Embedded newform data - 75.10.b.g.49.2

Formats: - HTML - YAML - JSON - 2024-05-11T15:41:52.663866

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 7500, 'analytic_conductor': 38.62768771229049, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'conrey_indexes': [49], 'dim': 4, 'field_disc': 99856, 'field_disc_factorization': [[2, 4], [79, 2]], 'field_poly': [400, 0, -39, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [64, 0, 1280, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021666651471947, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.10.b.g', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.10.a.e', 'nf_label': '4.0.99856.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(18\\beta _{1}+\\beta _{3})q^{2}+3^{4}\\beta _{1}q^{3}+(-2^{7}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.10.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1955253696070263131, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.755', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.189', 'prec': 17}, {'__RealLiteral__': 0, 'data': '69.181', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.501', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1814.834', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -512, 0, -5832, 0, 0, -26244, 0, 48456, 0, 0, 278712, 0, 392960, 0, 0, 2697692, 0, 537516, 0, 0, 1446336, 0, 8097048, 0, 0, 8566344, 0, 2353164, 0, 0, 26301776, 0, 3359232, 0, 0, 14731308, 0, -57776976, 0, 0, 83804544, 0, -94053456, 0, 0, 130338040, 0, 20126232, 0, 0, 38263752, 0, -71668800, 0, 0, 230300568, 0, -462988820, 0, 0, 704479232, 0, 131866704, 0, 0, -53531928, 0, 223584048, 0, 0, 709452432, 0, -1435489408, 0, 0, 668892000, 0, 172186884, 0, 0, -533215872, 0, 1809396936, 0, 0, 493342272, 0, -909470436, 0, 0, -1130811472, 0, 1111159296, 0, 0, -317919816, 0, 4202747136, 0, 0, -2085242688, 0, -1103094176, 0, 0, -2290504388, 0, 843642216, 0, 0, -6386150808, 0, 4556651904, 0, 0, -3162704328, 0, -3899415004, 0, 0, -16152705408, 0, -1828629432, 0, 0, -2166042060, 0, 1588027680, 0, 0, -9360521064, 0, -6872108928, 0, 0, 477930928, 0, -10766367720, 0, 0, -2578210560, 0, 12292800624, 0, 0, 34495606296, 0, 10636254628, 0, 0, -6441936816, 0, -15950711808, 0, 0, -617165568, 0, 11448254664, 0, 0, 60024742272, 0, 28609230000, 0, 0, 15742819152, 0, -17699557212, 0, 0, 229844304, 0, 27802086912, 0, 0, 94525206840, 0, -36332407276, 0, 0, 24639776640, 0, -39096789048, 0, 0, -3526642476, 0, -60852834504, 0, 0, 40325148936, 0, 2340497152, 0, 0, -46808576404, 0, -51803263908, 0, 0, -66230338176, 0, 137031764256, 0, 0, -27219759048, 0, -130578937756, 0, 0, -74560512672, 0, -9489410496, 0, 0, 11200951512, 0, -94597808904, 0, 0, -55059475968, 0, 157143068320, 0, 0, -136593249492, 0, -19005490728, 0, 0, -53124731928, 0, 283259962368, 0, 0, 30763104192, 0, -174554622044, 0, 0, 37830731008, 0, 202654732032, 0, 0, -24208147944, 0, 35869698288, 0, 0, -84929042304, 0, 60045672448, 0, 0, -83048066808, 0, -56203782984, 0, 0, -35943191424, 0, 306890778600, 0, 0, -211301403048, 0, -1325831264, 0, 0, 232057398000, 0, 246423275136, 0, 0, -15439109004, 0, -376031004408, 0, 0, -462369711744, 0, -187321778288, 0, 0, 81925256692, 0, 112800364452, 0, 0, -147229388208, 0, -184295825280, 0, 0, 343561507848, 0, -244269441276, 0, 0, -14066054912, 0, -172565952336, 0, 0, 588565355760, 0, -379060327224, 0, 0, 234550884600, 0, -463800099840, 0, 0, 414381544144, 0, 173540257920, 0, 0, -22039921152, 0, -272790028008, 0, 0, 61535110392, 0, 672897731568, 0, 0, 872652047712, 0, -66084367104, 0, 0, 651769261776, 0, -842445655272, 0, 0, -485382273984, 0, 966521566800, 0, 0, 420588094424, 0, -96652111788, 0, 0, 367883250768, 0, -1212564653568, 0, 0, 299416790448, 0, 1254152746296, 0, 0, 665171617152, 0, 626816064168, 0, 0, 379074739536, 0, 134349695424, 0, 0, -613896897312, 0, 260253810048, 0, 0, -1065905732620, 0, -204754337568, 0, 0, -700007215104, 0, -1053737942040, 0, 0, -317897389872, 0, 1459912582224, 0, 0, -437264072016, 0, -549841613184, 