Newform data - 70.6.a.c

Formats: - HTML - YAML - JSON - 2026-01-25T00:45:23.634501

• 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': 2520, 'analytic_conductor': 11.226867386908644, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [70, 1, [57, 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': [[3, [3, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404358, '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': '70.6.a.c', 'level': 70, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-3q^{3}+2^{4}q^{4}-5^{2}q^{5}+12q^{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': '70.6.a', 'trace_display': [-4, -3, -25, 49], 'trace_hash': 630475395321581721, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.205', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.989', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, -3, 16, -25, 12, 49, -64, -234, 100, 405, -48, -391, -196, 75, 256, 999, 936, 2342, -400, -147, -1620, 2430, 192, 625, 1564, 1431, 784, 8259, -300, 4016, -1024, -1215, -3996, -1225, -3744, -7042, -9368, 1173, 1600, 3336, 588, -23518, 6480, 5850, -9720, 10317, -768, 2401, -2500, -2997, -6256, 3084, -5724, -10125, -3136, -7026, -33036, -18816, 1200, 21668, -16064, -11466, 4096, 9775, 4860, 52124, 15984, -7290, 4900, -28560, 14976, -70342, 28168, -1875, 37472, 19845, -4692, 58823, -6400, 52569, -13344, 756, -2352, -24975, 94072, -24777, -25920, 135384, -23400, -19159, 38880, -12048, -41268, -58550, 3072, 110435, -9604, -94770, 10000, 33450, 11988, -110311, 25024, 3675, -12336, 35358, 22896, -151183, 40500, 21126, 12544, -133686, 28104, -60750, 132144, 91494, 75264, 48951, -4800, 2974, -86672, -10008, 64256, -15625, 45864, -283984, -16384, 70554, 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-1045404, -1802752, 1402221, -2318220, -1223775, -193248, -2263560, 3800520, 1930341, 120000, -1822714, 4609528, -12197016, -3334672, -74350, 401400, -13691737, -2398208, -1214073, 2166800, -4033947, -3740256, 11197538, -5852, 250200, -1270080, -13706046, -1323732, -7933594, -1606400, 3477330, -12479064, 6633816, 300288, 390625, -3325700, -2845530, 5825504, -7034958, -1146600, -13114291, -3764672, 1772247, 5034024, 7099600, -148032, -938791, -13379580, 6683040, 409600, -12727038, 424296, 18839861, 1905120, -1763850, -9358632, -944688, -3364416, -7620480, 977500, -590352, 10016, 20102382, -1814196, -6535950, 854016, 16460028, -2022132, -19709679, 486000, -227080, 9218608, 1171827, -48384, -2868950, -6591312, 20069370, 7129872, 1188309, 5212400, 8775540, 150528, 19322024, -3076664, 894375, -3494592, 3353337, -1604232, 5411315, 1598400, -28611, -6505920, 16055532, -8768448, -991800, -470596, -2115168, -6020608, -1205844, -729000, 13582364, 10295472, -4643730, -1528296, 4565650, 1585728, 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-17154500, -2501004, -41185234, 152592, -7827300, -1915900, -7922112, -1798656, 306180, 19665520, 1625100, 11280896, 12810462, -5718276, 15915371, 3888000, -4389, -28116768, 11166960, -952560, -4401250, -11542352, 25812774, -8457216, -33714804, -1204800, 5623142, 8547456, -9359298, 24023316, -10114875, -5855616, -40436197, -10216304, -2494275, -4126800, 36237756, 4369128, 8106480, -4816896, -1752975, 38099160, 29423796, -2823504, 27503722, -5855000, 3775518, -3132864, 35949684, 2886624, 13175775, -14419536, -10034685, -3764376, 1943928, 307200, -12500895, -11013688, -8273772, -15238240, -3580400, 1428840, 1195058, -190336, -7018974, 11043500, 32622084, -8087040, -8948674, -7644824, 733125, 5547008, 53685786, 7512, 54830520, -960400, 35376822, -15819612, -33112449, 640512, -8711700, -33002964, -1516599, -14651552, -57148740, -9477000, -19708216, -4112384, 6913956, 5597760, -18863000, -36288, 33193967, -28388324, -10077102, 1000000], '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], [-3], [16], [-25], [12], [49], [-64], [-234], [100], [405], [-48], [-391], [-196], [75], [256], [999], [936], [2342], [-400], [-147], [-1620], [2430], [192], [625], [1564], [1431], [784], [8259], [-300], [4016], [-1024], [-1215], [-3996], [-1225], [-3744], [-7042], [-9368], [1173], [1600], [3336], [588], [-23518], [6480], [5850], [-9720], [10317], [-768], [2401], [-2500], [-2997], [-6256], [3084], [-5724], [-10125], [-3136], [-7026], [-33036], [-18816], [1200], [21668], [-16064], [-11466], [4096], [9775], [4860], [52124], [15984], [-7290], [4900], [-28560], [14976], [-70342], [28168], [-1875], [37472], [19845], [-4692], [58823], [-6400], [52569], [-13344], [756], [-2352], [-24975], [94072], [-24777], [-25920], [135384], [-23400], [-19159], [38880], [-12048], [-41268], [-58550], [3072], [110435], [-9604], [-94770], [10000]], 