Newform data - 42.6.a.c

Formats: - HTML - YAML - JSON - 2024-12-08T05:35:04.095965

• 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': 1512, 'analytic_conductor': 6.736120432145187, 'analytic_rank': 1, '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': [42, 1, [29, 31], [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, [72, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404330, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '42.6.a.c', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+9q^{3}+2^{4}q^{4}-72q^{5}-6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.6.a', 'trace_display': [-4, 9, -72, 49], 'trace_hash': 1529076729491134011, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.993', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.929', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.708', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, 9, 16, -72, -36, 49, -64, 81, 288, -414, 144, -1054, -196, -648, 256, -1848, -324, 236, -1152, 441, 1656, 2898, -576, 2059, 4216, 729, 784, -6522, 2592, 6200, -1024, -3726, 7392, -3528, 1296, 9650, -944, -9486, 4608, 8484, -1764, -10804, -6624, -5832, -11592, 60, 2304, 2401, -8236, -16632, -16864, 22506, -2916, 29808, -3136, 2124, 26088, -28176, -10368, -35194, -24800, 3969, 4096, 75888, 14904, -28216, -29568, 26082, 14112, -6642, -5184, -52090, -38600, 18531, 3776, -20286, 37944, 43340, -18432, 6561, -33936, 25716, 7056, 133056, 43216, -58698, 26496, 98724, 23328, -51646, 46368, 55800, -240, -16992, -9216, -148954, -9604, -33534, 32944, 48348, 66528, -183592, 67456, -31752, -90024, -2238, 11664, 60158, -119232, 86850, 12544, -7014, -8496, -208656, -104352, -85374, 112704, -90552, 41472, 10345, 140776, 76356, 99200, 76752, -15876, -1780, 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5362344, -9317484, 3333760, 6146928, -3122160, -13840008, 345744, 1463200, -8114688, -8300070, 2470400, -5389512, 1207224, 6519744, 7579296, 1705392, 12217968, -11488506, -1185984, -2792254, 2117584, -2285496, 6319232, -744840, -1740528, 713888, -241664, -2876202, -10135872, -63240, -2395008, 3109718, 8993008, -5497632, 1298304, 3623838, 6609312, 4251956, -7142400, 2112642, -2325648, 4837476, -2428416, -11960519, 8016280, -879336, -2321440, -17833200, 1143072, -17029852, -2773760, -5502420, 5113272, 128160, 3240864, -2530654, -10800432, -538002, 1179648, -1809378, 80568, 15301196, 2272032, 7000992, 1744512, 16754604, -419904, 11664864, 8680744, 2734200, 8487680, 14785902, -2165688, 19090080, 2171904, -4219290, -11760, 933762, 4292352, 6097238, -10392464, 17530128, -1645824, -832608, -3126600, -18900756, -4997568, -7049304, -8126208, 14570316, -451584, 2091902, -12247592, 1501011, 11833968, 1364532, 252504, -7298746, -8515584, 726408, 10267200, 11548302, 305856, 14884560, -470596, 1374642, -2765824, -23721324, 7511616, 4177436, -1201728, -1643166, 5701992, 17052192, 3756672, -15678432, -11732888, -3188538, 1614256, -17027802, 3073464, 2277400, -1695744, -38880, 8051040, 2369052, -4057344, 22693190, -1912896, 3510540, -6318336, 17967600, 3259872, -31417632, 6187488, 2478330, -16308408, 5125440, -1492992, -8996008, 9681612, -5262282, -6681568, -13428798, -372420, -15432808, 3305344, 531441, -15001920, 19965792, -5067936, -6844654, -2379008, -1555848, -2967552, 11681424, -2748816, 2993888, -11116800, -2238696, -4411176, 22324974, -3571200, -34106832, -8180888, 2082996, 12241152, -109662, -2763072, -14144032, 15360, -1662768, -27496752, -28436544, 571536, -8153674, 12887920, -10797948, 1087488, -2257452, 64080, 2947742, -15808800, 10777536, 6918624, 29697504, 589824, -748774, -5842368, 2123820, -6548128, -9462252, 3500496, 12765800, 9533056, 4255650, 6996744, 2002224, 10927872, 2749788, 21422016, -4754538, 614656, 10446480, 9545040, -19963396, -14755680, -2200446, 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-6348800, 23383044, 1301832, -13643136, 3703104, -51728026, 36893776, 7034850, -4912128], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [-4], [9], [16], [-72], [-36], [49], [-64], [81], [288], [-414], [144], [-1054], [-196], [-648], [256], [-1848], [-324], [236], [-1152], [441], [1656], [2898], [-576], [2059], [4216], [729], [784], [-6522], [2592], [6200], [-1024], [-3726], [7392], [-3528], [1296], [9650], [-944], [-9486], [4608], [8484], [-1764], [-10804], [-6624], [-5832], [-11592], [60], [2304], [2401], [-8236], [-16632], [-16864], [22506], [-2916], [29808], [-3136], [2124], [26088], [-28176], [-10368], [-35194], [-24800], [3969], [4096], [75888], [14904], [-28216], [-29568], [26082], [14112], [-6642], [-5184], [-52090], [-38600], [18531], [3776], [-20286], [37944], [43340], [-18432], [6561], [-33936], [25716], [7056], [133056], [43216], [-58698], [26496], [98724], [23328], [-51646], [46368], [55800], [-240], [-16992], [-9216], [-148954], [-9604], [-33534], [32944]], 