395205, None, -0.2933660097491193, -0.40271376843649015, -0.15801135830354637, -0.29531501848770336, -0.17624877065125494, -0.2238422539895999, -0.3927005498838546, -0.2956722661990547, -0.32510629837215993, -0.10201673431443814, -0.11906988095087995, -0.36366942504268296, -0.1619731053852889, -0.13343082269242476, -0.19717041744177288, -0.21096407398232989, -0.2505068526455654, -0.4272221075884031, -0.2254212464656173, -0.21085422324436967, -0.17984255948531475, -0.07161879455073866, -0.29848578461239583, -0.3587938166066133, -0.291412680561257, -0.20787205382320018, -0.11701357154063537, -0.21687151083951908, -0.14880834595806294, -0.13653877491954822, -0.11832955720564077, -0.31574954124986, -0.18838205079315462, -0.12941677133702192, -0.2723405254190572, -0.4115553938353649, -0.12272280095062063, -0.3550921763638718, -0.24338222949235394, -0.336282417810593, 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-0.3371158040627041, -0.1709910180497636, -0.23706994929094427, -0.19945897130314943, -0.4043859133510249, -0.15211466639197854, -0.3197407538911574, -0.14685470064488637, -0.3645467912730453, -0.2102177058147213, -0.1528453261766474, -0.2409045596313464, -0.28196932142133535, -0.28864125520087575, -0.2904514187102605, -0.29126702790646375, -0.2340631378509271, -0.04772452106659138, -0.319071453784236, -0.2668007007460267, -0.16836353272082835, -0.20774516751289365, -0.0785798937556759, -0.3522762221529197, -0.23477755524761743, -0.2733743988118872, -0.2825516071870223, -0.35760841005732896, -0.19977902189453156, -0.17585716816292848, -0.20743600932137968, -0.17009996914284373], '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': 0.0, 'hecke_orbit': 15, 'hecke_orbit_code': 63050394883851122, 'label': '882.6.a.o.1.1', 'level': 882, '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': [9, 8, 13, 13, 9, 8, 11, 14], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [8, 8, 8, 8, 8, 8, 8, 8], 'ALdims_old': [89, 96, 89, 87, 93, 92, 91, 86], 'Nk2': 31752, 'analytic_conductor': 141.45852907504892, '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': [882, 1, [785, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 808, 'dim': 85, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100664178, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 6, 6], 'label': '882.6.a', 'level': 882, '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, 3, 7], 'level_radical': 42, 'mf_dim': 872, 'mf_new_dim': 85, 'num_forms': 50, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 1008, 'trace_bound': 11, 'trace_display': [-4, 0, 72, 0], 'traces': [85, -4, 0, 1360, 72, 0, 0, -64, 0, -192, -404, 0, -264, 0, 0, 21760, 822, 0, 4494, 1152, 0, 2384, -8416, 0, 53783, 880, 0, 0, -4558, 0, -12348, -1024, 0, -4776, 0, 0, -46614, 5656, 0, -3072, 12390, 0, 47444, -6464, 0, -9920, -15900, 0, 0, 29524, 0, -4224, 5758, 0, -4032, 0, 0, -66104, 87546, 0, -43932, -41936, 0, 348160, 52272, 0, 188860, 13152, 0, 0, -141984, 0, 10266, -226920, 0, 71904, 0, 0, -82696, 18432, 0, 6936, -174870, 0, 111136, 165136, 0, 38144, 139962, 0, 0, -134656, 0, -157488, -112592, 0, 221814, 0, 0, 860528, 641736, 0, 300804, 14080, 0, 233432, 431780, 0, 398490, 260160, 0, 0, -1068582, 0, -436176, -72928, 0, 23304, 0, 0, 1443729, 423424, 0, -197568, -118944, 0, 162840, -16384, 0, -205728, -146382, 0, 0, 343376, 0, -76416, -1636002, 0, -58590, 0, 0, 417504, 1852320, 0, -537504, 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5097856, 0, 1150464, 5881352, 0, -4840002, 0, 0, -547200, -5295192, 0, -3371298, 5716912, 0, -1323136, -586682, 0, -15714704, 294912, 0, 0, -6702608, 0, 4859544, 323664, 0, 110976, 0, 0, 3047940, -2797920, 0, -5882736, 937056, 0, 4329110, 1508660, 0, 1778176, -10882848, 0, 0, 2642176, 0, 654480, 10698252, 0, 3876648, 0, 0, 610304, -10220478, 0, 17835456, 2239392, 0, -998064, 6804904, 0, 7794401, 14040784, 0, 0, -10951768, 0, 6947544, -2154496, 0, -8069376, 0, 0, -365514, -11153664, 0, -2519808, 34536, 0, -14641068, -1801472, 0, 5116576, -12972156, 0, 0, 10293688, 0, 3549024, 11358506, 0, 5091168, 0, 0, 12764920, -2978352, 0, 7654968, 4795216, 0, 13768448, 62142, 0, -792208, 10267776, 0, 0, -4972784, 0, -2043906, -13679392, 0, 4812864, 0, 0, -284656, 225280, 0, -6734400, -11598330, 0, -18517994, -13366576, 0, 3734912, -20256078, 0, 0, 6908480, 0, 8248320, -16683792, 0, -5985546, 0, 0, 6375840, 13397328, 0, -4823112, 4162560, 0, 7426752, -9830836, 0, -15074800, 