Embedded newform data - 338.5.d.g.239.3

Formats: - HTML - YAML - JSON - 2025-09-19T14:51:02.819659

• 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': 8450, 'analytic_conductor': 34.93904752233938, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [338, 4, [171], [1]], 'cm_discs': [], 'conrey_index': 99, 'dim': 8, 'field_disc': 1163865429782784, 'field_disc_factorization': [[2, 8], [3, 6], [157, 2], [503, 2]], 'field_poly': [221087161, 0, -7343258, 0, 90747, 0, -494, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [13182, 234, -261, 0, 1]], [5, [4358376324, -1733368608, 344688768, -27102996, 1106205, -8490, 162, -18, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021804006539602, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 676, 'hecke_ring_index_factorization': [[2, 2], [13, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 4, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '338.5.d.g', 'level': 338, '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, 13], 'level_radical': 26, 'minimal_twist': '26.5.f.b', 'prim_orbit_index': 4, 'qexp_display': 'q+(2+2\\beta _{3})q^{2}+\\beta _{1}q^{3}+8\\beta _{3}q^{4}+(3+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '4.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '338.5.d', 'trace_display': [16, 0, 18, -10], 'trace_hash': 68442725008756684, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.681', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.717', 'prec': 17}, {'__RealLiteral__': 0, 'data': '227.471', 'prec': 24}, {'__RealLiteral__': 0, 'data': '302.533', 'prec': 24}, {'__RealLiteral__': 0, 'data': '11038.599', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.245', 'prec': 17}, 'traces': [8, 16, 0, 0, 18, 0, -10, -128, 396, 0, 378, 0, 0, -40, -600, -512, 0, 792, 1190, -144, 678, 1512, 0, 0, 0, 0, -1404, -80, 1464, 0, -368, -1024, 1206, 312, 684, 0, 5296, 0, 0, -576, -696, 2712, 0, 3024, -834, 792, 10896, 0, 0, 1456, 0, 0, -4728, -2808, -13260, 0, -18990, 2928, -1194, 4800, 26340, 0, -5652, 0, 0, 4824, -8314, 1248, 0, 1368, 16830, -6336, 7586, 21184, 0, -9520, 0, 0, 37824, -1152, -34176, 0, -21864, 5424, -2226, 2592, 79416, 0, -12558, 0, 0, 3168, -55416, 43584, 0, 0, -31166, -33728, 55296, 5824, 0, -24024, 0, 0, 25884, -9456, -27264, 0, -67708, -26520, 42606, 640, 9540, 0, -36288, 0, 0, -4776, 9714, 19200, 0, 52680, 11466, 2944, 45054, -22608, 0, 8192, 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461384, 0, -65718, 60688, -117804, -27408, 369684, 0, -220062, 0, 0, -293280, -133314, -342272, 0, -76160, 217782, 37320, 190204, -98592, 0, -55560, 0, 0, 429000, 74728, -70512, 0, 73518, -74856, 296118, 9216, 691596, 0, 86514, 0, 0, 600184, -228600, 22272, 0, -534840, -145318, 174912, 231582, 384456, 0, -43392, 0, 0, -229632, -17808, 197148, 0, -31206, 20736, -818484, -7536, -326856, 0, -167734, 0, 0, -96768, -752664, -356616, 0, -100464, -15102, 38736, 650844, 26688, 0, 144, 0, 0, 402408, -149904, 585632, 0, 58638, -220176, -16680, 443328, 502008, 0, -248784, 0, 0, 68808, 550330, -613056, 0, -414624, 97770, 0, -55548, 185888, 0, 249328, 0, 0, -614880, -269824, 521160, 0, 225168, 442368, -156238, 340360, 746628, 0, 147936, 0, 0, -313632, 32454, 138888, 0, -192192, -82792, 166968, -573954, -75936, 0, 534072, 0, 0, -39348, -118512, -1094088, 0, -766, 305568, 287148, 75648, -432684, 0, 59610, 0, 0, -442032, 413514, 89856, 0, -222104, 182904, 541664, 10278, -146112, 0, 212160, 0, 0, 388536, 340848, 968784, 0, 1391646, 5120, -521502, -12840, 356004, 0, 324360, 0, 0, 607680, -34688, -683248, 0, -290304, 117576, 163368, -264632, -93696, 0, -249216, 0, 0, -379232, -256296, -561060, 0, 598938, 11952, 846674, -77712, -731352, 0, 197370, 0, 0, 342304, -188922, 303104, 0, -311688, -374330, -421440, -612354, -56712, 0, -91728, 0, 0, -612024, 23552, -184812, 0, -258992, 360432, -1562970, -106632, -301140, 0, 143682, 0, 0, -108512, 195756, -433872, 0, 65536, -937614, 695856, 369444, 633408, 0, 28360, 0, 0, 161808, 354408, 1705388, 0, -214410, -880920, 647484, -77184, -1286164, 0, -1350804, 0, 0, -148824, 25332, 266048, 0, 356568, 767796, 289248, -560674, -332360, 0, -19968, 0, 0, -508484, -8256, 505824, 0, -269382, -542592, -38364, -124632, -1646400, 0, -86724, 0, 0, -43776, 349278, 291096, 0, 748800, -1168302, -919024, -208758, -538560, 0, -616056, 0, 0, 2085660, -54576, -508032, 0, -1349954, 922768, 931182, -26640, -341700, 0, -282084, 0, 0, -471216, 1395918, -109632, 0, 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41112, 0, -292224, 754444, -51792, 413190, 848640, 0, -1489368, 0, 0, 5621532, 777072, -4415892, 0, -612422, 1937568, -1238490, -793360, -1543884, 0, -70968, 0, 0, -2086008, -3619344, -51360, 0, 712008, 2145138, -152640, 1373322, 1297440, 0, -160272, 0, 0, -3391560, 1215360, -336660, 0, 32916, -1366496, 1021068, 742560, 1022472, 0, -2959104, 0, 0, 653472, 1179302, -1058528, 0, -187392, -3699372, 1210176, -1928368, -996864, 0, -122208, 0, 0, 378612, -758464, -405744, 0, -3086448, -1122120, 964974, 76416, -73572, 0, 1049682, 0, 0, 3386696, 5283828, -310848, 0, -1462704, -188076, -1311936, 2368218, 789480, 0, -307200, 0, 0, -1314252, 684608, 1665576, 0, -2095732, 606208, -3316098, -264480, -637992, 0, -1580906, 0, 0, -1685760, -1972812, -2449416, 