'ap': [[-4], [9], [-72], [49], [-414], [-1054], [-1848], [236], [2898], [-6522], [6200], [9650], [8484], [-10804], [60], [22506], [-28176], [-35194], [-28216], [-6642], [-52090], [43340], [25716], [98724], [-148954], [48348], [-183592], [-2238], [60158], [-7014], [-1780], [-265140], [-206730], [-236836], [473706], [394952], [-145090], [530480], [-312348], [-75108], [386718], [-417598], [-988050], [-409258], [-922230], [189488], [-611380], [-783256], [80712], [152738], [-354282], [275370], [-584698], [-184752], [235980], [-244494], [1527792], [2070560], [-2407270], [341886], [578564], [780540], [-2248252], [581412], [-2004070], [-1278318], [2598116], [3061898], [-1425498], [2933222], [-2012760], [4077102], [594752], [2045222], [-3221980], [-1729656], [-1749186], [1882046], [4181238], [-471682], [-3540936], [2727626], [-4765170], [6903002], [5401256], [-4058634], [212994], [-916150], [-4158348], [8407988], [72048], [4805604], [4418048], [-5649978], [-9223444], [1455624], [-367344], [5763624], [235100], [109010], [1619528], [-6629862], [7852944], [-2481546], [11367512], [-8205046], [-13840008], [-5389512], [-11488506], [-2792254], [713888], [3109718], [3623838], [4251956], [-17029852], [-1809378], [15301196], [16754604], [14785902], [933762], [6097238], [2091902], [1364532], [11548302], [4177436], [-17027802], [22693190], [5125440], [-15432808], [-6844654], [2993888], [22324974], [-14144032], [-8153674], [-2257452], [-748774], [-9462252], [-19963396], [-4053684], [18543210], [16364756], [-5450142], [-21915316], [8118594], [16066154], [-26350404], [27812894], [-2693628], [-18838900], [-12863022], [-15881122], [17368128], [22351340], [-8911404], [-4533268], [-9830850], [-48204880], [-6770172], [12512738], [-13865856], [4892874], [-14005494], [-10238572], [11745228], [22619478], [27957456], [-16647496], [-51728026]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199355404330, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '42.6.a.c', 'level': 42, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	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': [1, 1, 1, 1, 1, 0, 0, 1], 'Nk2': 1512, 'analytic_conductor': 6.736120432145187, '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': [42, 1, [29, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100663338, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '42.6.a', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 44, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 48, 'trace_bound': 5, 'trace_display': [-8, 0, 44, 0], 'traces': [6, -8, 0, 96, 44, 0, 0, -128, 486, 624, 712, 0, -36, 0, -792, 1536, 1468, -648, -4080, 704, 882, 2880, -2336, 0, -1686, 7024, 0, 0, -12508, -576, 2976, -2048, -720, -12048, -12152, 7776, -1692, -6016, -11160, 9984, 1548, 3528, -6888, 11392, 3564, -22560, 5904, 0, 14406, 7560, -21888, -576, 59652, 0, 65712, 0, 39096, 24720, 54560, -12672, -55476, -92480, 0, 24576, 39576, -39168, 59928, 23488, 94320, 28224, -128912, -10368, -79716, -29296, -37728, -65280, -47824, -3168, -119760, 11264, 39366, -90576, -56144, 14112, 109416, 78944, -138816, 46080, 154140, 50544, 5880, -37376, -170352, -50304, -369440, 0, -2436, -19208, 57672, -26976, 378284, 112032, 56784, 112384, 44100, 146064, 146424, 0, 70020, 145024, 47088, 0, -112180, -4320, -330144, -200128, -2916, 100416, -146608, -9216, 340398, 508336, 444960, 47616, -250152, 0, -7104, -32768, -562032, 323808, -407344, -11520, 276360, -488544, -64152, -192768, -413764, -239616, -702096, -194432, 415152, -138912, 1909104, 124416, 468840, 400176, 0, -27072, 518436, -223488, -490896, -96256, 118908, -37632, -1235040, -178560, -1239684, -344960, -147312, 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3347156, -8804160, -4377408, -307328, 1302984, 3375888, -1021152, 922752, 16342332, 8682560, -2787120, -431616, -65556, 4391424, -9956544, 6052544, 288684, 950208, 5141840, 1792512, -1316820, -5821344, 5092704, 908544, 672280, -1827360, -3847488, 1798144, -6004872, -12435456, -10030560, 705600, 7557876, -2756512, 478224, 2337024, -10306396, -687168, -1045464, 2342784, -5410368, 9498816, 2491056, 0, 18361212, -3938816, 838800, 1120320, 9933728, 7866432, 13863456, 2320384, 1166886, -11203488, 11861080, 753408, -6533112, 19982528, 4622832, 0, -13463380, 612360, -10602096, -1794880, 7359264, -8080896, 446880, -69120, -3624900, -9317328, -1772928, -5282304, -10911508, 4374720, 16804944, -3202048, -3300480, 4295088, -17090896, -46656, -2112096, 2189568, -7248312, 1606656, 22576352, -12580416, -2766672, -2345728, 4831812, 3151008, 