'ap': [[-4], [-3], [-25], [49], [405], [-391], [999], [2342], [2430], [8259], [4016], [-7042], [3336], [-23518], [10317], [3084], [-18816], [21668], [52124], [-28560], [-70342], [58823], [756], [135384], [110435], [33450], [-110311], [35358], [-151183], [-133686], [-283984], [261438], [39672], [-182626], [-12078], [-208417], [364094], [626], [445617], [643467], [245148], [686180], [-527031], [143216], [348468], [754520], [-590749], [-396103], [9537], [705056], [534216], [-901221], [-952390], [-1100238], [-1082298], [82950], [-633822], [-278956], [2175230], [-692901], [1040207], [-1085649], [1463], [3119766], [831425], [-1258506], [-2304652], [769166], [382074], [-3887098], [-366453], [-3148584], [2137397], [-205624], [3505364], [1129044], [-1200027], [-4418365], [-3132783], [861494], [4657956], [6998945], [-227091], [-7096126], [593258], [-3276918], [-4329297], [-4916380], [7029192], [2885588], [-6005829], [941094], [1911206], [3954903], [7097081], [-9159825], [-9425094], [-6189174], [-3814972], [6304043], [-8484748], [6877944], [-10225740], [-12675054], [-6671548], [-3365107], [-11005488], [1402221], [1930341], [-1822714], [-13691737], [11197538], [-13706046], [-7933594], [-13114291], [-12727038], [18839861], [-944688], [20102382], [-19709679], [-227080], [19322024], [3353337], [16055532], [13582364], [20545383], [25727819], [7048062], [-19099744], [-2304235], [3629549], [-9738564], [-24827185], [-12839992], [28956042], [-17811586], [17353641], [812177], [-8582013], [-2829999], [-10648438], [-25997019], [-20309920], [1680006], [-6710704], [26085642], [9548726], [35137698], [-16042756], [-27777636], [24674822], [-12779184], [-26341720], [26003736], [-41185234], [-7922112], [15915371], [-33714804], [-40436197], [36237756], [29423796], [35949684], [1195058], [32622084], [53685786], [-33112449], [-19708216], [33193967]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199355404358, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '70.6.a.c', 'level': 70, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [1, 1, 1, 1, 2, 1, 1, 2], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [4, 7, 7, 6, 5, 6, 7, 4], 'Nk2': 2520, 'analytic_conductor': 11.226867386908644, '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': [70, 1, [57, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 56, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663366, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2], 'label': '70.6.a', 'level': 70, '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, 5, 7], 'level_radical': 70, 'mf_dim': 64, 'mf_new_dim': 10, 'num_forms': 8, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 72, 'trace_bound': 3, 'trace_display': [8, -44, 0, 0], 'traces': [10, 8, -44, 160, 0, 16, 0, 128, 986, 0, 1248, -704, -808, 0, -1100, 2560, -1980, 5800, 1220, 0, -980, -1856, -6024, 256, 6250, -2528, 15400, 0, -3412, 3600, 9928, 2048, -6208, -17072, 2450, 15776, -15508, 17040, -24504, 0, 28412, 7056, -21408, 19968, -11600, -32096, -84296, -11264, 24010, 5000, -4344, -12928, 46228, 61024, -27800, 0, -12000, 19344, -39324, -17600, -62800, -66400, -46256, 40960, 77500, 66240, 151304, -31680, -160624, 9800, -137080, 92800, -52436, -47888, -27500, 19520, 47432, -99296, -17240, 0, 121610, 34096, 302668, -15680, 46600, 2368, 216600, -29696, 216996, -142400, -86828, -96384, -336208, -29280, -109500, 4096, 108340, 19208, 627680, 100000, -199584, -121632, 348280, -40448, 44100, -112880, -124920, 246400, -230260, -87200, 472408, 0, 296724, -164992, -26600, -54592, -244760, 163728, 127792, 57600, 142426, 217792, -577368, 158848, 0, -316736, -571240, 32768, -778256, 138000, -345052, -99328, 79380, -284256, 7000, 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-1047336, 2619648, -7878384, -1012480, 762500, 2044672, -4749228, 15050624, -8671368, 921600, -17365376, -3970832, 16413824, 2278816, 6596600, 6086128, -6330520, 3484672, 19500224, 0, -6119992, -9237888, 9192248, 4029216, -8775800, 2541568, -5703208, 4585664, -6214760, 0, 37301336, 6385968, -27709600, -5067776, -7695300, 12927808, 4571628, -9139840, -1549288, -1456800, -3529960, 524288, 25930800, 17275184, 1339800, -12452096, -1142448, 9147712, 16118248, 2208000, 2454764, 3469008, 5721580, -5520832, -612500, -8426944, -26132592, -1589248, 23504506, -6397600, -4960876, 1270080, 23376624, -13501088, 581600, -4548096, 45144400, -15671264, 2996448, 112000, 6120788, -23248192, -15635848, -4370432, 9066600, 4906272, -27766880, 11014208, -1654160, -1160000, 22307800, -5083136, -3602088, -7626032, 9083800, -3923776, -14077900, -3173472, 25190768, 627200, -15194920, -12814768, -33708268, 2967424, 9539200, -5628560, -18763472, -7742976, -28407580, -10856000, 14734592, -4889344, -17901168, -9760800, -3765000, 4038656, 9062172, -1397224, -9968696, 1161600, -14791924, 44232288, -14587200, 9349888, -2221100, 26311104, 24045284, -1690304, -50067360, -9825200, 16978072, -3970048, 7703932, 1441920, -3895500, -1538368, -15519760, 6428224, -9889640, 160000, 