0, -113424, -14640, 706992, -2650728, -366912, 0, -2681496, 0, 0, 4594548, -1224048, 4563328, 0, 2876670, -369624, 2102844, 1050144, -4598068, 0, 161682, 0], 'weight': 5, '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], [0.5, -0.5], [1.0551110242567103, 0.0], [0.0, -0.5], [0.7693642878966591, -0.7693642878966591], [0.5275555121283552, -0.5275555121283552], [0.28513828911284017, 0.28513828911284017], [-0.25, -0.25], [0.11325927350804417, 0.0], [0.0, -0.7693642878966591], [-0.1923470328147914, -0.1923470328147914], [0.0, -0.5275555121283552], [0.0, 0.0], [0.28513828911284017, 0.0], [0.8117647418291785, -0.8117647418291785], [-0.25, 0.0], [0.0, -0.7438137887417462], [0.056629636754022085, -0.056629636754022085], [0.8268031734573775, -0.8268031734573775], [-0.38468214394832956, -0.38468214394832956], [0.3008525522806547, 0.3008525522806547], [-0.1923470328147914, 0.0], [0.0, -1.8187243784462168], [-0.2637777560641776, -0.2637777560641776], [0.0, -0.18384281498146668], [0.0, 0.0], [-0.9356099161790669, 0.0], [0.14256914455642009, -0.14256914455642009], [1.8368447385170683, 0.0], [0.0, -0.8117647418291785], [-0.7804790687706339, 0.7804790687706339], [-0.125, 0.125], [-0.2029474748059536, -0.2029474748059536], [-0.3719068943708731, -0.3719068943708731], [0.43875043351074394, 0.0], [0.0, -0.056629636754022085], [0.3640119911015483, 0.3640119911015483], [0.0, -0.8268031734573775], [0.0, 0.0], [-0.38468214394832956, 0.0], [-0.23890954171585888, 0.23890954171585888], [0.3008525522806547, 0.0], [0.0, -0.08852635136351386], [-0.0961735164073957, 0.0961735164073957], [0.08713764031020936, -0.08713764031020936], [-0.9093621892231084, -0.9093621892231084], [0.7845209265513804, 0.7845209265513804], [-0.2637777560641776, 0.0], [0.0, -0.8373923121636048], [-0.09192140749073334, -0.09192140749073334], [0.0, -0.7848061284955682], [0.0, 0.0], [-1.6143994182651202, 0.0], [-0.46780495808953343, 0.46780495808953343], [-0.2959698758611746, 0.0], [0.0, -0.14256914455642009], [0.8723691432053121, -0.8723691432053121], [0.9184223692585342, -0.9184223692585342], [0.15830988005552082, 0.15830988005552082], [-0.40588237091458923, -0.40588237091458923], [1.0611288941390733, 0.0], [0.0, 0.7804790687706339], [0.032294555474246936, 0.032294555474246936], [0.0, 0.125], [0.0, 0.0], [-0.2029474748059536, 0.0], [-1.085924912937464, 1.085924912937464], [-0.3719068943708731, 0.0], [0.0, -1.9189561417830365], [0.21937521675537197, -0.21937521675537197], [0.7741454102089502, -0.7741454102089502], [-0.028314818377011042, -0.028314818377011042], [0.4684885216960243, 0.4684885216960243], [0.3640119911015483, 0.0], [0.0, -0.19397458081733218], [-0.41340158672868876, -0.41340158672868876], [0.0, -0.10969100770548189], [0.0, 0.0], [1.0751558285820004, 0.0], [-0.19234107197416478, 0.19234107197416478], [-1.1004316104724743, 0.0], [0.0, 0.23890954171585888], [-0.19760485221121393, 0.19760485221121393], [0.15042627614032736, -0.15042627614032736], [-0.5722637659030096, -0.5722637659030096], [-0.04426317568175693, -0.04426317568175693], [1.9380751334572932, 0.0], [0.0, 0.0961735164073957], [0.5576111730805019, 0.5576111730805019], [0.0, -0.08713764031020936], [0.0, 0.0], 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[0.27027088690178175, 0.0], [-0.21809228580132803, 0.21809228580132803], [0.07601741398526475, 0.0], [0.0, -0.659440645597089], [0.8613870227982865, -0.8613870227982865], [0.09558610137127552, -0.09558610137127552], [0.152030056070147, 0.152030056070147], [0.3479597782687497, 0.3479597782687497], [-1.3757928373882253, 0.0], [0.0, 0.6996307931517838], [-1.0977243194490993, -1.0977243194490993], [0.0, 1.0913028084702336], [0.0, 0.0], [-0.057868095745940845, 0.0], [0.06692098913111724, -0.06692098913111724], [-0.9124465384308641, 0.0], [0.0, 0.02560525461696576], [-0.22960559231463354, 0.22960559231463354], [-0.7967522457484618, 0.7967522457484618], [0.6335653897636713, 0.6335653897636713], [-0.6923586211256794, -0.6923586211256794], [-0.027941462643642726, 0.0], [0.0, 0.7426072353909069], [-0.48912594476379856, -0.48912594476379856], [0.0, 0.22014647471772458], [0.0, 0.0], [-0.2700159973057712, 0.0], [-0.3096387717799983, 0.3096387717799983], [-0.5997076188827758, 0.0], [0.0, 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0.0], [0.0, 1.2898054325325747], [-0.34057322848269483, -0.34057322848269483], [0.0, -0.31396109573176284]], 'angles': [None, -0.1615543362935054, -0.283450266677134, -0.09268917649607526, -0.14671394736249507, None, -0.43935203178516896, -0.2756182507913492, -0.3182851136567115, -0.06473188324129574, -0.4680450693563691, -0.08356786882840068, -0.40201632704910656, -0.4929529943986695, -0.03140885244532983, -0.39950897442422795, -0.10714645860320018, -0.16098999950534398, 0.2643403924453793, -0.2828081616023418, -0.07126121358055974, -0.15966969806573572, -0.3973113653474879, -0.06049516514346536, -0.41636088576410385, -0.4322073450438792, 0.01802912723402913, -0.18258116909600097, 0.300475994706545, -0.37071066191609753, 0.08394671635456065, -0.20705151474205172, -0.17580719749744908, -0.2583516540013074, -0.28397883714144107, -0.11952079027492976, -0.3094249035798655, 0.045022425205297326, -0.07426836297717644, 0.09075376571268039, 0.03336867952670746, 