0, 0, 671580553140, 0, 819274790880, 0, 0, -2786035890816, 0, -19778067120, 0, 0, -2678873882132, 0, 1620253815768, 0, 0, 617084724816, 0, -1601984595456, 0, 0, -3475981397088, 0, 1359408956152, 0, 0, 289022496000, 0, -1301925187584, 0, 0, -594344281320, 0, -333954679176, 0, 0, 1893098264904, 0, -2484293504768, 0, 0, -1459504741420, 0, -855147880440, 0, 0, -1630069339392, 0, 4989494379528, 0, 0, 594433611216, 0, 2191776777248, 0, 0, -465597390848, 0, 1623012054336, 0, 0, -132048208152, 0, 115256540448, 0, 0, 2288762482176, 0, -5962400335104, 0, 0, 789941855052, 0, -247791322692, 0, 0, -1826153864640, 0, 2064711874176, 0, 0, -1616618019240, 0, -2465415963256, 0, 0, 2679812584448, 0, -251048476872, 0, 0, 256103192124, 0, -744817903200, 0, 0, 8917781222664, 0, -3826809275136, 0, 0, 1385156354972, 0, 4176417368736, 0, 0, 470218996800, 0, 2198857789728, 0, 0, 1998612079848, 0, -1464678317256, 0, 0, 9157834367328, 0, -6402543336576, 0, 0, -775502600904, 0, 6014829660264, 0, 0, 10311800508288, 0, -1936072900288, 0, 0, 1755346043660, 0, -1511002026648, 0, 0, -3305480928768, 0, 2286988178112, 0, 0, 2624165285616, 0, -1608423950556, 0, 0, -5279462970368, 0, 2560716548712, 0, 0, 3037669648020, 0, 2015172130104, 0, 0, -3030498329976, 0, -5360009115392, 0, 0, -7525617506236, 0, -3253634408592, 0, 0, -2301064962048, 0, -1613750826312, 0, 0, 4022284086072, 0, 5453130996836, 0, 0, -9766762446336, 0, -4622088241152, 0, 0, -2897482120524, 0, -3786772388616, 0, 0, -3205473759360, 0, 3340031707152, 0, 0, 12136201451220, 0, 3318660449784, 0, 0, -865177444944, 0, 653294635776, 0, 0, -20791310842224, 0, 2985721533836, 0, 0, -24924458839424, 0, -11185794903456, 0, 0, -451529565480, 0, 1228684912632, 0, 0, 17493840654408, 0, 1633096241280, 0, 0, -1916463646292, 0, 351222979608, 0, 0, -2153463024384, 0, 15558060880872, 0, 0, -9661511993328, 0, 4001651208508, 0, 0, -14208002199872, 0, 2895696521856, 0, 0, -1466934938928, 0, -20729302919856, 0, 0, -7319450452608, 0, 29033382627184, 0, 0, 19973100652208, 0, 4810116193092, 0, 0, -2909770251768, 0, 7797087949824, 0, 0, -39806924400, 0, 9121045487848, 0, 0, -7638910134912, 0, -4654717406352, 0, 0, 16137231453108, 0, -6786206995176, 0, 0, 6842786044104, 0, 13774995717120, 0, 0, -4232877136908, 0, 7273252583856, 0, 0, 9418246005888, 0, 18253552627800, 0, 0, 4032478960128, 0, -15981791538944, 0, 0, 15388095770096, 0, -260514569088, 0, 0, -5114854064880, 0, -33278601830040, 0, 0, 2629607989248, 0, -33168625888752, 0, 0, 33127857915692, 0, -4388600412000, 0, 0, 8345965780656, 0, -15802168170240, 0, 0, -18802969695864, 0, -12840862769616, 0, 0, -4425546108928, 0, 10591893869688, 0, 0, -1129718145924, 0, -37899959579640, 0, 0, -40462925038776, 0, 18929367880704, 0, 0, 25761322684208, 0, 19295459902836, 0, 0, 10266657698880, 0, -2167204346424, 0, 0, 10699390239552, 0, -24850198877024, 0, 0, -585437751152, 0, 3498429336192, 0, 0, 12514620073104, 0, 2824847061552, 0, 0, 39037023448704, 0, -19861577532768, 0, 0, 52717956232276, 0, 22718844159120, 0, 0, -11871453297096, 0, -10244771356608, 0, 0, -73990913543280, 0, -21123708015328, 0, 0, 17674493215232, 0, 21343558758048, 0, 0, 9887997847824, 0, -14899687343856, 0, 0, 52104438105048, 0, 35036697612416, 0, 0, -13533204883600, 0, -3236818646592, 0, 0, 357582190464, 0, 55028087964648, 0, 0, 13703772893760, 0, 54545660958468, 0, 0, -16500225350816, 0, -14318269171200, 0, 0, 5967035530596, 0, -31830621626088, 0, 0, -34083708943104, 0, -18067667982000, 0, 0, 9366449593080, 0, 23627884226724, 0, 0, -12619199695392, 0, 50980361715072, 0, 0, -54641771777160, 0, -20174335862308, 0, 0, 195327773312, 0, 7419254067792, 0, 0, 11216902947948, 0, 35648263651824, 0, 0, -29922278676696, 0, 20301007373568, 0, 0, -73893196097920, 0, -22684415786928, 0, 0, -7290316141056, 0, -16558607518488, 0, 0, -12676038016320, 0, 20868839846796, 0, 0, -103865134097520, 0, -30021311833344, 0, 0, -16160041265976, 0, -62788934393568, 0, 0, 58625319268224, 0, -20509755077952, 0, 0, 9161610051552, 