29129536, 0, 0, -13714926, 0, -11217072, -17097312, 0, -7101720, 0, 0, -36066734, -9190928, 0, -6978816, -7688556, 0, 5948304, -1166848, 0, 27868728, -17977638, 0, 0, 26758784, 0, 372864, 12189824, 0, 21435978, 0, 0, 14194944, 17874348, 0, 6254976, 10220968, 0, 23099664, 2952568, 0, -30261056, 6774784, 0, 0, -12624804, 0, 993972, -19463456, 0, -3161088, 0, 0, -8774116, -1903104, 0, -24581544, -8143440, 0, 20477208, 6681632, 0, 2605440, -19233540, 0, 0, -262144, 0, -4989624, 12754928, 0, -7245984, 0, 0, -3291648, 51262086, 0, 21051294, -2342112, 0, 7030272, 36446088, 0, 28469829, 44548800, 0, 0, 9388128, 0, -19426464, 5494016, 0, 18618192, 0, 0, -22990074, -246944, 0, -1222656, -8665392, 0, 30753996, -26176032, 0, 53970096, -19865100, 0, 0, -1135896, 0, -937440, 40370790, 0, -47756256, 0, 0, 7048184, 20099214, 0, 14177472, 4198840, 0, 6680064, 24390982, 0, -41327532, 29637120, 0, 0, -60875784, 0, -46452126, -21491516, 0, -8600064, 0, 0, -31338832, 586624, 0, -16629600, -30917082, 0, -26693848, -24703264, 0, -11933184, -20998038, 0, 0, 3022432, 0, 3771456, 1553384, 0, 81694698, 0, 0, 13872128, 37343496, 0, 298368, 1447936, 0, -22607072, 98161488, 0, -52357670, 59547928, 0, 0, -43769114, 0, -18610986, -19991040, 0, -26959200, 0, 0, 41961837, -3390104, 0, -18034176, -32664852, 0, -43899136, -6774272, 0, 15604664, -22316064, 0, 0, 53811584, 0, -786432, -9384130, 0, 3480018, 0, 0, -10510336, 38499780, 0, 42069552, 5338384, 0, 1669824, 27814986, 0, -7582896, 3171840, 0, 0, -73099356, 0, -28662732, -14394480, 0, -3433344, 0, 0, 38041520, -9918144, 0, -44893056, -43002240, 0, -54186386, -24137624, 0, 28294000, -39044388, 0, 0, 6468608, 0, 13917696, 21617532, 0, -92304816, 0, 0, 12145664, 15666360, 0, 17036430, -10555200, 0, 26328048, -24628952, 0, 20927632, 40863568, 0, 0, 80201442, 0, 11565084, -1654784, 0, -14947512, 0, 0, -140420814, -29160384, 0, 2030208, 39312768, 0, -70873824, 28945344, 0, 25379648, -17926116, 0, 0, -25368116, 0, 11851776, -49523250, 0, 150531444, 0, 0, 58629760, 5871360, 0, -19547508, 11767168, 0, -2539520, -101651160, 0, -116697620, 24569088, 0, 0, -31880216, 0, 25468128, -97037784, 0, -32167680, 0, 0, -14121400, -4070400, 0, -14285088, -11358336, 0, 130659914, -59404560, 0, 13054976, -44113170, 0, 0, 78076928, 0, -2513712, -19018752, 0, -103473402, 0, 0, -60003040, -62102352, 0, 98510508, 29461120, 0, 53236936, -93845816, 0, 30180192, 16744896, 0, 0, -27087008, 0, 55831302, -2571808, 0, 65788224, 0, 0, 54181112, -29001968, 0, -19222848, 69751788, 0, -74601776, 7558144, 0, -85055976, -35558064, 0, 0, -3355424, 0, 20302848, 157588442, 0, -126458034, 0, 0, -63251392, -96450720, 0, 30400704, 27081736, 0, -12772736, 1769166, 0, 16181880, -3574016, 0, 0, -12899100, 0, -48100308, 98281792, 0, -1081344, 0, 0, -176214544, -18652416, 0, 29289336, 6831228, 0, 65494083, -121365880, 0, 40343488, -53574744, 0, 0, 1474048, 0, 8857032, -39357136, 0, 156858048, 0, 0, 29497600, -49334418, 0, -38754318, -4512768, 0, -79011552, 93714320, 0, 57263064, 144904, 0, 0, -99419968, 0, 106111536, 34124160, 0, -109286208, 0, 0, 135986258, -77391296, 0, -1032192, 41426202, 0, 162252164, 27176448, 0, 91773040, 628860, 0, 0, 49232416, 0, 36474240, -24091976, 0, -64378944, 0, 0, 3063912, -93266424, 0, 37111596, -19083264, 0, 7472256, 91950120, 0, -36989172, -4693728, 0, 0, 230600984, 0, 81327792, -6291688, 0, 86852736, 0, 0, -9331560, 10567680, 0, 15550128, -36483168, 0, -372164522, -78360864, 0, -16922624, -936522, 0, 0, 65767776, 0, -2853624, 219865016, 0, -231398718, 0, 0, 44481280, -22522368, 0, -174928800, 22411776, 0, 18006112, -114605100, 0, -52275328, -66112184, 0, 0, 25991146, 0, -77422272, 68578176, 0, 5461872, 0, 0, -328316939, 20705504, 0, 35199840, 80875968, 0, 55794976, -24342336, 0, -40922848, 50339178, 0, 0, -198732928, 0, -11246592, 77226414, 0, 351415536, 0, 0, 95209488, -95658276, 0, 22915872, -36832560, 0, -54406528, -190711232, 0, -44463160, -10735616, 0, 0, 351794640, 0, 66119508, -179029232, 0, -71740416], '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: 47842588
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394883851122, 'target_is_minimal': False, 'target_label': '882.6.a.o.1.1', 'target_level': 882, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47842589
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257062, 'target_is_minimal': False, 'target_label': '294.6.a.h.1.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47842590