7743300, 9447200, 35789800, 2660864, 7963200, 20039328, 21665504, 4362240, 1180704, 10335600, 14461808, -39339968, -9701620, 3636144, 525800, -3637760, 13814004, 1558144, -19968380, 3145600, -94719280, 9560832, -1274000, -6273024, 3906250, -8804208, -29680800, -951168, 22403688, 3969000, 18002600, 1643008, 35464032, -24366192, 3162600, 8429440, -1940008, -29204544, 18408456, 0, -42620268, 18541888, 8208628, 2489984, -16445600, -4293792, 30353016, 8056960, -607488, -1580000, 28683424, 30821120, -28779908, 36993952, -8018300, 7273472, -46800036, -3535840, 15181088, -1699200, 8257584, 2937984, 8178672, 11764480, 1298500, -6427408, 923120, 2228352, -1818792, -7176000, -38507952, 1806336, -37792780, 24477456, 9625000, -19108128, 39702504, 32349344, 20990816, 4582400, 40226456, -52297216, 40617560, 13528384, -13939600, 0, 21255960, -5480448, -25482864, 31457600, -39528540, 22392448, -23041368, 18726144, -12554900, 16030208, -34092440, -9134560, -72717752, 0, -8556644, -57549440, -18213960, 5111808, -9547200, -2132624, -8579508, -23390720, 14302572, -22695200, 31400184, -1468160, 60341792, -17186848, -8256800, 6804352, -11219120, 35693952, 41836072, -2969600, 27034672, -2305752, -45364088, 8991616, -2132500, -36116464, 4611192, 1818880, 90256370, -3431200, 37110048, 34639232, -14120320, -29158336, -2641100, -8216576, 89496432, 61341040, 17619504, -13555200, -65980832, 11733344, -9743912, -3302400, 18743600, 2689296, 33566492, 4824576, 2268896, 2250000, 29612352, -21579776, 31678672, -16730880, 11203600, -2207744, -37915940, 21082752, -142271488, -480000, 70846332, 55147008, -20347544, 3726208, 15382000, -31503136, -9769288, -2883584, -10899892, 9486400, -30966872, -21913536, -41071456, -64722816, 6205000, -27528960, -16785832, -59888304, 6723880, 1110400, 23399392, -18135872, 158807280, 6146560, -12804700, 5567232, 140922460, -51392, 16731200, 25824800, 10729040, 29403136, -52538792, 85322976, 37481400, 30378880, -99068472, -27424320, 82977920, 1280000, -12135724, 32118672, -105947296, -56236544, -7771400, 34086144, 51372280, 15120384, -19391028, -42564800, -75773916, 8799616, -61854048, 42082752, 20601800, -1112064, -24216240, 18155760, 26071332, 880000, -20625292, -93033312, 12756144, 9683456, -3880000, 11952080, -78618472, -29630592, -68310208, 28868400, -35690120, -3309568, -4753980, -92341696, 1057800, 62500096, -170006320, -40497104, 47350008, 2822400, 54259854, 538608, 70540392, -44564352, -26912000, -34698144, -14858368, 11834368, -81257752, -10670000, 37222032, -7940608, 171212552, -23401616, -68047500, 21185024, 34771076, -69720192, -3001636, 15056000, 50217944, 73336128, -119262752, 15622144, -16564900, 21716816, -75355748, -5186944, 80328776, -51348000, -85133408, 3458304, -4250988, -58260480, 1531250, -21818240, 45691388, 35837888, 39973800, -7116800, -53656396, 13925800, -34398472, 39484288, 64224000, -32976224, -23299352, 12563968, 6630680, 16912000, 168642560, -92960000, 138628880, 134290784, 31660800, 0, 63894176, -7282160, -8244080, 9860000, 3136888, -4287232, -18109616, -14130944, 346900, 25343744, -19573336, 35063744, 141730464, 6624800, 20637888, -3072000, 3782320, -65994864, -46944200, -72200576, 4017412, -89258880, -126721208, -9638400, -18747832, -13006112, 76553616, -22328320, -9692500, 40027712, 18465816, 4952064, -38457780, 59683200, 2929220, 40928832, -152041648, 90252976, 32408800, -6848000, -88100628, -43982400, -51283704, -9648000, -25257136, 99334368, 42896112, -10066944, -11613000, 40964160, 130090288, 59818240, 87772752, 10650000, -154548424, 21525504, 57882420, 111036880, 47984200, -49522176, 266681040, -27831584, -21603120, -4505600, 21392906, -132430912, 6233832, 29447872, 58219200, 33276096, 17015096, 25793152, -214734560, 42742400, -23329340, 46146496, -24497844, -103448672, -15315000, -16076800, -50922108, 86706624, 75673760, 0, 145743028, -83943584, -84577048, -38433280, -18248600, -120021856, -23698752, 13237120, -113619104, -93887200, -69317032, -16998400, 52293232, -16183328, -82134600, 92301568, 39270304, -23732448, 22866352, 0], '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: 60112
    {'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': '70.6.a.c', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '70.6.a.c', 'target_level': 70, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 60113
    {'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': '70.6.a.c', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '350.6.a.k', 'target_level': 350, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 60114
    {'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': '70.6.a.c', 'source_level': 70, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '350.6.c.e', 'target_level': 350, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 60115