0, 2085871912776, 0, 0, -38889946435824, 0, 32618592276480, 0, 0, -49663144218600, 0, 17155189534144, 0, 0, -39168368216832, 0, -68524450303464, 0, 0, -27574223959296, 0, 68226208071048, 0, 0, -35468264257488, 0, -7489433379072, 0, 0, -22317888468100, 0, 9802596855060, 0, 0, 8901832576896, 0, -57476546452224, 0, 0, 80074032981912, 0, 75242655496904, 0, 0, 21429250095088, 0, 13681277275968, 0, 0, 9657434557044, 0, -11569300720776, 0, 0, 102685767178752, 0, -42925887724880, 0, 0, -43698249464392, 0, -68067724705920, 0, 0, 7237400888736, 0, -26824992490368, 0, 0, -17057323829448, 0, 49012900335464, 0, 0, 147848735647744, 0, -29863221475248, 0, 0, 55935450873576, 0, 97731053781624, 0, 0, 152017433924616, 0, -50970572192512, 0, 0, -57177721577088, 0, 15027999289668, 0, 0, -52153027960320, 0, -2241882492192, 0, 0, 144475249101048, 0, 96578600489948, 0, 0, 62893889151744, 0, -96012751610880, 0, 0, -5535136579176, 0], 'weight': 10, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, -0.009882310711332545], [0.0, -0.5773502691896257], [0.9999023399350047, 0.0], [0.0, 0.0], [-0.005705554749403367, 0.0], [0.0, -0.09143324133762641], [0.0, -0.01976365631555872], [-0.3333333333333333, 0.0], [0.0, 0.0], [0.9735782393938078, 0.0], [0.0, -0.5772938851248116], [0.0, -0.2172082116217536], [-0.0009035717002426791, 0.0], [0.0, 0.0], [0.9997070293425023, 0.0], [0.0, -0.7111047628379666], [0.0, 0.0032941035704441815], [0.4375206775638592, 0.0], [0.0, 0.0], [-0.052789006499158624, 0.0], [0.0, -0.009621202663481708], [0.0, 0.7378210585218327], [-0.011410552293959073, 0.0], [0.0, 0.0], [-0.002146519036299042, 0.0], [0.0, 0.19245008972987526], [0.0, -0.09142431196133464], [1.1420892732155972, 0.0], [0.0, 0.0], [-1.0898954843204964, 0.0], [0.0, -0.029643071799824568], [0.0, -0.5620956585911769], [-0.007027358214673227, 0.0], [0.0, 0.0], [-0.3333007799783349, 0.0], [0.0, -0.41552637896588607], [0.0, -0.004323715278318799], [-0.12540521945001665, 0.0], [0.0, 0.0], [0.33800045760504754, 0.0], [0.0, 0.0005216773643672387], [0.0, -1.7352286525492753], [0.9734831596796707, 0.0], [0.0, 0.0], [0.007291376949677024, 0.0], [0.0, -1.5237245751273738], [0.0, -0.5771811225016549], [0.9916399623784954, 0.0], [0.0, 0.0], [-0.410556526246525, 0.0], [0.0, -0.2171869990536891], [0.0, 0.20332735320802284], [0.0019018515831344556, 0.0], [0.0, 0.0], [-0.0018070551576143846, 0.0], [0.0, -0.2526026809675216], [0.0, -0.0112864810579965], [1.9312137668492417, 0.0], [0.0, 0.0], [-1.1477739337509416, 0.0], [0.0, 0.010770685818933414], [0.0, 0.03047774711254214], [0.9994140872965381, 0.0], [0.0, 0.0], [-0.005554803947689109, 0.0], [0.0, -1.1527658701408015], [0.0, -0.7110353163006093], [0.4259811867513547, 0.0], [0.0, 0.0], [-0.5303091633989601, 0.0], [0.0, 0.006587885438519573], [0.0, -0.4257613557498045], [-0.0041063607856958026, 0.0], [0.0, 0.0], [0.43747794926605155, 0.0], [0.0, -0.08901741412355546], [0.0, 0.001239293343427908], 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'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -0.5, 'embedding_root_real': -4.444097208657794, 'hecke_orbit': 7, 'hecke_orbit_code': 27021666651471947, 'label': '75.10.b.g.49.2', 'level': 75, 'weight': 10}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 7500, 'analytic_conductor': 38.62768771229049, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 84, 'dim': 28, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68887248971, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 8], 'label': '75.10.b', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 96, 'mf_new_dim': 28, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 28, 'sturm_bound': 100, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [28, 0, 0, -8364, 0, -3564, 0, 0, -183708, 0, 128912, 0, 0, -241236, 0, 4844340, 0, 0, -880956, 0, 370332, 0, 0, -494748, 0, -4610404, 0, 0, 16606208, 0, 6552628, 0, 0, -931208, 0, 54876204, 0, 0, -26587764, 0, -34374992, 0, 0, -117915832, 0, -60031032, 0, 0, -245615560, 0, 