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368382, 'target_is_minimal': False, 'target_label': '126.6.a.k.1.1', 'target_level': 126, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 47842591
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525472370164006, 'target_is_minimal': False, 'target_label': '294.6.e.h.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47842592
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468643868966, 'target_is_minimal': False, 'target_label': '294.6.e.r.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 47842593
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525472370164006, 'target_is_minimal': False, 'target_label': '294.6.e.h.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 47842594
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468643868966, 'target_is_minimal': False, 'target_label': '294.6.e.r.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 47842595
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663338, 'target_is_minimal': True, 'target_label': '42.6.a.a.1.1', 'target_level': 42, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 47842596
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103582791530185712, 'target_is_minimal': False, 'target_label': '1008.6.a.x.1.1', 'target_level': 1008, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 47842597
    {'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746998096, 'target_is_minimal': False, 'target_label': '336.6.a.j.1.1', 'target_level': 336, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 6}
  • id: 47842598
    {'conductor': 105, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050807200711706, 'target_is_minimal': False, 'target_label': '1050.6.g.o.799.1', 'target_level': 1050, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '105.62', 'twisting_conrey_index': 62, 'weight': 6}
  • id: 47842599
    {'conductor': 105, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 63050807200711706, 'target_is_minimal': False, 'target_label': '1050.6.g.o.799.2', 'target_level': 1050, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '105.83', 'twisting_conrey_index': 83, 'weight': 6}
  • id: 47842600
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 63050394883851122, 'source_is_minimal': False, 'source_label': '882.6.a.o.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795256480794, 'target_is_minimal': False, 'target_label': '1050.6.a.n.1.1', 'target_level': 1050, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1387450
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 2}
  • id: 1387451
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 3}
  • id: 1387452
    {'charpoly_factorization': [[[54, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 5}
  • id: 1387453
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 7}
  • id: 1387454
    {'charpoly_factorization': [[[216, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 11}
  • id: 1387455
    {'charpoly_factorization': [[[998, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 13}
  • id: 1387456
    {'charpoly_factorization': [[[-1302, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 17}
  • id: 1387457
    {'charpoly_factorization': [[[884, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 19}
  • id: 1387458
    {'charpoly_factorization': [[[-2268, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 23}
  • id: 1387459
    {'charpoly_factorization': [[[-1482, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 29}
  • id: 1387460
    {'charpoly_factorization': [[[8360, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 31}
  • id: 1387461
    {'charpoly_factorization': [[[4714, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 37}
  • id: 1387462
    {'charpoly_factorization': [[[9786, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 41}
  • id: 1387463
    {'charpoly_factorization': [[[-19436, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 43}
  • id: 1387464
    {'charpoly_factorization': [[[-22200, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 47}
  • id: 1387465
    {'charpoly_factorization': [[[26790, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 53}
  • id: 1387466
    {'charpoly_factorization': [[[-28092, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 59}
  • id: 1387467
    {'charpoly_factorization': [[[-38866, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 61}