    {'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': '70.6.a.c', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '490.6.a.e', 'target_level': 490, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 60116
    {'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': '70.6.a.c', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '560.6.a.d', 'target_level': 560, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 60117
    {'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': '70.6.a.c', 'source_level': 70, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '630.6.a.n', 'target_level': 630, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 221350
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 2}
  • id: 221351
    {'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 3}
  • id: 221352
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 5}
  • id: 221353
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 7}
  • id: 221354
    {'charpoly_factorization': [[[-405, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 11}
  • id: 221355
    {'charpoly_factorization': [[[391, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 13}
  • id: 221356
    {'charpoly_factorization': [[[-999, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 17}
  • id: 221357
    {'charpoly_factorization': [[[-2342, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 19}
  • id: 221358
    {'charpoly_factorization': [[[-2430, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 23}
  • id: 221359
    {'charpoly_factorization': [[[-8259, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 29}
  • id: 221360
    {'charpoly_factorization': [[[-4016, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 31}
  • id: 221361
    {'charpoly_factorization': [[[7042, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 37}
  • id: 221362
    {'charpoly_factorization': [[[-3336, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 41}
  • id: 221363
    {'charpoly_factorization': [[[23518, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 43}
  • id: 221364
    {'charpoly_factorization': [[[-10317, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 47}
  • id: 221365
    {'charpoly_factorization': [[[-3084, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 53}
  • id: 221366
    {'charpoly_factorization': [[[18816, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 59}
  • id: 221367
    {'charpoly_factorization': [[[-21668, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 61}
  • id: 221368
    {'charpoly_factorization': [[[-52124, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 67}
  • id: 221369
    {'charpoly_factorization': [[[28560, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 71}
  • id: 221370
    {'charpoly_factorization': [[[70342, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 73}
  • id: 221371
    {'charpoly_factorization': [[[-58823, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 79}
  • id: 221372
    {'charpoly_factorization': [[[-756, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 83}
  • id: 221373
    {'charpoly_factorization': [[[-135384, 1], 1]], 'hecke_orbit_code': 9007199355404358, 'p': 89}
  • id: 221374
    {'charpoly_factorization': [[[-110435, 1], 1]], 'hecke_orbit_code': 9007199355404358, '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': '70.6.a.c', 'level': 70, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28845409
    {'hecke_orbit_code': 9007199355404358, 'n': 1, 'trace_an': 1}
  • id: 28845410
    {'hecke_orbit_code': 9007199355404358, 'n': 2, 'trace_an': -4}
  • id: 28845411
    {'hecke_orbit_code': 9007199355404358, 'n': 3, 'trace_an': -3}
  • id: 28845412
    {'hecke_orbit_code': 9007199355404358, 'n': 4, 'trace_an': 16}
  • id: 28845413
    {'hecke_orbit_code': 9007199355404358, 'n': 5, 'trace_an': -25}
  • id: 28845414
    {'hecke_orbit_code': 9007199355404358, 'n': 6, 'trace_an': 12}
  • id: 28845415
    {'hecke_orbit_code': 9007199355404358, 'n': 7, 'trace_an': 49}
  • id: 28845416
    {'hecke_orbit_code': 9007199355404358, 'n': 8, 'trace_an': -64}
  • id: 28845417
    {'hecke_orbit_code': 9007199355404358, 'n': 9, 'trace_an': -234}
  • id: 28845418
    {'hecke_orbit_code': 9007199355404358, 'n': 10, 'trace_an': 100}
  • id: 28845419
    {'hecke_orbit_code': 9007199355404358, 'n': 11, 'trace_an': 405}
  • id: 28845420
    {'hecke_orbit_code': 9007199355404358, 'n': 12, 'trace_an': -48}
  • id: 28845421
    {'hecke_orbit_code': 9007199355404358, 'n': 13, 'trace_an': -391}
  • id: 28845422
    {'hecke_orbit_code': 9007199355404358, 'n': 14, 'trace_an': -196}
  • id: 28845423
    {'hecke_orbit_code': 9007199355404358, 'n': 15, 'trace_an': 75}
  • id: 28845424
    {'hecke_orbit_code': 9007199355404358, 'n': 16, 'trace_an': 256}
  • id: 28845425
    {'hecke_orbit_code': 9007199355404358, 'n': 17, 'trace_an': 999}