6680944, -147456, -1297368, -3394000, -980784, 5446368, 27632984, 0, -458160, 8133376, 2645136, 1498224, -21653064, 7119360, 7549704, -22688128, 5322672, 761856, 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-17124900, -13293504, 4854168, -7854336, 31451260, 17858304, 9561264, -1540096, 160524, -14678688, 28845984, 1902528, -89004, 39462528, 4118256, -602112, -6742052, 10008576, -9068160, -19760640, 7639920, 12793728, 9106944, -2856960, -28105314, -4271760, 1770624, -19834944, -26530456, 2286144, -26355648, -5519360, -19902240, 21863376, -36474432, -2356992, -86436, 8022400, -10441872, 2555904, -27346580, -17803584, 22678176, 1191680, 1547136, 14127744, 19676832, -839808, -829344, 14203792, 225792, 408192, 14507460, 1310400, -6444096, 396288, -6456996, 1815744, 2565112, 4550400, 4286748, -28145440, 26533872, -5084160, 10959536, -2372976, -26225568, -205312, -10228464, -28869312, -24968784, 903168, 19102140, -21814160, -3055968, 30583968, -31176228, -15405696, -20398896, -13074944, 8193960, 22811136, 14024280, -5287680, 13477656, 0, 12786696, -1763328, 12540264, 15139584, -14903664, -4481344, -3873744, -27943296, 44910272, 6792192, -239928, 18791280, 4224672, 225792, -33491644, -256608, 1473504, 2916352, 40103424, 17626800, 19297768, -10560384, 44172276, -19538240, -9700560, -4628736, -7206432, 4861584, 24177120, -748416, -10176624, -3892320, 39739248, 912384, -10929744, 12786072, 15245712, -7632192, -723524, -27463680, -21002640, -4540928, 3188646, -17452704, 6844208, -2466432, 41818860, 27061952, -1901592, -5775360, -9097280, -7336656, 15520968, -5091200, -20543184, -13745088, 42790368, 6266880, 4825224, 4758096, -4547664, 18483456, -2088576, -1503360, -46059936, 1511424, -33837480, -1569504, -39349600, 1143072, -18707340, -45377952, 18437184, -1253376, -18471188, 3778560, 17007312, 22021632, 8862696, 24996672, 25424736, 0, 24797052, -13597696, 268272, 10399680, -13261300, 6394464, 31746336, 16423680, -432180, -36974256, 27812160, 19215360, -30979920, 32424896, -11244096, 3687936, 11172472, 19519776, 2591952, -7578560, 2817504, -23134464, 3935680, 3732480, -32405352, -28870160, -11285136, 4578048, 60112716, 1298304, 24000672, 1935360, 12485340, -17128464, -56865392, -1304064, 5289648, 15866240, -4707432, -13629696, 64328252, 4094064, 65108160, -6648320, 6701472, 13166976, -115011248, -5603328, 8064, -7289104, 476280, -13130112, -29836124, 17141184, -77862528, -3082240, -43952688, 8528352, -24165192, -3027456, 54769356, 18586240, -18302112, -147456, 3524668, -7928352, 57052032, -1977856, -13798512, -14939712, -27155072, 2822400, -34076598, -21017648, 62193888, 14635392, -44115980, -4074624, -42232512, 15270912, 15993432, 33838608, 45905312, 1751040, -97490484, 18099424, -29924640, -7729152, -85126068, -13554432, -27631248, 3273472, 15876, 38868192, -64485280, 0, 45866376, 15069104, 22594752, 9445632, 26149728, -3969792, -28363728, 13448448, -197316, 20955648, 24077424, -14962176, -8943132, -60883712, -14152536, 16822272, 50975628, -1555848, -87972168, 30579072, 19877040, -29183424, 45472992, -26016768, 21398496, 36492768, 4671432, -1046784, 121173120, -741312, 18418608, 0, 6124896, 52123632, 22370112, -2185056, -80430936, -42659712, -12725496, 43405056, -23070408, -18680832, -6785688, 10399488, 30641004, -23567040, 24229392, 10008576, 20206848, 13883568, -4825440, -29592384, 8725528, 9074592, -37943424, -10757120, -14574888, 46474992, -38084544, -7394688, 69571068, 28862208, 4599504, 6328320, -9131460, 17570304, -9796080, -33762368, 30354336, -14412288, -95667328, 9103104, 94049052, 30582272, -67055760, -51156480, -15064324, -19584288, 110184960, 13967360, 3572100, 15104256, 40547864, 30963456, -23783592, -34002048, 47885040, 11515392, 43919740, 11831184, 164190048, -29909760, 15327936, -45035520, -12829376, -3244032, 77721414, 42716960, 11860344, -37701696, 131608888, -10146528, -38350992, -8376960, 6117840, -41023392, -17466816, 0, -28234584, -32163520, -57484008, -14201856, 779244, 31555008, -155603184, 1690304, 5671620, 2494656, -7080960, -1423872, 32467080, -22898144, -21697200, 29896704, -126449728, 11746944, 35070000, -23674880, -29245104, 780864, 74906464, -17108352, -121784004, 28481376, 3814128, -6031872], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 34005
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '42.6.a.c', 'target_level': 42, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 34006
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '126.6.a.l', 'target_level': 126, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 34007
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '294.6.a.c', 'target_level': 294, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 34008
