Newform data - 49.7.b.a

Formats: - HTML - YAML - JSON - 2026-01-13T05:46:50.713496

• 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': 2401, 'analytic_conductor': 11.272650097372699, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [49, 2, [3], [1]], 'cm_discs': [], 'conrey_index': 48, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [12, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68836917297, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 14, 'hecke_ring_index_factorization': [[2, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.7.b.a', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.7.d.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 2, 'qexp_display': 'q-12 q^{2}-\\beta q^{3}+80 q^{4}-15\\beta q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.7.b', 'trace_display': [-24, 0, 0, 0], 'trace_hash': 853754179688203824, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.931', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.870', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.379', 'prec': 17}, {'__RealLiteral__': 0, 'data': '142.074', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [2, -24, 0, 160, 0, 0, 0, -384, 1164, 0, 2958, 0, 0, 0, -4410, -5632, 0, -13968, 0, 0, 0, -35496, -11826, 0, -34900, 0, 0, 0, 7956, 52920, 0, 92160, 0, 0, 0, 93120, -123154, 0, -11760, 0, 0, 0, -34828, 236640, 0, 141912, 0, 0, 0, 418800, -73206, 0, -121026, 0, 0, 0, -166698, -95472, 0, -352800, 0, 0, 0, -745472, -176400, 0, -537554, 0, 0, 0, 203844, -223488, 0, 1477848, 0, 0, 0, 141120, 724462, 0, 463122, 0, 0, 0, -1098090, 417936, 0, -567936, 0, 0, 0, -946080, -310758, 0, -2500470, 0, 0, 0, 1721556, -2792000, 0, 878472, 0, 0, 0, 1452312, 1321086, 0, -146338, 0, 0, 0, 3207012, 2000376, 0, 636480, 0, 0, 0, 846720, 831760, 0, 2681280, 0, 0, 0, -6459932, 3047424, 0, 2116800, 0, 0, 0, 6450648, -5781510, 0, 2843166, 0, 0, 0, 743526, -2446128, 0, -3277824, 0, 0, 0, -9852320, 6287502, 0, -4564402, 0, 0, 0, -4661370, -940800, 0, -8693544, 0, 0, 0, -5557464, -14194946, 0, -6522390, 0, 0, 0, 9183218, 13177080, 0, -2786240, 0, 0, 0, -8329728, -5231142, 0, 20325582, 0, 0, 0, -3946362, 2270592, 0, 3729096, 0, 0, 0, 30005640, 8476878, 0, 12296414, 0, 0, 0, 1581108, -20658672, 0, 6700800, 0, 0, 0, -5856480, 40219200, 0, -6882732, 0, 0, 0, 23344724, -9682080, 0, -15853032, 0, 0, 0, 1756056, 7702506, 0, -2928240, 0, 0, 0, -20311800, -38484144, 0, -13335840, 0, 0, 0, -1527552, -20408706, 0, 11152890, 0, 0, 0, 2862276, 12418560, 0, -9981120, 0, 0, 0, -32175360, -6667920, 0, -5256720, 0, 0, 0, -17490654, 77519184, 0, 11141120, 0, 0, 0, -14112000, 4630392, 0, -56523666, 0, 0, 0, 32361462, -43004320, 0, 69378120, 0, 0, 0, -34117992, -51617100, 0, 62961406, 0, 0, 0, 13247364, -8922312, 0, 16307520, 0, 0, 0, 53637120, 30046844, 0, -36714720, 0, 0, 0, -78467130, 23645568, 0, -75450024, 0, 0, 0, 54772824, -32121558, 0, -59195430, 0, 0, 0, -1552026, 55936440, 0, 2257920, 0, 0, 0, 57956960, 42328206, 0, 11766924, 0, 0, 0, -41507802, 37049760, 0, 170339352, 0, 0, 0, 78268680, -118439842, 0, -71675628, 0, 0, 0, 