  • id: 28845426
    {'hecke_orbit_code': 9007199355404358, 'n': 18, 'trace_an': 936}
  • id: 28845427
    {'hecke_orbit_code': 9007199355404358, 'n': 19, 'trace_an': 2342}
  • id: 28845428
    {'hecke_orbit_code': 9007199355404358, 'n': 20, 'trace_an': -400}
  • id: 28845429
    {'hecke_orbit_code': 9007199355404358, 'n': 21, 'trace_an': -147}
  • id: 28845430
    {'hecke_orbit_code': 9007199355404358, 'n': 22, 'trace_an': -1620}
  • id: 28845431
    {'hecke_orbit_code': 9007199355404358, 'n': 23, 'trace_an': 2430}
  • id: 28845432
    {'hecke_orbit_code': 9007199355404358, 'n': 24, 'trace_an': 192}
  • id: 28845433
    {'hecke_orbit_code': 9007199355404358, 'n': 25, 'trace_an': 625}
  • id: 28845434
    {'hecke_orbit_code': 9007199355404358, 'n': 26, 'trace_an': 1564}
  • id: 28845435
    {'hecke_orbit_code': 9007199355404358, 'n': 27, 'trace_an': 1431}
  • id: 28845436
    {'hecke_orbit_code': 9007199355404358, 'n': 28, 'trace_an': 784}
  • id: 28845437
    {'hecke_orbit_code': 9007199355404358, 'n': 29, 'trace_an': 8259}
  • id: 28845438
    {'hecke_orbit_code': 9007199355404358, 'n': 30, 'trace_an': -300}
  • id: 28845439
    {'hecke_orbit_code': 9007199355404358, 'n': 31, 'trace_an': 4016}
  • id: 28845440
    {'hecke_orbit_code': 9007199355404358, 'n': 32, 'trace_an': -1024}
  • id: 28845441
    {'hecke_orbit_code': 9007199355404358, 'n': 33, 'trace_an': -1215}
  • id: 28845442
    {'hecke_orbit_code': 9007199355404358, 'n': 34, 'trace_an': -3996}
  • id: 28845443
    {'hecke_orbit_code': 9007199355404358, 'n': 35, 'trace_an': -1225}
  • id: 28845444
    {'hecke_orbit_code': 9007199355404358, 'n': 36, 'trace_an': -3744}
  • id: 28845445
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  • id: 28845446
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  • id: 28845447
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  • id: 28845448
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  • id: 28845449
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  • id: 28845450
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  • id: 28845451
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  • id: 28845452
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  • id: 28845453
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  • id: 28845454
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  • id: 28845455
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  • id: 28845456
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  • id: 28845457
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  • id: 28845458
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  • id: 28845459
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  • id: 28845460
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  • id: 28845461
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  • id: 28845462
    {'hecke_orbit_code': 9007199355404358, 'n': 54, 'trace_an': -5724}
  • id: 28845463
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  • id: 28845464
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  • id: 28845465
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  • id: 28845466
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  • id: 28845467
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  • id: 28845468
    {'hecke_orbit_code': 9007199355404358, 'n': 60, 'trace_an': 1200}
  • id: 28845469
    {'hecke_orbit_code': 9007199355404358, 'n': 61, 'trace_an': 21668}
  • id: 28845470
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  • id: 28845471
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  • id: 28845472
    {'hecke_orbit_code': 9007199355404358, 'n': 64, 'trace_an': 4096}
  • id: 28845473
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  • id: 28845474
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  • id: 28845475
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  • id: 28845476
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  • id: 28845477
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  • id: 28845478
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  • id: 28845479
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  • id: 28845480
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  • id: 28845481
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  • id: 28845482
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  • id: 28845483
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  • id: 28845484
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  • id: 28845485
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  • id: 28845486
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  • id: 28845487
    {'hecke_orbit_code': 9007199355404358, 'n': 79, 'trace_an': 58823}
  • id: 28845488