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '294.6.e.l', 'target_level': 294, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 34009
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '294.6.e.n', 'target_level': 294, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 34010
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '336.6.a.b', 'target_level': 336, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 34011
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '882.6.a.n', 'target_level': 882, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 34012
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 27, 'target_is_minimal': False, 'target_label': '1008.6.a.ba', 'target_level': 1008, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 34013
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1050.6.a.g', 'target_level': 1050, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 34014
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '42.6.a.c', 'source_level': 42, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1050.6.g.b', 'target_level': 1050, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 143250
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 2}
  • id: 143251
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 3}
  • id: 143252
    {'charpoly_factorization': [[[72, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 5}
  • id: 143253
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 7}
  • id: 143254
    {'charpoly_factorization': [[[414, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 11}
  • id: 143255
    {'charpoly_factorization': [[[1054, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 13}
  • id: 143256
    {'charpoly_factorization': [[[1848, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 17}
  • id: 143257
    {'charpoly_factorization': [[[-236, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 19}
  • id: 143258
    {'charpoly_factorization': [[[-2898, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 23}
  • id: 143259
    {'charpoly_factorization': [[[6522, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 29}
  • id: 143260
    {'charpoly_factorization': [[[-6200, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 31}
  • id: 143261
    {'charpoly_factorization': [[[-9650, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 37}
  • id: 143262
    {'charpoly_factorization': [[[-8484, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 41}
  • id: 143263
    {'charpoly_factorization': [[[10804, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 43}
  • id: 143264
    {'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 47}
  • id: 143265
    {'charpoly_factorization': [[[-22506, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 53}
  • id: 143266
    {'charpoly_factorization': [[[28176, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 59}
  • id: 143267
    {'charpoly_factorization': [[[35194, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 61}
  • id: 143268
    {'charpoly_factorization': [[[28216, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 67}
  • id: 143269
    {'charpoly_factorization': [[[6642, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 71}
  • id: 143270
    {'charpoly_factorization': [[[52090, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 73}
  • id: 143271
    {'charpoly_factorization': [[[-43340, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 79}
  • id: 143272
    {'charpoly_factorization': [[[-25716, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 83}
  • id: 143273
    {'charpoly_factorization': [[[-98724, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 89}
  • id: 143274
    {'charpoly_factorization': [[[148954, 1], 1]], 'hecke_orbit_code': 9007199355404330, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '42.6.a.c', 'level': 42, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28840249
    {'hecke_orbit_code': 9007199355404330, 'n': 1, 'trace_an': 1}
  • id: 28840250
    {'hecke_orbit_code': 9007199355404330, 'n': 2, 'trace_an': -4}
  • id: 28840251
    {'hecke_orbit_code': 9007199355404330, 'n': 3, 'trace_an': 9}
  • id: 28840252
    {'hecke_orbit_code': 9007199355404330, 'n': 4, 'trace_an': 16}
  • id: 28840253
    {'hecke_orbit_code': 9007199355404330, 'n': 5, 'trace_an': -72}
  • id: 28840254
    {'hecke_orbit_code': 9007199355404330, 'n': 6, 'trace_an': -36}
  • id: 28840255
    {'hecke_orbit_code': 9007199355404330, 'n': 7, 'trace_an': 49}
  • id: 28840256
    {'hecke_orbit_code': 9007199355404330, 'n': 8, 'trace_an': -64}
  • id: 28840257
    {'hecke_orbit_code': 9007199355404330, 'n': 9, 'trace_an': 81}
  • id: 28840258