162270864, 0, 0, 23383404, 0, -10416480, 0, 0, -370704464, 0, 214341300, 0, 0, -1333394836, 0, -41377392, 0, 0, -312282216, 0, 274277536, 0, 0, 995678744, 0, -975035296, 0, 0, -916216480, 0, 1205308188, 0, 0, 659169576, 0, 2638205132, 0, 0, 2766625104, 0, -4401021772, 0, 0, -2081420264, 0, 700926372, 0, 0, -845791632, 0, 6347297592, 0, 0, 10142451744, 0, -7430035792, 0, 0, 4387031044, 0, 6512681232, 0, 0, -2120657436, 0, -19620854272, 0, 0, 10555971864, 0, 14457071772, 0, 0, -21125791696, 0, 1582749396, 0, 0, -12868445700, 0, -29545234680, 0, 0, 52482678612, 0, 6027524664, 0, 0, -3559831904, 0, 6403014360, 0, 0, -31783714740, 0, -47185188592, 0, 0, 44967262112, 0, 25462393356, 0, 0, -16037218392, 0, 26442652824, 0, 0, -21354092856, 0, 5837282328, 0, 0, 18474258664, 0, 58512246840, 0, 0, -57361207296, 0, 5779952316, 0, 0, -107696384352, 0, 32799899224, 0, 0, 105088838320, 0, 87809289548, 0, 0, -97160279760, 0, -55974226716, 0, 0, -2429748252, 0, -13374909128, 0, 0, 36093457532, 0, 97753502444, 0, 0, -88409205948, 0, -5352039036, 0, 0, -202832112312, 0, -321938599928, 0, 0, 7834138504, 0, -70821835732, 0, 0, 168316487136, 0, 3246041628, 0, 0, -30703054536, 0, -111014088568, 0, 0, 793555283784, 0, -211805284240, 0, 0, -343545111964, 0, 296275302504, 0, 0, 30248860644, 0, -171911478344, 0, 0, -158881840016, 0, -9127362708, 0, 0, 35801166376, 0, 320523692544, 0, 0, -103728976488, 0, 668660338776, 0, 0, 345092730472, 0, 302030710276, 0, 0, -307555080536, 0, -108953330688, 0, 0, 540716218632, 0, -194280904380, 0, 0, -59974947056, 0, 373032962352, 0, 0, 782682436920, 0, -556390591488, 0, 0, -42991792308, 0, -453847316856, 0, 0, -1002975698288, 0, -1697366500696, 0, 0, 842381724204, 0, 129086625564, 0, 0, 235094972184, 0, 345535552200, 0, 0, 538468199736, 0, -378039104212, 0, 0, -1231488161744, 0, 6109655688, 0, 0, 610887105720, 0, 791280172872, 0, 0, -2484827892340, 0, -506311745840, 0, 0, -1190416696672, 0, 211126817520, 0, 0, -360042774444, 0, 4364369197684, 0, 0, -706737366936, 0, 322458636976, 0, 0, 2103641640624, 0, -1319911142328, 0, 0, 1497968107992, 0, -1188042420984, 0, 0, -5735528042088, 0, 1940922405480, 0, 0, 269616714648, 0, 174442319604, 0, 0, 329955412896, 0, -2301930853656, 0, 0, -904276991664, 0, -1494188221128, 0, 0, 5364563805904, 0, -2510126288964, 0, 0, 225534322512, 0, 1002948878928, 0, 0, 1702882997536, 0, 5007581105856, 0, 0, 496699561500, 0, -88232027976, 0, 0, 1414564995132, 0, -1498853240660, 0, 0, 3485809645416, 0, -1922956116432, 0, 0, -2298917141832, 0, 773645773752, 0, 0, 1132835775660, 0, 1327910178960, 0, 0, -6280252426752, 0, -2298857427960, 0, 0, -1114519303004, 0, -953889921504, 0, 0, 393863600952, 0, -3068005026152, 0, 0, -4978967793736, 0, 3872132894664, 0, 0, 8888414221560, 0, 2461216294512, 0, 0, -642273031080, 0, 534003685608, 0, 0, 3770686416228, 0, -9530706185736, 0, 0, 203386537980, 0, 1611483689160, 0, 0, -3291542161704, 0, 10680569691796, 0, 0, 8050077457312, 0, 2421640062736, 0, 0, -3517793309536, 0, -5966383640328, 0, 0, -1064659138704, 0, -13116290104344, 0, 0, 12556754422192, 0, -2432435941968, 0, 0, -8902464236156, 0, 3437416031436, 0, 0, 4238716437360, 0, 8937188625552, 0, 0, -5049753286920, 0, -5731047074952, 0, 0, -15182630742844, 0, -153418513644, 0, 0, -4005034937532, 0, -12992904219320, 0, 0, -7568623571012, 0, 14514962548288, 0, 0, 11526021997284, 0, 8018533338912, 0, 0, 68342525280, 0, 20790471615696, 0, 0, 3779799977056, 0, -10790842105192, 0, 0, -1903736529744, 0, 2701195948368, 0, 0, -7995418078608, 0, 529495213288, 0, 0, 22620643668696, 0, 16948319476384, 0, 0, -19067468358700, 0, 2432191988304, 0, 0, -12286680373296, 0, -23022291771816, 0, 0, 38967341484152, 0, 1459730167228, 0, 0, -21424306473256, 0, 3835176997284, 0, 0, -1406293269300, 0, -15697114210712, 0, 0, -28618638958332, 0, -14151269842224, 0, 0, -7318714144612, 0, 8065193517216, 0, 0, -7517973905136, 0, -10802573799804, 0, 0, 3240898106904, 0, 19963530366332, 0, 0, 18536043904368, 0, 8748403518996, 0, 