73559588, -110198616, 0, -87847200, 0, 0, 0, 6686976, 26076330, 0, 67954926, 0, 0, 0, -15417360, 136304640, 0, 62773704, 0, 0, 0, -243906984, -10623378, 0, -426004, 0, 0, 0, 115537590, 47356344, 0, 33302016, 0, 0, 0, -24860640, 84520174, 0, 8048250, 0, 0, 0, 25767956, -200037600, 0, -101722536, 0, 0, 0, -147556968, -20269896, 0, -21511458, 0, 0, 0, -48387402, -18973296, 0, 137724480, 0, 0, 0, 98278400, 153576798, 0, -12430320, 0, 0, 0, -182144766, 14055552, 0, -482630400, 0, 0, 0, 82592784, -78850800, 0, 59070480, 0, 0, 0, -55838156, -280136688, 0, 23236992, 0, 0, 0, 105686880, -17393040, 0, 6628878, 0, 0, 0, -17542980, -11707040, 0, -92430072, 0, 0, 0, 35138880, 211774014, 0, 485421930, 0, 0, 0, 228106596, 243741600, 0, 256560960, 0, 0, 0, 32006016, 196945886, 0, -95973066, 0, 0, 0, 361999012, -22404096, 0, 244904472, 0, 0, 0, -133834680, -3601206, 0, -51510612, 0, 0, 0, -70437132, -34347312, 0, -203212800, 0, 0, 0, 66540800, -550720800, 0, -161228434, 0, 0, 0, -29308716, 214502400, 0, 80015040, 0, 0, 0, 63080640, -62511298, 0, 15664320, 0, 0, 0, -481823370, 209887848, 0, -516794560, 0, 0, 0, -328728576, -218541078, 0, -23280390, 0, 0, 0, -76039866, 33868800, 0, -55564704, 0, 0, 0, 678283992, -77378742, 0, -226144640, 0, 0, 0, 107251200, -388337544, 0, 103210368, 0, 0, 0, -462520800, 458778478, 0, 211574160, 0, 0, 0, 157597108, 227453280, 0, 619405200, 0, 0, 0, -755536872, 271554570, 0, -214710114, 0, 0, 0, -108271674, -158968368, 0, 59482080, 0, 0, 0, -39138048, -294209058, 0, 5511118, 0, 0, 0, 206363700, -433864704, 0, -360562128, 0, 0, 0, 440576640, -178997454, 0, -102664800, 0, 0, 0, -176199786, 941605560, 0, 346801664, 0, 0, 0, 503000160, 197040858, 0, 770301102, 0, 0, 0, -312856428, -365152160, 0, 385458696, 0, 0, 0, 710345160, 29741040, 0, -674424866, 0, 0, 0, 736300548, 18624312, 0, -372909600, 0, 0, 0, 33116160, -424588750, 0, -246546342, 0, 0, 0, -650811836, -139096704, 0, -507938472, 0, 0, 0, -141203088, 118637208, 0, -111127362, 0, 0, 0, 76795740, 498093624, 0, -88919424, 0, 0, 0, -1135595680, 724894734, 0, -725811030, 0, 0, 0, 479970516, -521791200, 0, 1421278104, 0, 0, 0, 860107536, -47043828, 0, 70277760, 0, 0, 0, -85434268, -882715056, 0, 734657440, 0, 0, 0, 210833280, -406675206, 0, 164386254, 0, 0, 0, 423816582, 98075648, 0, -312915960, 0, 0, 0, -815459112, 886057200, 0, 667638720, 0, 0, 0, -609086796, 185008320, 0, -1102553088, 0, 0, 0, -418491360, -457783378, 0, 421636884, 0, 0, 0, -260895600, 1626046560, 0, 127480536, 0, 0, 0, 5112048, 375950442, 0, -138832200, 0, 0, 0, -11444382, -1386451080, 0, -315708960, 0, 0, 0, -544942080, -795042366, 0, -403574258, 0, 0, 0, -196239228, 59665536, 0, -1014242088, 0, 0, 0, -96579000, -851654002, 0, -83437200, 0, 0, 0, 61485428, -309215472, 0, 480090240, 0, 0, 0, 678150240, -639088380, 0, -209245680, 0, 0, 0, 563847606, 983713120, 0, 243238752, 0, 0, 0, 258137496, 1520285760, 0, 301485276, 0, 0, 0, -54018090, 580648824, 0, 126488640, 0, 0, 0, -330538752, -157854480, 0, 266862330, 0, 0, 0, 185137974, -1608192000, 0, -1842921576, 0, 0, 0, 149163840, 383378058, 0, 