    {'hecke_orbit_code': 9007199355404330, 'n': 10, 'trace_an': 288}
  • id: 28840259
    {'hecke_orbit_code': 9007199355404330, 'n': 11, 'trace_an': -414}
  • id: 28840260
    {'hecke_orbit_code': 9007199355404330, 'n': 12, 'trace_an': 144}
  • id: 28840261
    {'hecke_orbit_code': 9007199355404330, 'n': 13, 'trace_an': -1054}
  • id: 28840262
    {'hecke_orbit_code': 9007199355404330, 'n': 14, 'trace_an': -196}
  • id: 28840263
    {'hecke_orbit_code': 9007199355404330, 'n': 15, 'trace_an': -648}
  • id: 28840264
    {'hecke_orbit_code': 9007199355404330, 'n': 16, 'trace_an': 256}
  • id: 28840265
    {'hecke_orbit_code': 9007199355404330, 'n': 17, 'trace_an': -1848}
  • id: 28840266
    {'hecke_orbit_code': 9007199355404330, 'n': 18, 'trace_an': -324}
  • id: 28840267
    {'hecke_orbit_code': 9007199355404330, 'n': 19, 'trace_an': 236}
  • id: 28840268
    {'hecke_orbit_code': 9007199355404330, 'n': 20, 'trace_an': -1152}
  • id: 28840269
    {'hecke_orbit_code': 9007199355404330, 'n': 21, 'trace_an': 441}
  • id: 28840270
    {'hecke_orbit_code': 9007199355404330, 'n': 22, 'trace_an': 1656}
  • id: 28840271
    {'hecke_orbit_code': 9007199355404330, 'n': 23, 'trace_an': 2898}
  • id: 28840272
    {'hecke_orbit_code': 9007199355404330, 'n': 24, 'trace_an': -576}
  • id: 28840273
    {'hecke_orbit_code': 9007199355404330, 'n': 25, 'trace_an': 2059}
  • id: 28840274
    {'hecke_orbit_code': 9007199355404330, 'n': 26, 'trace_an': 4216}
  • id: 28840275
    {'hecke_orbit_code': 9007199355404330, 'n': 27, 'trace_an': 729}
  • id: 28840276
    {'hecke_orbit_code': 9007199355404330, 'n': 28, 'trace_an': 784}
  • id: 28840277
    {'hecke_orbit_code': 9007199355404330, 'n': 29, 'trace_an': -6522}
  • id: 28840278
    {'hecke_orbit_code': 9007199355404330, 'n': 30, 'trace_an': 2592}
  • id: 28840279
    {'hecke_orbit_code': 9007199355404330, 'n': 31, 'trace_an': 6200}
  • id: 28840280
    {'hecke_orbit_code': 9007199355404330, 'n': 32, 'trace_an': -1024}
  • id: 28840281
    {'hecke_orbit_code': 9007199355404330, 'n': 33, 'trace_an': -3726}
  • id: 28840282
    {'hecke_orbit_code': 9007199355404330, 'n': 34, 'trace_an': 7392}
  • id: 28840283
    {'hecke_orbit_code': 9007199355404330, 'n': 35, 'trace_an': -3528}
  • id: 28840284
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  • id: 28840285
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  • id: 28840286
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  • id: 28840287
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  • id: 28840288
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  • id: 28840289
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  • id: 28840290
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  • id: 28840291
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  • id: 28840292
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  • id: 28840293
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  • id: 28840294
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  • id: 28840295
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  • id: 28840296
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  • id: 28840297
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  • id: 28840298
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  • id: 28840299
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  • id: 28840300
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  • id: 28840301
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  • id: 28840302
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  • id: 28840303
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  • id: 28840304
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  • id: 28840305
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  • id: 28840306
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  • id: 28840307
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  • id: 28840308
    {'hecke_orbit_code': 9007199355404330, 'n': 60, 'trace_an': -10368}
  • id: 28840309
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  • id: 28840310
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  • id: 28840311
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  • id: 28840312
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  • id: 28840313
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  • id: 28840314
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  • id: 28840315
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  • id: 28840316
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  • id: 28840317
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  • id: 28840318