0.12463967965060217, 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-0.18278301132435273, -0.3953997364165131, -0.33909203856749764, -0.1854836622709903, -0.46788325721879953, -0.23184395934032628, -0.39717719242395844, -0.4326139459136864, -0.3571775817557167, -0.14389539226746417, -0.45080767805042216, -0.13987254769042465, -0.11364985298708888, 0.11536773873064309, -0.27385360579029383, -0.40918504466362227, -0.3327644013609687, 0.04061050690353744, -0.43941931444386606, -0.4035873118876083, 0.1502113201500654, -0.22842652222987786, -0.3707328388586537, -0.47025135941286644, -0.27155300670004495, -0.31120572820084363, 0.0482571794845073, 0.048213702022964586, -0.4952532613702602, -0.25962344567479045, -0.4121739907482599, -0.12509442878081833, -0.2276458053464852, -0.39083933019122746], 'char_orbit_index': 4, 'conrey_index': 239, 'dual_conrey_index': 99, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 7, 'embedding_root_imag': 0.5, 'embedding_root_real': 12.094075429663707, 'hecke_orbit': 7, 'hecke_orbit_code': 27021804006539602, 'label': '338.5.d.g.239.3', 'level': 338, 'weight': 5}
• 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

  
  {'Nk2': 8450, 'analytic_conductor': 34.93904752233938, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [338, 4, [171], [1]], 'conrey_index': 99, 'cusp_dim': 336, 'dim': 100, 'eis_dim': 56, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 206242316626, 'hecke_orbit_dims': [4, 4, 6, 6, 8, 8, 8, 8, 24, 24], 'label': '338.5.d', 'level': 338, '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, 13], 'level_radical': 26, 'mf_dim': 392, 'mf_new_dim': 100, 'num_forms': 10, 'prim_orbit_index': 4, 'relative_dim': 50, 'sturm_bound': 227, 'trace_bound': 5, 'trace_display': [0, 0, 12, 132], 'traces': [100, 0, 0, 0, 12, 0, 132, 0, 2484, 0, 84, 0, 0, 384, 720, -6400, 0, -1152, 684, -96, -2664, 384, 0, 0, 0, 0, 1128, 1056, 8016, 0, 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0, 0, 3797872, -1526976, -2034440, 0, -1089384, -1703808, -3427812, -1455456, -7186792, 0, -4378536, 0, 0, -9756096, -4978872, 1698432, 0, 1392768, 612072, 294912, 2778804, 1169536, 0, -1165824, 0, 0, 9705312, 920064, -3719568, 0, 1319916, -350976, -853128, -172608, 6303024, 0, 684432, 0, 0, 3633216, 481788, 1151936, 0, -287232, -806184, 890688, 2402844, 2974400, 0, 2625984, 0, 0, 4000920, 2564352, 446216, 0, -1175760, -1405440, 2217228, -525312, 2768292, 0, 4052232, 0, 0, -127104, -2667972, 193536, 0, 1100928, 2764536, 2880, -2041812, -4388352, 0, 595968, 0, 0, -13316736, -2101824, 6606176, 0, 510804, -368640, -4536936, -88704, -3597504, 0, -2802024, 0, 0, -3442176, 4431204, -3828480, 0, -2005056, -2631492, -915840, 4408992, -854528, 0, -262656, 0, 0, 1500416, 1400448, -6194088, 0, 1335720, -1271232, -2494908, 1939296, -16693728, 0, -1942920, 0, 0, 7206016, -140664, -4589728, 0, 138816, -1339128, -27648, -133128, -230656, 0, -236640, 0, 0, 1214544, 695808, 16749136, 0, 7012656, 832992, 4511784, 1434240, 1818096, 0, 1960632, 0, 0, 458816, -1176996, -10631808, 0, 761856, -189012, -1082880, 2873676, -4269312, 0, -1783488, 0, 0, 3742824, -5766720, 14244696, 0, -2225796, 1361664, 1854000, 807168, 24233848, 0, -1208076, 0, 0, -1527168, -3892536, -429056, 0, -236160, -4481856, -1784736, 1883664, -3211776, 0, 368640, 0, 0, -22246280, 1104480, -851304, 0, -1645596, 175104, -4507344, 2139072, 688344, 0, 5899080, 0, 0, 988672, 149460, -8214784, 0, 1827168, -2821500, -2220096, -3078684, -1974272, 0, 2818944, 0, 0, 21379560, -919296, 7014112, 0, 6242688, 3016320, 10520616, 807552, -14695408, 0, -4993992, 0], 'weight': 5, '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: 45766463
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 239, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021804006539602, 'target_is_minimal': False, 'target_label': '338.5.d.g.239.3', 'target_level': 338, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
  • id: 45766464
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 99, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518204379169106, 'target_is_minimal': False, 'target_label': '338.5.d.f.99.3', 'target_level': 338, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 5}
  • id: 45766465
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 11, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503943308640282, 'target_is_minimal': True, 'target_label': '26.5.f.b.11.1', 'target_level': 26, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '13.6', 'twisting_conrey_index': 6, 'weight': 5}
  • id: 45766466
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 99, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021804006539602, 'target_is_minimal': False, 'target_label': '338.5.d.g.99.3', 'target_level': 338, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 5}
  • id: 45766467
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503943308640282, 'target_is_minimal': True, 'target_label': '26.5.f.b.19.1', 'target_level': 26, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '13.10', 'twisting_conrey_index': 10, 'weight': 5}
  • id: 45766468