0, -1157994641988, 0, -10800328856952, 0, 0, 16212240607920, 0, -19428251488536, 0, 0, 3091314287740, 0, 512316728928, 0, 0, 271477068912, 0, 18990706206512, 0, 0, 7958008512272, 0, 44059026950372, 0, 0, 7927111625152, 0, -33130568820312, 0, 0, -9546836829480, 0, -33310560208216, 0, 0, 39156827692876, 0, -26956135175760, 0, 0, 16587847973956, 0, 2048883619176, 0, 0, 1844744562792, 0, 24511083233164, 0, 0, -24728636157136, 0, 11682222070116, 0, 0, 20645435927936, 0, -24991195330728, 0, 0, -1799534913696, 0, -12819021925392, 0, 0, -65514126314496, 0, -10117856096152, 0, 0, -6268022925584, 0, 13102689506364, 0, 0, 33296456176524, 0, 41907510305288, 0, 0, 37322404635880, 0, 27679792568616, 0, 0, 36523284772176, 0, -6532648239384, 0, 0, 971300577636, 0, -19133009996872, 0, 0, 22349532822988, 0, -3951596266380, 0, 0, 8078994158524, 0, -10215448634448, 0, 0, 6397206577056, 0, 75064547337540, 0, 0, -60139947822944, 0, -2990548000608, 0, 0, -25003074297848, 0, 27765306488304, 0, 0, -18308054765880, 0, 31472982466960, 0, 0, -79253996988344, 0, -78086551260264, 0, 0, 6293550463044, 0, 6011296325280, 0, 0, 42536424582792, 0, -61643215344680, 0, 0, -19109416219848, 0, 46964968844528, 0, 0, -56921850755256, 0, -61254496334124, 0, 0, -7908027021468, 0, -16835115036520, 0, 0, -59001067986012, 0, -33659261748192, 0, 0, 14015333831376, 0, 37851897917052, 0, 0, 78269530671720, 0, -16609610209708, 0, 0, 20299226236704, 0, -39594599624928, 0, 0, 48577999157816, 0, -4324811588136, 0, 0, -3771931065552, 0, 41091572931744, 0, 0, -98325928701872, 0, 25051001633664, 0, 0, 40713965899612, 0, 44273991479400, 0, 0, -17309263871052, 0, 78720729877704, 0, 0, -16961753075920, 0, -18558640762016, 0, 0, -29603182492196, 0, -51619589346744, 0, 0, 26366010822288, 0, -30869812712352, 0, 0, -34245866196884, 0, -3553927772608, 0, 0, -34556216156240, 0, -18151827307344, 0, 0, 66068435775168, 0, 153887727447036, 0, 0, -67474791331840, 0, 61942614772396, 0, 0, 29032970604608, 0, 41984256704040, 0, 0, 28875103846092, 0, -147628694970336, 0, 0, 107458164432312, 0, -209986471057080, 0, 0, -9835156410760, 0, 20031686453268, 0, 0, -3398643527184, 0, 270069393831904, 0, 0, 24732391794920, 0, 23896654700484, 0, 0, 259823646011664, 0, 13656198352104, 0, 0, -83868453690444, 0, -64709308493232, 0, 0, -47908661804052, 0, 26211482358336, 0, 0, -1823429646000, 0, 3792499125984, 0, 0, -4598777926692, 0, 24616785447884, 0, 0, 73427625407040, 0, 28657307239412, 0, 0, -316201116162360, 0, -142870130036928, 0, 0, -3655056832992, 0, -83761465408816, 0, 0, 181044413301008, 0, -20154376020384, 0, 0, -61273235658176, 0, 5549238897552, 0, 0, 114494034440592, 0, -442543123542360, 0, 0, 180535951768680, 0, -21501923773312, 0, 0, 255472283237736, 0, -51193092002148, 0, 0, -41644619501112, 0, 63990950915096, 0, 0, -200641846235696, 0, 253471833157096, 0, 0, 137459355898980, 0, 54047167307100, 0, 0, -321223601449728, 0, -103813945450968, 0, 0, 58740562679864, 0, -29707579944872, 0, 0, -40797141589864, 0, -66544625892384, 0, 0, -45060226294212, 0, -124670774582192, 0, 0, 50423680909544, 0, 212025403881560, 0, 0, -277823931451624, 0, 48608368061400, 0, 0, 48748464831312, 0, 430797370471504, 0, 0, 121514157836184, 0, 159428893564168, 0, 0, -242002384310072, 0, 184367006592984, 0, 0, 9643078653912, 0, -353411037199152, 0, 0, 129205035951572, 0, -204850686448264, 0, 0, -20840364234096, 0, -28783310679684, 0, 0, -221907638520360, 0, 273479918477536, 0, 0, 12129477487656, 0, 303286111860596, 0, 0, 210393158637408, 0, 243132679749600, 0, 0, -42729701563152, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45721663
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021666651471947, 'target_is_minimal': False, 'target_label': '75.10.b.g.49.2', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45721664
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532465533583585, 'target_is_minimal': False, 'target_label': '225.10.b.j.199.3', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45721665