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  • id: 28840319
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  • id: 28840320
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  • id: 28840321
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  • id: 28840322
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  • id: 28840323
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  • id: 28840324
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  • id: 28840325
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  • id: 28840326
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  • id: 28840327
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  • id: 28840328
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  • id: 28840329
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  • id: 28840330
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  • id: 28840331
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  • id: 28840332
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  • id: 28840333
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  • id: 28840334
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  • id: 28840335
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  • id: 28840336
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  • id: 28840337
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  • id: 28840338
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  • id: 28840339
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  • id: 28840340
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  • id: 28840341
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  • id: 28840342
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  • id: 28840343
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  • id: 28840344
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  • id: 28840345
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  • id: 28840346
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  • id: 28840347
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  • id: 28840348
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  • id: 28840349
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  • id: 28840350
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  • id: 28840351
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  • id: 28840352
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  • id: 28840353
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  • id: 28840354
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  • id: 28840355
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  • id: 28840356
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  • id: 28840357
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  • id: 28840358
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  • id: 28840359
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  • id: 28840360
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  • id: 28840361
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  • id: 28840362
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  • id: 28840363
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  • id: 28840364
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  • id: 28840365
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  • id: 28840366
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  • id: 28840367
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  • id: 28840368
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  • id: 28840369
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  • id: 28840370
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  • id: 28840371
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  • id: 28840372
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  • id: 28840373
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  • id: 28840374
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  • id: 28840375
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  • id: 28840376
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  • id: 28840377
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  • id: 28840378
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  • id: 28840379
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  • id: 28840380
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  • id: 28840381
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  • id: 28840382
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  • id: 28840383
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  • id: 28840384
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  • id: 28840385
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  • id: 28840386