    {'hecke_orbit_code': 9007199355404358, 'n': 80, 'trace_an': -6400}
  • id: 28845489
    {'hecke_orbit_code': 9007199355404358, 'n': 81, 'trace_an': 52569}
  • id: 28845490
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  • id: 28845491
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  • id: 28845492
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  • id: 28845493
    {'hecke_orbit_code': 9007199355404358, 'n': 85, 'trace_an': -24975}
  • id: 28845494
    {'hecke_orbit_code': 9007199355404358, 'n': 86, 'trace_an': 94072}
  • id: 28845495
    {'hecke_orbit_code': 9007199355404358, 'n': 87, 'trace_an': -24777}
  • id: 28845496
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  • id: 28845497
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  • id: 28845498
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  • id: 28845499
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  • id: 28845500
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  • id: 28845501
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  • id: 28845502
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  • id: 28845503
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  • id: 28845504
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  • id: 28845505
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  • id: 28845506
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  • id: 28845507
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  • id: 28845508
    {'hecke_orbit_code': 9007199355404358, 'n': 100, 'trace_an': 10000}
  • id: 28845509
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  • id: 28845510
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  • id: 28845511
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  • id: 28845512
    {'hecke_orbit_code': 9007199355404358, 'n': 109, 'trace_an': -151183}
  • id: 28845513
    {'hecke_orbit_code': 9007199355404358, 'n': 113, 'trace_an': -133686}
  • id: 28845514
    {'hecke_orbit_code': 9007199355404358, 'n': 121, 'trace_an': 2974}
  • id: 28845515
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  • id: 28845516
    {'hecke_orbit_code': 9007199355404358, 'n': 127, 'trace_an': -283984}
  • id: 28845517
    {'hecke_orbit_code': 9007199355404358, 'n': 128, 'trace_an': -16384}
  • id: 28845518
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  • id: 28845519
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  • id: 28845520
    {'hecke_orbit_code': 9007199355404358, 'n': 139, 'trace_an': -182626}
  • id: 28845521
    {'hecke_orbit_code': 9007199355404358, 'n': 149, 'trace_an': -12078}
  • id: 28845522
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  • id: 28845523
    {'hecke_orbit_code': 9007199355404358, 'n': 157, 'trace_an': 364094}
  • id: 28845524
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  • id: 28845525
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  • id: 28845526
    {'hecke_orbit_code': 9007199355404358, 'n': 169, 'trace_an': -218412}
  • id: 28845527
    {'hecke_orbit_code': 9007199355404358, 'n': 173, 'trace_an': 643467}
  • id: 28845528
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  • id: 28845529
    {'hecke_orbit_code': 9007199355404358, 'n': 181, 'trace_an': 686180}
  • id: 28845530
    {'hecke_orbit_code': 9007199355404358, 'n': 191, 'trace_an': -527031}
  • id: 28845531
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  • id: 28845532
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  • id: 28845533
    {'hecke_orbit_code': 9007199355404358, 'n': 199, 'trace_an': 754520}
  • id: 28845534
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  • id: 28845535
    {'hecke_orbit_code': 9007199355404358, 'n': 223, 'trace_an': -396103}
  • id: 28845536
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  • id: 28845537
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  • id: 28845538
    {'hecke_orbit_code': 9007199355404358, 'n': 233, 'trace_an': 534216}
  • id: 28845539
    {'hecke_orbit_code': 9007199355404358, 'n': 239, 'trace_an': -901221}
  • id: 28845540
    {'hecke_orbit_code': 9007199355404358, 'n': 241, 'trace_an': -952390}
  • id: 28845541
    {'hecke_orbit_code': 9007199355404358, 'n': 243, 'trace_an': -505440}
  • id: 28845542
    {'hecke_orbit_code': 9007199355404358, 'n': 251, 'trace_an': -1100238}
  • id: 28845543
    {'hecke_orbit_code': 9007199355404358, 'n': 256, 'trace_an': 65536}
  • id: 28845544
    {'hecke_orbit_code': 9007199355404358, 'n': 257, 'trace_an': -1082298}
  • id: 28845545
    {'hecke_orbit_code': 9007199355404358, 'n': 263, 'trace_an': 82950}
  • id: 28845546
    {'hecke_orbit_code': 9007199355404358, 'n': 269, 'trace_an': -633822}
  • id: 28845547
    {'hecke_orbit_code': 9007199355404358, 'n': 271, 'trace_an': -278956}
  • id: 28845548
    {'hecke_orbit_code': 9007199355404358, 'n': 277, 'trace_an': 2175230}