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197559365707, 'target_is_minimal': True, 'target_label': '75.10.a.h.1.1', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45721666
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254219, 'target_is_minimal': True, 'target_label': '75.10.a.e.1.2', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 45721667
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021666651471947, 'target_is_minimal': False, 'target_label': '75.10.b.g.49.3', 'target_level': 75, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 45721668
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597931995361, 'target_is_minimal': False, 'target_label': '225.10.a.g.1.2', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45721669
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596068847841, 'target_is_minimal': False, 'target_label': '225.10.a.l.1.1', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
  • id: 45721670
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021666651471947, 'source_is_minimal': False, 'source_label': '75.10.b.g.49.2', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532465533583585, 'target_is_minimal': False, 'target_label': '225.10.b.j.199.2', 'target_level': 225, 'twist_class_label': '75.10.a.e.1.2', 'twist_class_level': 75, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 234700
    {'charpoly_factorization': [[[64, 0, 1280, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 2}
  • id: 234701
    {'charpoly_factorization': [[[6561, 0, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 3}
  • id: 234702
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021666651471947, 'p': 5}
  • id: 234703
    {'charpoly_factorization': [[[5128118766225, 0, 15538194, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 7}
  • id: 234704
    {'charpoly_factorization': [[[-1089595948, -24228, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 11}
  • id: 234705
    {'charpoly_factorization': [[[6422668415722737649, 0, 13337589170, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 13}
  • id: 234706
    {'charpoly_factorization': [[[8170220217183485266576, 0, 196213124648, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 17}
  • id: 234707
    {'charpoly_factorization': [[[273466881505, -1348846, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 19}
  • id: 234708
    {'charpoly_factorization': [[[1710130374321990242720400, 0, 2724632301096, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 23}
  • id: 234709
    {'charpoly_factorization': [[[-290780819500, -4283172, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 29}
  • id: 234710
    {'charpoly_factorization': [[[-38000674643175, -1176582, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 31}
  • id: 234711
    {'charpoly_factorization': [[[2219198374084580136563568400, 0, 121336542814664, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 37}
  • id: 234712
    {'charpoly_factorization': [[[-214074226693600, 28888488, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 41}
  • id: 234713
    {'charpoly_factorization': [[[986406470210808535474193823601, 0, 2165133704118002, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 43}
  • id: 234714
    {'charpoly_factorization': [[[623062824826489806308409135376, 0, 2838120081963848, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 47}
  • id: 234715
    {'charpoly_factorization': [[[32730297775194363294661177600, 0, 376343874481376, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 53}
  • id: 234716
    {'charpoly_factorization': [[[-11611344057936220, -115150284, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 59}
  • id: 234717
    {'charpoly_factorization': [[[13327317281330521, 231494410, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 61}
  • id: 234718
    {'charpoly_factorization': [[[607541206443074831269061888721921, 0, 52958219206192578, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 67}
  • id: 234719