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 239, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518204379169106, 'target_is_minimal': False, 'target_label': '338.5.d.f.239.3', 'target_level': 338, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 5}
  • id: 45766469
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1855509758186, 'target_is_minimal': False, 'target_label': '234.5.bb.a.19.2', 'target_level': 234, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '39.23', 'twisting_conrey_index': 23, 'weight': 5}
  • id: 45766470
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 239, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 27021804006539602, 'source_is_minimal': False, 'source_label': '338.5.d.g.239.3', 'source_level': 338, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1855509758186, 'target_is_minimal': False, 'target_label': '234.5.bb.a.37.2', 'target_level': 234, 'twist_class_label': '26.5.f.b.11.1', 'twist_class_level': 26, 'twisting_char_label': '39.32', 'twisting_conrey_index': 32, 'weight': 5}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 736925
    {'charpoly_factorization': [[[8, -4, 1], 4]], 'hecke_orbit_code': 27021804006539602, 'p': 2}
  • id: 736926
    {'charpoly_factorization': [[[13182, 234, -261, 0, 1], 2]], 'hecke_orbit_code': 27021804006539602, 'p': 3}
  • id: 736927
    {'charpoly_factorization': [[[4358376324, -1733368608, 344688768, -27102996, 1106205, -8490, 162, -18, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 5}
  • id: 736928
    {'charpoly_factorization': [[[208860304, -2485744, 14792, -48028, 285817, -5438, 50, 10, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 7}
  • id: 736929
    {'charpoly_factorization': [[[5847892147566144, 275638812029568, 6496080363648, 17973892224, -143743935, -2457990, 71442, -378, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 11}
  • id: 736930
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 27021804006539602, 'p': 13}
  • id: 736931
    {'charpoly_factorization': [[[46676296270838529, 0, 37699623254016, 0, 3436361310, 0, 103392, 0, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 17}
  • id: 736932
    {'charpoly_factorization': [[[711033048578010326116, -6755887927525365616, 32095569805483808, -56498769379780, 62886445933, -137031254, 708050, -1190, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 19}
  • id: 736933
    {'charpoly_factorization': [[[80731387411604278596, 0, 80109281591808912, 0, 861030464493, 0, 1762446, 0, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 23}
  • id: 736934
    {'charpoly_factorization': [[[435928210341, 1440392844, -2370678, -732, 1], 2]], 'hecke_orbit_code': 27021804006539602, 'p': 29}
  • id: 736935
    {'charpoly_factorization': [[[999511577963251968784, -40494161410388586368, 820289201487815168, 2205594997061056, 2933338617544, 643820576, 67712, 368, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 31}
  • id: 736936
    {'charpoly_factorization': [[[1223266016776467161521, 57082115372530210432, 1331831282286927872, -6469447851162320, 14895931044382, -18759920704, 14023808, -5296, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 37}
  • id: 736937
    {'charpoly_factorization': [[[438950128477357335969, 6518850475367663784, 48405739927233312, 128300668203240, 175480827630, 56768568, 242208, 696, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 41}
  • id: 736938
    {'charpoly_factorization': [[[3325294311459856995692304, 0, 127239274770069431736, 0, 117298529951913, 0, 20551518, 0, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 43}
  • id: 736939
    {'charpoly_factorization': [[[112698360241479547513666704, 90404406199622352363264, 36260317553840474112, -261298149266427840, 313661185900200, -177811840512, 59361408, -10896, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 47}
  • id: 736940
    {'charpoly_factorization': [[[43469639270772, -23107942164, -17053887, 2364, 1], 2]], 'hecke_orbit_code': 27021804006539602, 'p': 53}
  • id: 736941
    {'charpoly_factorization': [[[5609294918979376287562110864, -7140864529340424161691696, 4545308007772778664072, 3540175616152476468, 1299396256641609, 49891309122, 712818, 1194, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 59}
  • id: 736942
    {'charpoly_factorization': [[[34094808846537, -87913026930, 56489106, -13170, 1], 2]], 'hecke_orbit_code': 27021804006539602, 'p': 61}
  • id: 736943
    {'charpoly_factorization': [[[2565584311610213699309828164, -3756605713131963261419056, 2750267535561649370912, 741077845650277388, 144254323924909, -56117074118, 34561298, 8314, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 67}
  • id: 736944
    {'charpoly_factorization': [[[112483040417631608159608306884, -52328649822801469578905760, 12172002028530499843200, -1550323094090350860, 1359338338705677, -597654764790, 141624450, -16830, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 71}
  • id: 736945
    {'charpoly_factorization': [[[18599838404535212852397969316, 11109360438239522175346208, 3317714021553766554752, -658208477391279172, 159095117817781, 76187917486, 28773698, -7586, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 73}
  • id: 736946
    {'charpoly_factorization': [[[393593299652832, -375740512848, 129130668, -18912, 1], 2]], 'hecke_orbit_code': 27021804006539602, 'p': 79}
  • id: 736947