  • id: 28845549
    {'hecke_orbit_code': 9007199355404358, 'n': 281, 'trace_an': -692901}
  • id: 28845550
    {'hecke_orbit_code': 9007199355404358, 'n': 283, 'trace_an': 1040207}
  • id: 28845551
    {'hecke_orbit_code': 9007199355404358, 'n': 289, 'trace_an': -421856}
  • id: 28845552
    {'hecke_orbit_code': 9007199355404358, 'n': 293, 'trace_an': -1085649}
  • id: 28845553
    {'hecke_orbit_code': 9007199355404358, 'n': 307, 'trace_an': 1463}
  • id: 28845554
    {'hecke_orbit_code': 9007199355404358, 'n': 311, 'trace_an': 3119766}
  • id: 28845555
    {'hecke_orbit_code': 9007199355404358, 'n': 313, 'trace_an': 831425}
  • id: 28845556
    {'hecke_orbit_code': 9007199355404358, 'n': 317, 'trace_an': -1258506}
  • id: 28845557
    {'hecke_orbit_code': 9007199355404358, 'n': 331, 'trace_an': -2304652}
  • id: 28845558
    {'hecke_orbit_code': 9007199355404358, 'n': 337, 'trace_an': 769166}
  • id: 28845559
    {'hecke_orbit_code': 9007199355404358, 'n': 343, 'trace_an': 117649}
  • id: 28845560
    {'hecke_orbit_code': 9007199355404358, 'n': 347, 'trace_an': 382074}
  • id: 28845561
    {'hecke_orbit_code': 9007199355404358, 'n': 349, 'trace_an': -3887098}
  • id: 28845562
    {'hecke_orbit_code': 9007199355404358, 'n': 353, 'trace_an': -366453}
  • id: 28845563
    {'hecke_orbit_code': 9007199355404358, 'n': 359, 'trace_an': -3148584}
  • id: 28845564
    {'hecke_orbit_code': 9007199355404358, 'n': 361, 'trace_an': 3008865}
  • id: 28845565
    {'hecke_orbit_code': 9007199355404358, 'n': 367, 'trace_an': 2137397}
  • id: 28845566
    {'hecke_orbit_code': 9007199355404358, 'n': 373, 'trace_an': -205624}
  • id: 28845567
    {'hecke_orbit_code': 9007199355404358, 'n': 379, 'trace_an': 3505364}
  • id: 28845568
    {'hecke_orbit_code': 9007199355404358, 'n': 383, 'trace_an': 1129044}
  • id: 28845569
    {'hecke_orbit_code': 9007199355404358, 'n': 389, 'trace_an': -1200027}
  • id: 28845570
    {'hecke_orbit_code': 9007199355404358, 'n': 397, 'trace_an': -4418365}
  • id: 28845571
    {'hecke_orbit_code': 9007199355404358, 'n': 401, 'trace_an': -3132783}
  • id: 28845572
    {'hecke_orbit_code': 9007199355404358, 'n': 409, 'trace_an': 861494}
  • id: 28845573
    {'hecke_orbit_code': 9007199355404358, 'n': 419, 'trace_an': 4657956}
  • id: 28845574
    {'hecke_orbit_code': 9007199355404358, 'n': 421, 'trace_an': 6998945}
  • id: 28845575
    {'hecke_orbit_code': 9007199355404358, 'n': 431, 'trace_an': -227091}
  • id: 28845576
    {'hecke_orbit_code': 9007199355404358, 'n': 433, 'trace_an': -7096126}
  • id: 28845577
    {'hecke_orbit_code': 9007199355404358, 'n': 439, 'trace_an': 593258}
  • id: 28845578
    {'hecke_orbit_code': 9007199355404358, 'n': 443, 'trace_an': -3276918}
  • id: 28845579
    {'hecke_orbit_code': 9007199355404358, 'n': 449, 'trace_an': -4329297}
  • id: 28845580
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  • id: 28845581
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  • id: 28845582
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  • id: 28845583
    {'hecke_orbit_code': 9007199355404358, 'n': 467, 'trace_an': -6005829}
  • id: 28845584
    {'hecke_orbit_code': 9007199355404358, 'n': 479, 'trace_an': 941094}
  • id: 28845585
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  • id: 28845586
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  • id: 28845587
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  • id: 28845588
    {'hecke_orbit_code': 9007199355404358, 'n': 503, 'trace_an': -9159825}
  • id: 28845589
    {'hecke_orbit_code': 9007199355404358, 'n': 509, 'trace_an': -9425094}
  • id: 28845590
    {'hecke_orbit_code': 9007199355404358, 'n': 512, 'trace_an': -262144}
  • id: 28845591
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  • id: 28845592
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  • id: 28845593
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  • id: 28845594
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  • id: 28845595
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  • id: 28845596
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  • id: 28845597
    {'hecke_orbit_code': 9007199355404358, 'n': 563, 'trace_an': -10225740}
  • id: 28845598
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  • id: 28845599
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  • id: 28845600
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  • id: 28845601
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  • id: 28845602
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  • id: 28845603
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  • id: 28845604
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  • id: 28845605
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  • id: 28845606