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  • id: 28840387
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  • id: 28840388
    {'hecke_orbit_code': 9007199355404330, 'n': 277, 'trace_an': -2407270}
  • id: 28840389
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  • id: 28840390
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  • id: 28840391
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  • id: 28840392
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  • id: 28840393
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  • id: 28840394
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  • id: 28840395
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  • id: 28840396
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  • id: 28840397
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  • id: 28840398
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  • id: 28840399
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  • id: 28840400
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  • id: 28840401
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  • id: 28840402
    {'hecke_orbit_code': 9007199355404330, 'n': 353, 'trace_an': -2012760}
  • id: 28840403
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  • id: 28840404
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  • id: 28840405
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  • id: 28840406
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  • id: 28840407
    {'hecke_orbit_code': 9007199355404330, 'n': 379, 'trace_an': -3221980}
  • id: 28840408
    {'hecke_orbit_code': 9007199355404330, 'n': 383, 'trace_an': -1729656}
  • id: 28840409
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  • id: 28840410
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  • id: 28840411
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  • id: 28840412
    {'hecke_orbit_code': 9007199355404330, 'n': 409, 'trace_an': -471682}
  • id: 28840413
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  • id: 28840414
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  • id: 28840415
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  • id: 28840416
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  • id: 28840417
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  • id: 28840418
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  • id: 28840419
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  • id: 28840420
    {'hecke_orbit_code': 9007199355404330, 'n': 457, 'trace_an': -916150}
  • id: 28840421
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  • id: 28840422
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  • id: 28840423
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  • id: 28840424
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  • id: 28840425
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  • id: 28840426
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  • id: 28840427
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  • id: 28840428
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  • id: 28840429
    {'hecke_orbit_code': 9007199355404330, 'n': 509, 'trace_an': -367344}
  • id: 28840430
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  • id: 28840431
    {'hecke_orbit_code': 9007199355404330, 'n': 521, 'trace_an': 5763624}
  • id: 28840432
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  • id: 28840433
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  • id: 28840434
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  • id: 28840435
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  • id: 28840436
    {'hecke_orbit_code': 9007199355404330, 'n': 557, 'trace_an': -6629862}
  • id: 28840437
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  • id: 28840438
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  • id: 28840439
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  • id: 28840440
    {'hecke_orbit_code': 9007199355404330, 'n': 577, 'trace_an': -8205046}
  • id: 28840441
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  • id: 28840442
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  • id: 28840443
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  • id: 28840444
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  • id: 28840445
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  • id: 28840446
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  • id: 28840447
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  • id: 28840448
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  • id: 28840449
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  • id: 28840450