    {'charpoly_factorization': [[[384039578925861411100114022976, 280547500963190463912806208, 102472381254075989094432, 1333129788597164688, 1967592249631284, 1042701602808, 239017248, 21864, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 83}
  • id: 736948
    {'charpoly_factorization': [[[69287781914152581615828854436, 110021996629612409394163176, 87351906843866901088008, 20200563430824491208, 2160303434801637, -89630248734, 78851682, 12558, 1], 1]], 'hecke_orbit_code': 27021804006539602, 'p': 89}
  • id: 736949
    {'charpoly_factorization': [[[7109454680997854794906990564, 45624909043435134990081736, 146398874359907975884232, 83247361836806365048, 25017865164164293, 4405015876706, 485659778, 31166, 1], 1]], 'hecke_orbit_code': 27021804006539602, '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': 4, 'hecke_orbit': 7, 'label': '338.5.d.g', 'level': 338, 'portrait': 'data:image/png;base64,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', 'weight': 5}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47272285
    {'hecke_orbit_code': 27021804006539602, 'n': 1, 'trace_an': 8}
  • id: 47272286
    {'hecke_orbit_code': 27021804006539602, 'n': 2, 'trace_an': 16}
  • id: 47272287
    {'hecke_orbit_code': 27021804006539602, 'n': 3, 'trace_an': 0}
  • id: 47272288
    {'hecke_orbit_code': 27021804006539602, 'n': 4, 'trace_an': 0}
  • id: 47272289
    {'hecke_orbit_code': 27021804006539602, 'n': 5, 'trace_an': 18}
  • id: 47272290
    {'hecke_orbit_code': 27021804006539602, 'n': 6, 'trace_an': 0}
  • id: 47272291
    {'hecke_orbit_code': 27021804006539602, 'n': 7, 'trace_an': -10}
  • id: 47272292
    {'hecke_orbit_code': 27021804006539602, 'n': 8, 'trace_an': -128}
  • id: 47272293
    {'hecke_orbit_code': 27021804006539602, 'n': 9, 'trace_an': 396}
  • id: 47272294
    {'hecke_orbit_code': 27021804006539602, 'n': 10, 'trace_an': 0}
  • id: 47272295
    {'hecke_orbit_code': 27021804006539602, 'n': 11, 'trace_an': 378}
  • id: 47272296
    {'hecke_orbit_code': 27021804006539602, 'n': 12, 'trace_an': 0}
  • id: 47272297
    {'hecke_orbit_code': 27021804006539602, 'n': 13, 'trace_an': 0}
  • id: 47272298
    {'hecke_orbit_code': 27021804006539602, 'n': 14, 'trace_an': -40}
  • id: 47272299
    {'hecke_orbit_code': 27021804006539602, 'n': 15, 'trace_an': -600}
  • id: 47272300
    {'hecke_orbit_code': 27021804006539602, 'n': 16, 'trace_an': -512}
  • id: 47272301
    {'hecke_orbit_code': 27021804006539602, 'n': 17, 'trace_an': 0}
  • id: 47272302
    {'hecke_orbit_code': 27021804006539602, 'n': 18, 'trace_an': 792}
  • id: 47272303
    {'hecke_orbit_code': 27021804006539602, 'n': 19, 'trace_an': 1190}
  • id: 47272304
    {'hecke_orbit_code': 27021804006539602, 'n': 20, 'trace_an': -144}
  • id: 47272305
    {'hecke_orbit_code': 27021804006539602, 'n': 21, 'trace_an': 678}
  • id: 47272306
    {'hecke_orbit_code': 27021804006539602, 'n': 22, 'trace_an': 1512}
  • id: 47272307
    {'hecke_orbit_code': 27021804006539602, 'n': 23, 'trace_an': 0}
  • id: 47272308
    {'hecke_orbit_code': 27021804006539602, 'n': 24, 'trace_an': 0}
  • id: 47272309
    {'hecke_orbit_code': 27021804006539602, 'n': 25, 'trace_an': 0}
  • id: 47272310
    {'hecke_orbit_code': 27021804006539602, 'n': 26, 'trace_an': 0}
  • id: 47272311
    {'hecke_orbit_code': 27021804006539602, 'n': 27, 'trace_an': -1404}
  • id: 47272312
    {'hecke_orbit_code': 27021804006539602, 'n': 28, 'trace_an': -80}
  • id: 47272313
    {'hecke_orbit_code': 27021804006539602, 'n': 29, 'trace_an': 1464}
  • id: 47272314
    {'hecke_orbit_code': 27021804006539602, 'n': 30, 'trace_an': 0}
  • id: 47272315
    {'hecke_orbit_code': 27021804006539602, 'n': 31, 'trace_an': -368}
  • id: 47272316
    {'hecke_orbit_code': 27021804006539602, 'n': 32, 'trace_an': -1024}
  • id: 47272317
    {'hecke_orbit_code': 27021804006539602, 'n': 33, 'trace_an': 1206}
  • id: 47272318
    {'hecke_orbit_code': 27021804006539602, 'n': 34, 'trace_an': 312}
  • id: 47272319
    {'hecke_orbit_code': 27021804006539602, 'n': 35, 'trace_an': 684}
  • id: 47272320
    {'hecke_orbit_code': 27021804006539602, 'n': 36, 'trace_an': 0}
  • id: 47272321
    {'hecke_orbit_code': 27021804006539602, 'n': 37, 'trace_an': 5296}
  • id: 47272322
    {'hecke_orbit_code': 27021804006539602, 'n': 38, 'trace_an': 0}
  • id: 47272323
    {'hecke_orbit_code': 27021804006539602, 'n': 39, 'trace_an': 0}
  • id: 47272324
    {'hecke_orbit_code': 27021804006539602, 'n': 40, 'trace_an': -576}
  • id: 47272325
    {'hecke_orbit_code': 27021804006539602, 'n': 41, 'trace_an': -696}
  • id: 47272326
    {'hecke_orbit_code': 27021804006539602, 'n': 42, 'trace_an': 2712}
  • id: 47272327
    {'hecke_orbit_code': 27021804006539602, 'n': 43, 'trace_an': 0}
  • id: 47272328
    {'hecke_orbit_code': 27021804006539602, 'n': 44, 'trace_an': 3024}
  • id: 47272329
    {'hecke_orbit_code': 27021804006539602, 'n': 45, 'trace_an': -834}
  • id: 47272330
    {'hecke_orbit_code': 27021804006539602, 'n': 46, 'trace_an': 792}
  • id: 47272331
    {'hecke_orbit_code': 27021804006539602, 'n': 47, 'trace_an': 10896}
  • id: 47272332
    {'hecke_orbit_code': 27021804006539602, 'n': 48, 'trace_an': 0}
  • id: 47272333
    {'hecke_orbit_code': 27021804006539602, 'n': 49, 'trace_an': 0}