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  • id: 28845607
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  • id: 28845608
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  • id: 28845609
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  • id: 28845610
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  • id: 28845611
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  • id: 28845612
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  • id: 28845613
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  • id: 28845614
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  • id: 28845615
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  • id: 28845616
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  • id: 28845617
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  • id: 28845618
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  • id: 28845619
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  • id: 28845620
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  • id: 28845621
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  • id: 28845622
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  • id: 28845623
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  • id: 28845624
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  • id: 28845625
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  • id: 28845626
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  • id: 28845627
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  • id: 28845628
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  • id: 28845629
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  • id: 28845630
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  • id: 28845631
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  • id: 28845632
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  • id: 28845633
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  • id: 28845634
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  • id: 28845635
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  • id: 28845636
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  • id: 28845637
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  • id: 28845638
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  • id: 28845639
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  • id: 28845640
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  • id: 28845641
    {'hecke_orbit_code': 9007199355404358, 'n': 829, 'trace_an': -6710704}
  • id: 28845642
    {'hecke_orbit_code': 9007199355404358, 'n': 839, 'trace_an': 26085642}
  • id: 28845643
    {'hecke_orbit_code': 9007199355404358, 'n': 841, 'trace_an': 47699932}
  • id: 28845644
    {'hecke_orbit_code': 9007199355404358, 'n': 853, 'trace_an': 9548726}
  • id: 28845645
    {'hecke_orbit_code': 9007199355404358, 'n': 857, 'trace_an': 35137698}
  • id: 28845646
    {'hecke_orbit_code': 9007199355404358, 'n': 859, 'trace_an': -16042756}
  • id: 28845647
    {'hecke_orbit_code': 9007199355404358, 'n': 863, 'trace_an': -27777636}
  • id: 28845648
    {'hecke_orbit_code': 9007199355404358, 'n': 877, 'trace_an': 24674822}
  • id: 28845649
    {'hecke_orbit_code': 9007199355404358, 'n': 881, 'trace_an': -12779184}
  • id: 28845650
    {'hecke_orbit_code': 9007199355404358, 'n': 883, 'trace_an': -26341720}
  • id: 28845651
    {'hecke_orbit_code': 9007199355404358, 'n': 887, 'trace_an': 26003736}
  • id: 28845652
    {'hecke_orbit_code': 9007199355404358, 'n': 907, 'trace_an': -41185234}
  • id: 28845653
    {'hecke_orbit_code': 9007199355404358, 'n': 911, 'trace_an': -7922112}
  • id: 28845654
    {'hecke_orbit_code': 9007199355404358, 'n': 919, 'trace_an': 15915371}
  • id: 28845655
    {'hecke_orbit_code': 9007199355404358, 'n': 929, 'trace_an': -33714804}
  • id: 28845656
    {'hecke_orbit_code': 9007199355404358, 'n': 937, 'trace_an': -40436197}
  • id: 28845657
    {'hecke_orbit_code': 9007199355404358, 'n': 941, 'trace_an': 36237756}
  • id: 28845658
    {'hecke_orbit_code': 9007199355404358, 'n': 947, 'trace_an': 29423796}
  • id: 28845659
    {'hecke_orbit_code': 9007199355404358, 'n': 953, 'trace_an': 35949684}
  • id: 28845660
    {'hecke_orbit_code': 9007199355404358, 'n': 961, 'trace_an': -12500895}
  • id: 28845661
    {'hecke_orbit_code': 9007199355404358, 'n': 967, 'trace_an': 1195058}
  • id: 28845662
    {'hecke_orbit_code': 9007199355404358, 'n': 971, 'trace_an': 32622084}
  • id: 28845663
    {'hecke_orbit_code': 9007199355404358, 'n': 977, 'trace_an': 53685786}
  • id: 28845664
    {'hecke_orbit_code': 9007199355404358, 'n': 983, 'trace_an': -33112449}
  • id: 28845665
    {'hecke_orbit_code': 9007199355404358, 'n': 991, 'trace_an': -19708216}
  • id: 28845666
    {'hecke_orbit_code': 9007199355404358, 'n': 997, 'trace_an': 33193967}