1430334462, 0, 0, 0, -885146682, 2185737192, 0, 206148096, 0, 0, 0, 3217536000, -967918962, 0, 314014894, 0, 0, 0, 1769431668, -550618560, 0, 946209600, 0, 0, 0, -708845760, 234964800, 0, -407403738, 0, 0, 0, -1157997674, 670057872, 0, 1867577920, 0, 0, 0, 340809216, -975962694, 0, 728209602, 0, 0, 0, -1455273540, -253648512, 0, 208716480, 0, 0, 0, -79546536, 108828654, 0, -1140597990, 0, 0, 0, 1071479298, 210515760, 0, 28096896, 0, 0, 0, 616200480, -252073874, 0, -307465200, 0, 0, 0, 1482575252, -234259200, 0, -2541288168, 0, 0, 0, -5825063160, 684957438, 0, 421579242, 0, 0, 0, 69536880, -2737279152, 0, -1624944000, 0, 0, 0, -615746304, 3173612400, 0, 1464682286, 0, 0, 0, -1618062876, 469421568, 0, -2363350632, 0, 0, 0, 1151676792, 2478964142, 0, -42982800, 0, 0, 0, 2149037300, -4343988144, 0, 366612480, 0, 0, 0, -1632696480, -885721158, 0, -1624075110, 0, 0, 0, -281404746, 892231200, 0, 43214472, 0, 0, 0, 618127344, -3190988034, 0, 308100240, 0, 0, 0, -684507708, 845245584, 0, 228982080, 0, 0, 0, 1643765760, 1446536156, 0, 768872052, 0, 0, 0, -3136693052, -159697920, 0, 6608649600, 0, 0, 0, 1934741208, 205212000, 0, -235804194, 0, 0, 0, -85168716, 351704592, 0, -514805760, 0, 0, 0, -533433600, 205937964, 0, -2837518162, 0, 0, 0, 2955612870, -420537600, 0, 750135576, 0, 0], 'weight': 7, '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, 0], [-12, 0], [0, -1], [80, 0], [0, -15], [0, 12], [0, 0], [-192, 0], [582, 0], [0, 180], [1479, 0], [0, -80], [0, -40], [0, 0], [-2205, 0], [-2816, 0], [0, -249], [-6984, 0], [0, -567], [0, -1200], [0, 0], [-17748, 0], [-5913, 0], [0, 192], [-17450, 0], [0, 480], [0, -1311], [0, 0], [3978, 0], [26460, 0], [0, -1057], [46080, 0], [0, -1479], [0, 2988], [0, 0], [46560, 0], [-61577, 0], [0, 6804], [-5880, 0], [0, 2880], [0, 9120], [0, 0], [-17414, 0], [118320, 0], [0, -8730], [70956, 0], [0, 2529], [0, 2816], [0, 0], [209400, 0], [-36603, 0], [0, -3200], [-60513, 0], [0, 15732], [0, -22185], [0, 0], [-83349, 0], [-47736, 0], [0, -17793], [-176400, 0], [0, -13423], [0, 12684], [0, 0], [-372736, 0], [-88200, 0], [0, 17748], [-268777, 0], [0, -19920], [0, 5913], [0, 0], [101922, 0], [-111744, 0], [0, 26199], [738924, 0], [0, 17450], [0, -45360], [0, 0], [70560, 0], [362231, 0], [0, 42240], [231561, 0], [0, -109440], [0, -17880], [0, 0], [-549045, 0], [208968, 0], [0, -3978], [-283968, 0], [0, 110073], [0, 104760], [0, 0], [-473040, 0], [-155379, 0], [0, -30348], [-1250235, 0], [0, -46080], [0, -124880], [0, 0], [860778, 0], [-1396000, 0]], 'ap': [[-12, 0], [0, -1], [0, -15], [0, 0], [1479, 0], [0, -40], [0, -249], [0, -567], [-5913, 0], [3978, 0], [0, -1057], [-61577, 0], [0, 9120], [-17414, 0], [0, 2529], [-60513, 0], [0, -17793], [0, -13423], [-268777, 0], [101922, 0], [0, 26199], [362231, 0], [0, -17880], [0, 110073], [0, -124880], [0, -109257], [0, -5279], [660543, 0], [-73169, 0], [1603506, 0], [-3229966, 0], [0, -164583], [1421583, 0], [0, 200920], [3143751, 0], [-2282201, 0], [0, -12249], [-7097473, 0], [0, 53280], [0, -258639], [10162791, 0], [0, 719640], [4238439, 0], [6148207, 