  • id: 47272334
    {'hecke_orbit_code': 27021804006539602, 'n': 50, 'trace_an': 1456}
  • id: 47272335
    {'hecke_orbit_code': 27021804006539602, 'n': 51, 'trace_an': 0}
  • id: 47272336
    {'hecke_orbit_code': 27021804006539602, 'n': 52, 'trace_an': 0}
  • id: 47272337
    {'hecke_orbit_code': 27021804006539602, 'n': 53, 'trace_an': -4728}
  • id: 47272338
    {'hecke_orbit_code': 27021804006539602, 'n': 54, 'trace_an': -2808}
  • id: 47272339
    {'hecke_orbit_code': 27021804006539602, 'n': 55, 'trace_an': -13260}
  • id: 47272340
    {'hecke_orbit_code': 27021804006539602, 'n': 56, 'trace_an': 0}
  • id: 47272341
    {'hecke_orbit_code': 27021804006539602, 'n': 57, 'trace_an': -18990}
  • id: 47272342
    {'hecke_orbit_code': 27021804006539602, 'n': 58, 'trace_an': 2928}
  • id: 47272343
    {'hecke_orbit_code': 27021804006539602, 'n': 59, 'trace_an': -1194}
  • id: 47272344
    {'hecke_orbit_code': 27021804006539602, 'n': 60, 'trace_an': 4800}
  • id: 47272345
    {'hecke_orbit_code': 27021804006539602, 'n': 61, 'trace_an': 26340}
  • id: 47272346
    {'hecke_orbit_code': 27021804006539602, 'n': 62, 'trace_an': 0}
  • id: 47272347
    {'hecke_orbit_code': 27021804006539602, 'n': 63, 'trace_an': -5652}
  • id: 47272348
    {'hecke_orbit_code': 27021804006539602, 'n': 64, 'trace_an': 0}
  • id: 47272349
    {'hecke_orbit_code': 27021804006539602, 'n': 65, 'trace_an': 0}
  • id: 47272350
    {'hecke_orbit_code': 27021804006539602, 'n': 66, 'trace_an': 4824}
  • id: 47272351
    {'hecke_orbit_code': 27021804006539602, 'n': 67, 'trace_an': -8314}
  • id: 47272352
    {'hecke_orbit_code': 27021804006539602, 'n': 68, 'trace_an': 1248}
  • id: 47272353
    {'hecke_orbit_code': 27021804006539602, 'n': 69, 'trace_an': 0}
  • id: 47272354
    {'hecke_orbit_code': 27021804006539602, 'n': 70, 'trace_an': 1368}
  • id: 47272355
    {'hecke_orbit_code': 27021804006539602, 'n': 71, 'trace_an': 16830}
  • id: 47272356
    {'hecke_orbit_code': 27021804006539602, 'n': 72, 'trace_an': -6336}
  • id: 47272357
    {'hecke_orbit_code': 27021804006539602, 'n': 73, 'trace_an': 7586}
  • id: 47272358
    {'hecke_orbit_code': 27021804006539602, 'n': 74, 'trace_an': 21184}
  • id: 47272359
    {'hecke_orbit_code': 27021804006539602, 'n': 75, 'trace_an': 0}
  • id: 47272360
    {'hecke_orbit_code': 27021804006539602, 'n': 76, 'trace_an': -9520}
  • id: 47272361
    {'hecke_orbit_code': 27021804006539602, 'n': 77, 'trace_an': 0}
  • id: 47272362
    {'hecke_orbit_code': 27021804006539602, 'n': 78, 'trace_an': 0}
  • id: 47272363
    {'hecke_orbit_code': 27021804006539602, 'n': 79, 'trace_an': 37824}
  • id: 47272364
    {'hecke_orbit_code': 27021804006539602, 'n': 80, 'trace_an': -1152}
  • id: 47272365
    {'hecke_orbit_code': 27021804006539602, 'n': 81, 'trace_an': -34176}
  • id: 47272366
    {'hecke_orbit_code': 27021804006539602, 'n': 82, 'trace_an': 0}
  • id: 47272367
    {'hecke_orbit_code': 27021804006539602, 'n': 83, 'trace_an': -21864}
  • id: 47272368
    {'hecke_orbit_code': 27021804006539602, 'n': 84, 'trace_an': 5424}
  • id: 47272369
    {'hecke_orbit_code': 27021804006539602, 'n': 85, 'trace_an': -2226}
  • id: 47272370
    {'hecke_orbit_code': 27021804006539602, 'n': 86, 'trace_an': 2592}
  • id: 47272371
    {'hecke_orbit_code': 27021804006539602, 'n': 87, 'trace_an': 79416}
  • id: 47272372
    {'hecke_orbit_code': 27021804006539602, 'n': 88, 'trace_an': 0}
  • id: 47272373
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  • id: 47272374
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  • id: 47272375
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  • id: 47272376
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  • id: 47272377
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  • id: 47272378
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  • id: 47272379
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  • id: 47272380
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  • id: 47272381
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  • id: 47272382
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  • id: 47272383
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  • id: 47272384
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  • id: 47272385
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  • id: 47272386
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  • id: 47272387
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  • id: 47272388
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  • id: 47272389
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  • id: 47272390
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  • id: 47272391
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  • id: 47272392
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  • id: 47272393
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  • id: 47272394
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  • id: 47272395
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  • id: 47272396
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  • id: 47272397
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  • id: 47272398
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  • id: 47272399