  • id: 1387468
    {'charpoly_factorization': [[[-23948, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 67}
  • id: 1387469
    {'charpoly_factorization': [[[-20628, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 71}
  • id: 1387470
    {'charpoly_factorization': [[[290, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 73}
  • id: 1387471
    {'charpoly_factorization': [[[99544, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 79}
  • id: 1387472
    {'charpoly_factorization': [[[-19308, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 83}
  • id: 1387473
    {'charpoly_factorization': [[[-36390, 1], 1]], 'hecke_orbit_code': 63050394883851122, 'p': 89}
  • id: 1387474
    {'charpoly_factorization': [[[-79078, 1], 1]], 'hecke_orbit_code': 63050394883851122, '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': 15, 'label': '882.6.a.o', 'level': 882, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 60198343
    {'hecke_orbit_code': 63050394883851122, 'n': 1, 'trace_an': 1}
  • id: 60198344
    {'hecke_orbit_code': 63050394883851122, 'n': 2, 'trace_an': 4}
  • id: 60198345
    {'hecke_orbit_code': 63050394883851122, 'n': 3, 'trace_an': 0}
  • id: 60198346
    {'hecke_orbit_code': 63050394883851122, 'n': 4, 'trace_an': 16}
  • id: 60198347
    {'hecke_orbit_code': 63050394883851122, 'n': 5, 'trace_an': -54}
  • id: 60198348
    {'hecke_orbit_code': 63050394883851122, 'n': 6, 'trace_an': 0}
  • id: 60198349
    {'hecke_orbit_code': 63050394883851122, 'n': 7, 'trace_an': 0}
  • id: 60198350
    {'hecke_orbit_code': 63050394883851122, 'n': 8, 'trace_an': 64}
  • id: 60198351
    {'hecke_orbit_code': 63050394883851122, 'n': 9, 'trace_an': 0}
  • id: 60198352
    {'hecke_orbit_code': 63050394883851122, 'n': 10, 'trace_an': -216}
  • id: 60198353
    {'hecke_orbit_code': 63050394883851122, 'n': 11, 'trace_an': -216}
  • id: 60198354
    {'hecke_orbit_code': 63050394883851122, 'n': 12, 'trace_an': 0}
  • id: 60198355
    {'hecke_orbit_code': 63050394883851122, 'n': 13, 'trace_an': -998}
  • id: 60198356
    {'hecke_orbit_code': 63050394883851122, 'n': 14, 'trace_an': 0}
  • id: 60198357
    {'hecke_orbit_code': 63050394883851122, 'n': 15, 'trace_an': 0}
  • id: 60198358
    {'hecke_orbit_code': 63050394883851122, 'n': 16, 'trace_an': 256}
  • id: 60198359
    {'hecke_orbit_code': 63050394883851122, 'n': 17, 'trace_an': 1302}
  • id: 60198360
    {'hecke_orbit_code': 63050394883851122, 'n': 18, 'trace_an': 0}
  • id: 60198361
    {'hecke_orbit_code': 63050394883851122, 'n': 19, 'trace_an': -884}
  • id: 60198362
    {'hecke_orbit_code': 63050394883851122, 'n': 20, 'trace_an': -864}
  • id: 60198363
    {'hecke_orbit_code': 63050394883851122, 'n': 21, 'trace_an': 0}
  • id: 60198364
    {'hecke_orbit_code': 63050394883851122, 'n': 22, 'trace_an': -864}
  • id: 60198365
    {'hecke_orbit_code': 63050394883851122, 'n': 23, 'trace_an': 2268}
  • id: 60198366
    {'hecke_orbit_code': 63050394883851122, 'n': 24, 'trace_an': 0}
  • id: 60198367
    {'hecke_orbit_code': 63050394883851122, 'n': 25, 'trace_an': -209}
  • id: 60198368
    {'hecke_orbit_code': 63050394883851122, 'n': 26, 'trace_an': -3992}
  • id: 60198369
    {'hecke_orbit_code': 63050394883851122, 'n': 27, 'trace_an': 0}
  • id: 60198370
    {'hecke_orbit_code': 63050394883851122, 'n': 28, 'trace_an': 0}
  • id: 60198371
    {'hecke_orbit_code': 63050394883851122, 'n': 29, 'trace_an': 1482}
  • id: 60198372
    {'hecke_orbit_code': 63050394883851122, 'n': 30, 'trace_an': 0}
  • id: 60198373
    {'hecke_orbit_code': 63050394883851122, 'n': 31, 'trace_an': -8360}
  • id: 60198374
    {'hecke_orbit_code': 63050394883851122, 'n': 32, 'trace_an': 1024}
  • id: 60198375
    {'hecke_orbit_code': 63050394883851122, 'n': 33, 'trace_an': 0}
  • id: 60198376
    {'hecke_orbit_code': 63050394883851122, 'n': 34, 'trace_an': 5208}
  • id: 60198377
    {'hecke_orbit_code': 63050394883851122, 'n': 35, 'trace_an': 0}
  • id: 60198378
    {'hecke_orbit_code': 63050394883851122, 'n': 36, 'trace_an': 0}
  • id: 60198379
    {'hecke_orbit_code': 63050394883851122, 'n': 37, 'trace_an': -4714}
  • id: 60198380
    {'hecke_orbit_code': 63050394883851122, 'n': 38, 'trace_an': -3536}
  • id: 60198381
    {'hecke_orbit_code': 63050394883851122, 'n': 39, 'trace_an': 0}
  • id: 60198382
    {'hecke_orbit_code': 63050394883851122, 'n': 40, 'trace_an': -3456}
  • id: 60198383