0], [790554, 0], [0, 670207], [11672362, 0], [0, 239040], [0, -1383249], [0, 1441553], [-10204353, 0], [1431138, 0], [0, 1278743], [0, -283800], [0, 1917849], [-28261833, 0], [0, 1304007], [0, -3010703], [31480703, 0], [6623682, 0], [0, -3319601], [0, -1045800], [0, -146200], [0, -3012657], [0, -957159], [21164103, 0], [-59219921, 0], [36779794, 0], [33977463, 0], [0, -4520200], [0, -392601], [-5311689, 0], [0, 6584751], [42260087, 0], [12883978, 0], [0, 2206881], [-10755729, 0], [0, -785471], [76788399, 0], [0, 2479207], [0, 3929160], [-27919078, 0], [3314439, 0], [0, 3791920], [0, -4490127], [105887007, 0], [114053298, 0], [98472943, 0], [0, 2955480], [180999506, 0], [0, -6998631], [0, -13132593], [-80614217, 0], [-14654358, 0], [-31255649, 0], [0, -11763120], [0, 862113], [0, 224343], [0, 18893561], [229389239, 0], [78798554, 0], [-107355057, 0], [0, 18913599], [-147104529, 0], [2755559, 0], [0, -263849], [0, 19782840], [0, 15663801], [385150551, 0], [0, -24527200], [0, 24357249], [-337212433, 0], [368150274, 0], [0, -2563393], [-325405918, 0], [-55563681, 0], [0, -7698200], [0, -15934449], [362447367, 0], [239985258, 0], [0, -1593657], [-42717134, 0], [0, 23980689], [82193127, 0], [0, -2863463], [-304543398, 0], [-228891689, 0], [0, -36941967], [0, 3066160], [0, -49913519], [-201787129, 0], [-98119614, 0], [-425827001, 0], [30742714, 0], [0, -30618423], [0, -37934640], [0, -56599401], [0, -46385249], [0, 82082520], [715167231, 0], [0, -27538920], [-483959481, 0], [157007447, 0], [884715834, 0], [0, -6715593], [0, 38501520], [0, 72616680], [0, 14837751], [0, 74796313], [54414327, 0], [-126036937, 0], [0, 11370240], [741287626, 0], [0, 28857009], [732341143, 0], [-809031438, 0], [1239482071, 0], [0, 99927753], [0, 10463440], [0, -34915257], [-1595494017, 0], [-342253854, 0], [-1568346526, 0], [0, -49547703], [-117902097, 0], [0, 85842399], [-1418759081, 0], [0, 67160551]], 'char_orbit_index': 2, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 68836917297, 'hecke_ring_character_values': [[3, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 14], 'hecke_ring_inverse_numerators': [[1, 0], [7, 1]], 'hecke_ring_numerators': [[1, 0], [-7, 14]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '49.7.b.a', 'level': 49, 'maxp': 997, 'weight': 7}
• mf_newspaces •

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

  
  {'Nk2': 2401, 'analytic_conductor': 11.272650097372699, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [49, 2, [3], [1]], 'conrey_index': 48, 'cusp_dim': 24, 'dim': 18, 'eis_dim': 8, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68836917297, 'hecke_orbit_dims': [2, 4, 12], 'label': '49.7.b', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 32, 'mf_new_dim': 22, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 32, 'trace_bound': 1, 'trace_display': [12, 0, 0, 0], 'traces': [18, 12, 0, 604, 0, 0, 0, -372, -1336, 0, -4678, 0, 0, 0, 1522, 31780, 0, -32780, 0, 0, 0, 16288, 23266, 0, -68760, 0, 0, 0, 7428, 42312, 0, -3916, 0, 0, 0, -106132, -205046, 0, 459032, 0, 0, 0, 164620, -159008, 0, 