    {'charpoly_factorization': [[[-25587991067205856, -111792024, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 71}
  • id: 234720
    {'charpoly_factorization': [[[317354896144591054140064928304400, 0, 40409486367121736, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 73}
  • id: 234721
    {'charpoly_factorization': [[[6136761994574400, -334446000, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 79}
  • id: 234722
    {'charpoly_factorization': [[[49687229258398432001594139050033424, 0, 468142872982103880, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, 'p': 83}
  • id: 234723
    {'charpoly_factorization': [[[-186412718429038080, -246671136, 1], 2]], 'hecke_orbit_code': 27021666651471947, 'p': 89}
  • id: 234724
    {'charpoly_factorization': [[[5649009400858306009660230533852641, 0, 334511880690629858, 0, 1], 1]], 'hecke_orbit_code': 27021666651471947, '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': 2, 'hecke_orbit': 7, 'label': '75.10.b.g', 'level': 75, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 182664000
    {'hecke_orbit_code': 27021666651471947, 'n': 1, 'trace_an': 4}
  • id: 182664001
    {'hecke_orbit_code': 27021666651471947, 'n': 2, 'trace_an': 0}
  • id: 182664002
    {'hecke_orbit_code': 27021666651471947, 'n': 3, 'trace_an': 0}
  • id: 182664003
    {'hecke_orbit_code': 27021666651471947, 'n': 4, 'trace_an': -512}
  • id: 182664004
    {'hecke_orbit_code': 27021666651471947, 'n': 5, 'trace_an': 0}
  • id: 182664005
    {'hecke_orbit_code': 27021666651471947, 'n': 6, 'trace_an': -5832}
  • id: 182664006
    {'hecke_orbit_code': 27021666651471947, 'n': 7, 'trace_an': 0}
  • id: 182664007
    {'hecke_orbit_code': 27021666651471947, 'n': 8, 'trace_an': 0}
  • id: 182664008
    {'hecke_orbit_code': 27021666651471947, 'n': 9, 'trace_an': -26244}
  • id: 182664009
    {'hecke_orbit_code': 27021666651471947, 'n': 10, 'trace_an': 0}
  • id: 182664010
    {'hecke_orbit_code': 27021666651471947, 'n': 11, 'trace_an': 48456}
  • id: 182664011
    {'hecke_orbit_code': 27021666651471947, 'n': 12, 'trace_an': 0}
  • id: 182664012
    {'hecke_orbit_code': 27021666651471947, 'n': 13, 'trace_an': 0}
  • id: 182664013
    {'hecke_orbit_code': 27021666651471947, 'n': 14, 'trace_an': 278712}
  • id: 182664014
    {'hecke_orbit_code': 27021666651471947, 'n': 15, 'trace_an': 0}
  • id: 182664015
    {'hecke_orbit_code': 27021666651471947, 'n': 16, 'trace_an': 392960}
  • id: 182664016
    {'hecke_orbit_code': 27021666651471947, 'n': 17, 'trace_an': 0}
  • id: 182664017
    {'hecke_orbit_code': 27021666651471947, 'n': 18, 'trace_an': 0}
  • id: 182664018
    {'hecke_orbit_code': 27021666651471947, 'n': 19, 'trace_an': 2697692}
  • id: 182664019
    {'hecke_orbit_code': 27021666651471947, 'n': 20, 'trace_an': 0}
  • id: 182664020
    {'hecke_orbit_code': 27021666651471947, 'n': 21, 'trace_an': 537516}
  • id: 182664021
    {'hecke_orbit_code': 27021666651471947, 'n': 22, 'trace_an': 0}
  • id: 182664022
    {'hecke_orbit_code': 27021666651471947, 'n': 23, 'trace_an': 0}
  • id: 182664023
    {'hecke_orbit_code': 27021666651471947, 'n': 24, 'trace_an': 1446336}
  • id: 182664024
    {'hecke_orbit_code': 27021666651471947, 'n': 25, 'trace_an': 0}
  • id: 182664025
    {'hecke_orbit_code': 27021666651471947, 'n': 26, 'trace_an': 8097048}
  • id: 182664026
    {'hecke_orbit_code': 27021666651471947, 'n': 27, 'trace_an': 0}
  • id: 182664027
    {'hecke_orbit_code': 27021666651471947, 'n': 28, 'trace_an': 0}
  • id: 182664028
    {'hecke_orbit_code': 27021666651471947, 'n': 29, 'trace_an': 8566344}
  • id: 182664029
    {'hecke_orbit_code': 27021666651471947, 'n': 30, 'trace_an': 0}
  • id: 182664030
    {'hecke_orbit_code': 27021666651471947, 'n': 31, 'trace_an': 2353164}
  • id: 182664031
    {'hecke_orbit_code': 27021666651471947, 'n': 32, 'trace_an': 0}
  • id: 182664032
    {'hecke_orbit_code': 27021666651471947, 'n': 33, 'trace_an': 0}
  • id: 182664033