    {'hecke_orbit_code': 63050394883851122, 'n': 41, 'trace_an': -9786}
  • id: 60198384
    {'hecke_orbit_code': 63050394883851122, 'n': 42, 'trace_an': 0}
  • id: 60198385
    {'hecke_orbit_code': 63050394883851122, 'n': 43, 'trace_an': 19436}
  • id: 60198386
    {'hecke_orbit_code': 63050394883851122, 'n': 44, 'trace_an': -3456}
  • id: 60198387
    {'hecke_orbit_code': 63050394883851122, 'n': 45, 'trace_an': 0}
  • id: 60198388
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  • id: 60198389
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  • id: 60198390
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  • id: 60198391
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  • id: 60198392
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  • id: 60198393
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  • id: 60198394
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  • id: 60198395
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  • id: 60198396
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  • id: 60198397
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  • id: 60198398
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  • id: 60198399
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  • id: 60198400
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  • id: 60198401
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  • id: 60198402
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  • id: 60198403
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  • id: 60198404
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  • id: 60198405
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  • id: 60198406
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  • id: 60198407
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  • id: 60198408
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  • id: 60198409
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  • id: 60198410
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  • id: 60198411
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  • id: 60198412
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  • id: 60198413
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  • id: 60198414
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  • id: 60198415
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  • id: 60198416
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  • id: 60198417
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  • id: 60198418
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  • id: 60198419
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  • id: 60198420
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  • id: 60198421
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  • id: 60198422
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  • id: 60198423
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  • id: 60198424
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  • id: 60198425
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  • id: 60198426
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  • id: 60198427
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  • id: 60198428
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  • id: 60198429
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  • id: 60198430
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  • id: 60198431
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  • id: 60198432
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  • id: 60198433
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  • id: 60198434
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  • id: 60198435
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  • id: 60198436
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  • id: 60198437
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  • id: 60198438
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  • id: 60198439
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  • id: 60198440
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  • id: 60198441
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  • id: 60198442
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  • id: 60198443
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  • id: 60198444
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  • id: 60198445