250312, 0, 0, 0, -466724, -669042, 0, -345942, 0, 0, 0, 785410, 994696, 0, -14112, 0, 0, 0, -784468, -288904, 0, 105810, 0, 0, 0, 1240940, 2268220, 0, -2498224, 0, 0, 0, -1336328, -915294, 0, -1216806, 0, 0, 0, -923262, 334512, 0, 2926016, 0, 0, 0, 4831264, -938290, 0, 388630, 0, 0, 0, -2595564, 1213732, 0, -754240, 0, 0, 0, -6567632, 1237626, 0, 840754, 0, 0, 0, 11125556, -9003760, 0, -63360, 0, 0, 0, -5360632, -2542244, 0, 10497368, 0, 0, 0, -9355716, -6930292, 0, 9418584, 0, 0, 0, 9022208, 3471766, 0, -4920078, 0, 0, 0, 6274754, 15954592, 0, -5939028, 0, 0, 0, -6391304, 1369282, 0, -15958406, 0, 0, 0, -8599462, 26829656, 0, -41079200, 0, 0, 0, 22907540, -15563214, 0, -15704426, 0, 0, 0, -1135158, 1019624, 0, 28840312, 0, 0, 0, -14305960, 14011526, 0, 23684890, 0, 0, 0, -19848630, -26650552, 0, 59610568, 0, 0, 0, 46036392, 19032186, 0, 11739250, 0, 0, 0, 5900476, -92582872, 0, -44616548, 0, 0, 0, -69627824, 32920944, 0, 3850372, 0, 0, 0, -27281204, -66061376, 0, -22071176, 0, 0, 0, 90302288, 79777030, 0, 9676128, 0, 0, 0, -35860804, 38741272, 0, 82399576, 0, 0, 0, 22830176, -32158254, 0, 43670358, 0, 0, 0, 49954836, 24268584, 0, -62878252, 0, 0, 0, -81465832, -71226792, 0, -155338624, 0, 0, 0, 8839942, 163837320, 0, -101379580, 0, 0, 0, 55025040, -79131176, 0, -11307102, 0, 0, 0, -43462934, 72462968, 0, 91187680, 0, 0, 0, -133940024, -9590020, 0, 27817074, 0, 0, 0, 144476228, 22619496, 0, 103479408, 0, 0, 0, 181030868, -1509528, 0, 63085736, 0, 0, 0, -58873182, -1140144, 0, -78549920, 0, 0, 0, -347556840, -47045442, 0, -14820634, 0, 0, 0, 197765914, -222823296, 0, -157078712, 0, 0, 0, -25990408, -108181502, 0, 240494572, 0, 0, 0, -20607654, 140613916, 0, 31955664, 0, 0, 0, 113041624, 80223778, 0, 24476180, 0, 0, 0, 164078356, -109366252, 0, 106420944, 0, 0, 0, -168099360, -2331122, 0, 60888658, 0, 0, 0, -250341000, 196451424, 0, 50739888, 0, 0, 0, 91023736, -160222694, 0, -258763224, 0, 0, 0, -148408782, 8430776, 0, 140897144, 0, 0, 0, 288221528, -30095046, 0, -360089810, 0, 0, 0, 27730564, 35602224, 0, 23819200, 0, 0, 0, 58194912, 90711784, 0, -128913822, 0, 0, 0, 274082602, 377710168, 0, -353145824, 0, 0, 0, -98504732, 510038786, 0, 272021736, 0, 0, 0, -638180586, -676900416, 0, -132710816, 0, 0, 0, -75533784, -1684032, 0, 67491424, 0, 0, 0, 369759132, 598003024, 0, -591364744, 0, 0, 0, 484538240, 76354152, 0, 509499226, 0, 0, 0, 59780412, -808434728, 0, 454738168, 0, 0, 0, 77345520, -146558022, 0, -297421050, 0, 0, 0, -400228940, -404755300, 0, 994737328, 0, 0, 0, -1125904504, 49366042, 0, 16774586, 0, 0, 0, -190896180, -677969152, 0, 318650296, 0, 0, 0, 1044833744, 1126471462, 0, -493915916, 0, 0, 0, 431204516, -731607608, 0, 392602504, 0, 0, 0, 277836740, -1048173504, 0, -62000318, 0, 0, 0, -425028988, 1300402768, 0, -11852120, 0, 0, 0, -133893480, -162733454, 0, 821432472, 0, 0, 0, -671316510, 528906520, 0, -1217037832, 0, 0, 0, -435754540, -543078042, 0, 454386846, 0, 0, 0, 1095083930, 1812968640, 0, -2112942536, 0, 0, 0, 782662768, 581432646, 0, -442697540, 0, 0, 0, -10477376, -1699062200, 0, -640393808, 0, 0, 