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  • id: 47272400
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  • id: 47272401
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  • id: 47272402
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  • id: 47272403
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  • id: 47272405
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  • id: 47272406
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  • id: 47272407
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  • id: 47272408
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  • id: 47272409
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  • id: 47272410
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  • id: 47272411
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  • id: 47272412
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  • id: 47272413
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  • id: 47272414
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  • id: 47272415
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  • id: 47272416
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  • id: 47272417
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  • id: 47272418
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  • id: 47272419
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  • id: 47272420
    {'hecke_orbit_code': 27021804006539602, 'n': 257, 'trace_an': 0}
  • id: 47272421
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  • id: 47272422
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  • id: 47272423
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  • id: 47272424
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  • id: 47272425
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  • id: 47272426
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  • id: 47272427
    {'hecke_orbit_code': 27021804006539602, 'n': 289, 'trace_an': 461384}
  • id: 47272428
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  • id: 47272429
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  • id: 47272430
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  • id: 47272431
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  • id: 47272432
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  • id: 47272433
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  • id: 47272434
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  • id: 47272435
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  • id: 47272436
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  • id: 47272437
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  • id: 47272438
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  • id: 47272439
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  • id: 47272440
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  • id: 47272441
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  • id: 47272442
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  • id: 47272443
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  • id: 47272444
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  • id: 47272445
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  • id: 47272446
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  • id: 47272447
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  • id: 47272448
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  • id: 47272449
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  • id: 47272450
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  • id: 47272451
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  • id: 47272452
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  • id: 47272453
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  • id: 47272454
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  • id: 47272455
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  • id: 47272456
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  • id: 47272457
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  • id: 47272458
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  • id: 47272459
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  • id: 47272460
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  • id: 47272461
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  • id: 47272462
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  • id: 47272463
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  • id: 47272464
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  • id: 47272465
    {'hecke_orbit_code': 27021804006539602, 'n': 509, 'trace_an': 195756}
  • id: 47272466
    {'hecke_orbit_code': 27021804006539602, 'n': 512, 'trace_an': 65536}
  • id: 47272467
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  • id: 47272468
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  • id: 47272469
    {'hecke_orbit_code': 27021804006539602, 'n': 529, 'trace_an': -1286164}
  • id: 47272470
    {'hecke_orbit_code': 27021804006539602, 'n': 541, 'trace_an': -560674}
  • id: 47272471
    {'hecke_orbit_code': 27021804006539602, 'n': 547, 'trace_an': -508484}
  • id: 47272472