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  • id: 60198446
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  • id: 60198447
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  • id: 60198448
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  • id: 60198449
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  • id: 60198450
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  • id: 60198451
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  • id: 60198452
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  • id: 60198453
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  • id: 60198454
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  • id: 60198455
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  • id: 60198456
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  • id: 60198457
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  • id: 60198458
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  • id: 60198459
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  • id: 60198460
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  • id: 60198461
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  • id: 60198462
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  • id: 60198463
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  • id: 60198464
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  • id: 60198465
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  • id: 60198466
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  • id: 60198467
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  • id: 60198468
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  • id: 60198469
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  • id: 60198470
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  • id: 60198471
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  • id: 60198472
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  • id: 60198473
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  • id: 60198474
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  • id: 60198475
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  • id: 60198476
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  • id: 60198477
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  • id: 60198478
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  • id: 60198479
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  • id: 60198480
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  • id: 60198481
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  • id: 60198482
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  • id: 60198483
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  • id: 60198484
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  • id: 60198485
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  • id: 60198486
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  • id: 60198487
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  • id: 60198488
    {'hecke_orbit_code': 63050394883851122, 'n': 311, 'trace_an': -910608}
  • id: 60198489
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  • id: 60198490
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  • id: 60198491
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  • id: 60198492
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  • id: 60198493
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  • id: 60198494
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  • id: 60198495
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  • id: 60198496
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  • id: 60198497
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  • id: 60198498
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  • id: 60198499
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  • id: 60198500
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  • id: 60198501
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  • id: 60198502
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  • id: 60198503
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  • id: 60198504
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  • id: 60198505
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  • id: 60198506
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  • id: 60198507
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  • id: 60198508