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  • id: 28840451
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  • id: 28840452
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  • id: 28840453
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  • id: 28840454
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  • id: 28840455
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  • id: 28840456
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  • id: 28840457
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  • id: 28840458
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  • id: 28840459
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  • id: 28840460
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  • id: 28840461
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  • id: 28840462
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  • id: 28840463
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  • id: 28840464
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  • id: 28840465
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  • id: 28840466
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  • id: 28840467
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  • id: 28840468
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  • id: 28840469
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  • id: 28840470
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  • id: 28840471
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  • id: 28840472
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  • id: 28840473
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  • id: 28840474
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  • id: 28840475
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  • id: 28840476
    {'hecke_orbit_code': 9007199355404330, 'n': 809, 'trace_an': 18543210}
  • id: 28840477
    {'hecke_orbit_code': 9007199355404330, 'n': 811, 'trace_an': 16364756}
  • id: 28840478
    {'hecke_orbit_code': 9007199355404330, 'n': 821, 'trace_an': -5450142}
  • id: 28840479
    {'hecke_orbit_code': 9007199355404330, 'n': 823, 'trace_an': -21915316}
  • id: 28840480
    {'hecke_orbit_code': 9007199355404330, 'n': 827, 'trace_an': 8118594}
  • id: 28840481
    {'hecke_orbit_code': 9007199355404330, 'n': 829, 'trace_an': 16066154}
  • id: 28840482
    {'hecke_orbit_code': 9007199355404330, 'n': 839, 'trace_an': -26350404}
  • id: 28840483
    {'hecke_orbit_code': 9007199355404330, 'n': 841, 'trace_an': 22025335}
  • id: 28840484
    {'hecke_orbit_code': 9007199355404330, 'n': 853, 'trace_an': 27812894}
  • id: 28840485
    {'hecke_orbit_code': 9007199355404330, 'n': 857, 'trace_an': -2693628}
  • id: 28840486
    {'hecke_orbit_code': 9007199355404330, 'n': 859, 'trace_an': -18838900}
  • id: 28840487
    {'hecke_orbit_code': 9007199355404330, 'n': 863, 'trace_an': -12863022}
  • id: 28840488
    {'hecke_orbit_code': 9007199355404330, 'n': 877, 'trace_an': -15881122}
  • id: 28840489
    {'hecke_orbit_code': 9007199355404330, 'n': 881, 'trace_an': 17368128}
  • id: 28840490
    {'hecke_orbit_code': 9007199355404330, 'n': 883, 'trace_an': 22351340}
  • id: 28840491
    {'hecke_orbit_code': 9007199355404330, 'n': 887, 'trace_an': -8911404}
  • id: 28840492
    {'hecke_orbit_code': 9007199355404330, 'n': 907, 'trace_an': -4533268}
  • id: 28840493
    {'hecke_orbit_code': 9007199355404330, 'n': 911, 'trace_an': -9830850}
  • id: 28840494
    {'hecke_orbit_code': 9007199355404330, 'n': 919, 'trace_an': -48204880}
  • id: 28840495
    {'hecke_orbit_code': 9007199355404330, 'n': 929, 'trace_an': -6770172}
  • id: 28840496
    {'hecke_orbit_code': 9007199355404330, 'n': 937, 'trace_an': 12512738}
  • id: 28840497
    {'hecke_orbit_code': 9007199355404330, 'n': 941, 'trace_an': -13865856}
  • id: 28840498
    {'hecke_orbit_code': 9007199355404330, 'n': 947, 'trace_an': 4892874}
  • id: 28840499
    {'hecke_orbit_code': 9007199355404330, 'n': 953, 'trace_an': -14005494}
  • id: 28840500
    {'hecke_orbit_code': 9007199355404330, 'n': 961, 'trace_an': 9810849}
  • id: 28840501
    {'hecke_orbit_code': 9007199355404330, 'n': 967, 'trace_an': -10238572}
  • id: 28840502
    {'hecke_orbit_code': 9007199355404330, 'n': 971, 'trace_an': 11745228}
  • id: 28840503
    {'hecke_orbit_code': 9007199355404330, 'n': 977, 'trace_an': 22619478}
  • id: 28840504
    {'hecke_orbit_code': 9007199355404330, 'n': 983, 'trace_an': 27957456}
  • id: 28840505
    {'hecke_orbit_code': 9007199355404330, 'n': 991, 'trace_an': -16647496}
  • id: 28840506
    {'hecke_orbit_code': 9007199355404330, 'n': 997, 'trace_an': -51728026}