    {'hecke_orbit_code': 27021666651471947, 'n': 34, 'trace_an': 26301776}
  • id: 182664034
    {'hecke_orbit_code': 27021666651471947, 'n': 35, 'trace_an': 0}
  • id: 182664035
    {'hecke_orbit_code': 27021666651471947, 'n': 36, 'trace_an': 3359232}
  • id: 182664036
    {'hecke_orbit_code': 27021666651471947, 'n': 37, 'trace_an': 0}
  • id: 182664037
    {'hecke_orbit_code': 27021666651471947, 'n': 38, 'trace_an': 0}
  • id: 182664038
    {'hecke_orbit_code': 27021666651471947, 'n': 39, 'trace_an': 14731308}
  • id: 182664039
    {'hecke_orbit_code': 27021666651471947, 'n': 40, 'trace_an': 0}
  • id: 182664040
    {'hecke_orbit_code': 27021666651471947, 'n': 41, 'trace_an': -57776976}
  • id: 182664041
    {'hecke_orbit_code': 27021666651471947, 'n': 42, 'trace_an': 0}
  • id: 182664042
    {'hecke_orbit_code': 27021666651471947, 'n': 43, 'trace_an': 0}
  • id: 182664043
    {'hecke_orbit_code': 27021666651471947, 'n': 44, 'trace_an': 83804544}
  • id: 182664044
    {'hecke_orbit_code': 27021666651471947, 'n': 45, 'trace_an': 0}
  • id: 182664045
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  • id: 182664050
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  • id: 182664052
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  • id: 182664118
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  • id: 182664125
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  • id: 182664130
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  • id: 182664135
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  • id: 182664138
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  • id: 182664140
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  • id: 182664143
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  • id: 182664144
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  • id: 182664145
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  • id: 182664146
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  • id: 182664148
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  • id: 182664149
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  • id: 182664150
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  • id: 182664151
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  • id: 182664152
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  • id: 182664153
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  • id: 182664154
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  • id: 182664155
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  • id: 182664156
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  • id: 182664157
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  • id: 182664158
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  • id: 182664160
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  • id: 182664161
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  • id: 182664162
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  • id: 182664163
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  • id: 182664164
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  • id: 182664165
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  • id: 182664168
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  • id: 182664170
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  • id: 182664173
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  • id: 182664175
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  • id: 182664176
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  • id: 182664178
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  • id: 182664180
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  • id: 182664183
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  • id: 182664188
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  • id: 182664190
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  • id: 182664228
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  • id: 182664230
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