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  • id: 60198509
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  • id: 60198510
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  • id: 60198511
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  • id: 60198512
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  • id: 60198513
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  • id: 60198514
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  • id: 60198515
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  • id: 60198516
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  • id: 60198517
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  • id: 60198518
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  • id: 60198519
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  • id: 60198520
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  • id: 60198521
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  • id: 60198522
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  • id: 60198523
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  • id: 60198524
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  • id: 60198525
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  • id: 60198526
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  • id: 60198527
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  • id: 60198528
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  • id: 60198529
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  • id: 60198530
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  • id: 60198531
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  • id: 60198532
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  • id: 60198534
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  • id: 60198535
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  • id: 60198536
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  • id: 60198537
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  • id: 60198538
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  • id: 60198540
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  • id: 60198541
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  • id: 60198543
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  • id: 60198578
    {'hecke_orbit_code': 63050394883851122, 'n': 853, 'trace_an': 24362986}
  • id: 60198579
    {'hecke_orbit_code': 63050394883851122, 'n': 857, 'trace_an': 2456118}
  • id: 60198580
    {'hecke_orbit_code': 63050394883851122, 'n': 859, 'trace_an': -8629820}
  • id: 60198581
    {'hecke_orbit_code': 63050394883851122, 'n': 863, 'trace_an': -10519932}
  • id: 60198582
    {'hecke_orbit_code': 63050394883851122, 'n': 877, 'trace_an': -11453986}
  • id: 60198583
    {'hecke_orbit_code': 63050394883851122, 'n': 881, 'trace_an': -11813418}
  • id: 60198584
    {'hecke_orbit_code': 63050394883851122, 'n': 883, 'trace_an': 4632212}
  • id: 60198585
    {'hecke_orbit_code': 63050394883851122, 'n': 887, 'trace_an': 44772768}
  • id: 60198586
    {'hecke_orbit_code': 63050394883851122, 'n': 907, 'trace_an': -20835652}
  • id: 60198587
    {'hecke_orbit_code': 63050394883851122, 'n': 911, 'trace_an': -5278692}
  • id: 60198588
    {'hecke_orbit_code': 63050394883851122, 'n': 919, 'trace_an': 25128632}
  • id: 60198589
    {'hecke_orbit_code': 63050394883851122, 'n': 929, 'trace_an': 13804206}
  • id: 60198590
    {'hecke_orbit_code': 63050394883851122, 'n': 937, 'trace_an': 47330710}
  • id: 60198591
    {'hecke_orbit_code': 63050394883851122, 'n': 941, 'trace_an': -32557038}
  • id: 60198592
    {'hecke_orbit_code': 63050394883851122, 'n': 947, 'trace_an': 5271168}
  • id: 60198593
    {'hecke_orbit_code': 63050394883851122, 'n': 953, 'trace_an': -8205786}
  • id: 60198594
    {'hecke_orbit_code': 63050394883851122, 'n': 961, 'trace_an': 41260449}
  • id: 60198595
    {'hecke_orbit_code': 63050394883851122, 'n': 967, 'trace_an': -11811808}
  • id: 60198596
    {'hecke_orbit_code': 63050394883851122, 'n': 971, 'trace_an': -36770172}
  • id: 60198597
    {'hecke_orbit_code': 63050394883851122, 'n': 977, 'trace_an': 18518262}
  • id: 60198598
    {'hecke_orbit_code': 63050394883851122, 'n': 983, 'trace_an': 27216936}
  • id: 60198599
    {'hecke_orbit_code': 63050394883851122, 'n': 991, 'trace_an': 16339808}
  • id: 60198600
    {'hecke_orbit_code': 63050394883851122, 'n': 997, 'trace_an': 30206218}