    {'hecke_orbit_code': 27021804006539602, 'n': 557, 'trace_an': -86724}
  • id: 47272473
    {'hecke_orbit_code': 27021804006539602, 'n': 563, 'trace_an': 0}
  • id: 47272474
    {'hecke_orbit_code': 27021804006539602, 'n': 569, 'trace_an': 0}
  • id: 47272475
    {'hecke_orbit_code': 27021804006539602, 'n': 571, 'trace_an': 0}
  • id: 47272476
    {'hecke_orbit_code': 27021804006539602, 'n': 577, 'trace_an': -1349954}
  • id: 47272477
    {'hecke_orbit_code': 27021804006539602, 'n': 587, 'trace_an': 1395918}
  • id: 47272478
    {'hecke_orbit_code': 27021804006539602, 'n': 593, 'trace_an': -355734}
  • id: 47272479
    {'hecke_orbit_code': 27021804006539602, 'n': 599, 'trace_an': -1495692}
  • id: 47272480
    {'hecke_orbit_code': 27021804006539602, 'n': 601, 'trace_an': 2305740}
  • id: 47272481
    {'hecke_orbit_code': 27021804006539602, 'n': 607, 'trace_an': 997760}
  • id: 47272482
    {'hecke_orbit_code': 27021804006539602, 'n': 613, 'trace_an': -1600652}
  • id: 47272483
    {'hecke_orbit_code': 27021804006539602, 'n': 617, 'trace_an': -341148}
  • id: 47272484
    {'hecke_orbit_code': 27021804006539602, 'n': 619, 'trace_an': -1303192}
  • id: 47272485
    {'hecke_orbit_code': 27021804006539602, 'n': 625, 'trace_an': 1018972}
  • id: 47272486
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  • id: 47272487
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  • id: 47272488
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  • id: 47272489
    {'hecke_orbit_code': 27021804006539602, 'n': 647, 'trace_an': 0}
  • id: 47272490
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  • id: 47272491
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  • id: 47272492
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  • id: 47272493
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  • id: 47272494
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  • id: 47272495
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  • id: 47272496
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  • id: 47272497
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  • id: 47272498
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  • id: 47272499
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  • id: 47272500
    {'hecke_orbit_code': 27021804006539602, 'n': 727, 'trace_an': 0}
  • id: 47272501
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  • id: 47272502
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  • id: 47272503
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  • id: 47272504
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  • id: 47272505
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  • id: 47272506
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  • id: 47272507
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  • id: 47272508
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  • id: 47272509
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  • id: 47272510
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  • id: 47272511
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  • id: 47272512
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  • id: 47272513
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  • id: 47272514
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  • id: 47272515
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  • id: 47272516
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  • id: 47272517
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  • id: 47272518
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  • id: 47272519
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  • id: 47272520
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  • id: 47272521
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  • id: 47272522
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  • id: 47272523
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  • id: 47272524
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  • id: 47272525
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  • id: 47272526
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  • id: 47272527
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  • id: 47272528
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  • id: 47272529
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  • id: 47272530
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  • id: 47272531
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  • id: 47272532
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  • id: 47272533
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  • id: 47272534
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  • id: 47272535
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  • id: 47272536
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  • id: 47272537
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  • id: 47272538
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  • id: 47272539
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  • id: 47272540
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  • id: 47272541
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  • id: 47272542
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