0, 168991592, 1248124722, 0, -846780368, 0, 0, 0, -340301436, 261381992, 0, 2183414992, 0, 0, 0, -1897082832, -1282101474, 0, -180232950, 0, 0, 0, -1084518502, -675277376, 0, 2147403048, 0, 0, 0, 2080633952, 871443018, 0, -1124430582, 0, 0, 0, 2442589388, 781603492, 0, -384705684, 0, 0, 0, -379345456, -1519236314, 0, 684383392, 0, 0, 0, 114362202, 1498410008, 0, 440161872, 0, 0, 0, -2656127568, 160534238, 0, 854182306, 0, 0, 0, -953312604, -1824157520, 0, -2134427432, 0, 0, 0, -1364459520, -1571667944, 0, 2144598930, 0, 0, 0, 1651067188, 2518950424, 0, -3317379576, 0, 0, 0, 2682466584, -257675358, 0, 115172334, 0, 0, 0, 576232476, -3125046384, 0, 1152063856, 0, 0, 0, 857838000, 1741229912, 0, 622958698, 0, 0, 0, -2365747756, 1589941560, 0, 4562071044, 0, 0, 0, -3732699568, -2138453606, 0, -2919944226, 0, 0, 0, 781253068, -1616018824, 0, 1578899216, 0, 0, 0, 2475213800, 2039716780, 0, -2075813264, 0, 0, 0, 813399028, 532457096, 0, 1072929916, 0, 0, 0, 2887450744, -1455919986, 0, 669164186, 0, 0, 0, -525611118, 2566965576, 0, -2246731960, 0, 0, 0, -4049214464, 1949101616, 0, 1838220888, 0, 0, 0, -2297826180, -3949488592, 0, -5513297784, 0, 0, 0, -1279724376, 436011994, 0, 1047780420, 0, 0, 0, 1765713432, 5636698848, 0, -2692567256, 0, 0, 0, 6512272292, -913852922, 0, 2479170976, 0, 0, 0, 1978643258, -4729963080, 0, 105186928, 0, 0, 0, -3139105752, 466976726, 0, -2815094550, 0, 0, 0, -2049799940, 4858477936, 0, 2329811952, 0, 0, 0, -4941169552, -2049261062, 0, -3812814264, 0, 0, 0, -897934988, -232820368, 0, 6862506984, 0, 0, 0, 4223067160, 4639092788, 0, -3244650248, 0, 0, 0, 4007590338, -2034701000, 0, 5184453416, 0, 0, 0, 6017946640, -4677393784, 0, 690612100, 0, 0, 0, -3351699054, 689239688, 0, -6606969288, 0, 0, 0, -6765945720, 3609127536, 0, 4759998478, 0, 0, 0, -3256777206, -8112665228, 0, -5041258664, 0, 0, 0, -544030144, -672837098, 0, 6420741122, 0, 0, 0, 326499722, 4449484160, 0, -2636486472, 0, 0, 0, 7903179816, -1705070390, 0, 1872671778, 0, 0, 0, 3035645516, -8319355992, 0, -159098296, 0, 0, 0, -3478692672, 3738700392, 0, -3299219718, 0, 0, 0, -4442198546, 9326789272, 0, 6031959952, 0, 0, 0, -6985274104, -5194122706, 0, -1738162770, 0, 0, 0, 620867372, -4417684360, 0, 10052517776, 0, 0, 0, 3720055912, 5381154546, 0, -3571172706, 0, 0, 0, 4105000262, -1721676704, 0, 4927234272, 0, 0, 0, 11798998904, -2001415950, 0, -3671234448, 0, 0, 0, -768745844, 4313575448, 0, -6762893600, 0, 0, 0, -12101674120, 5558514386, 0, 1105665110, 0, 0, 0, -3946449416, -8577854576, 0, -16086826628, 0, 0, 0, -856114408, -1036072856, 0, 5394694450, 0, 0, 0, 192218524, 12357818400, 0, -5376271664, 0, 0, 0, 9467979336, -1876923302, 0, 1763092128, 0, 0, 0, 5594578228, -8125461040, 0, -1689911376, 0, 0, 0, -3344155608, 5333407846, 0, -5137698674, 0, 0, 0, -8760999062, 13222284264, 0, 7608576328, 0, 0, 0, -3325350856, -8955681422, 0, -10729684056, 0, 0, 0, -592324564, -726068648, 0, 17711031496, 0, 0, 0, 8161096296, 5437423272, 0, 752325204, 0, 0, 0, 9198768972, -782148100, 0, 4236460032, 0, 0, 0, 3127401528, -3712994992, 0, 5844156498, 0, 0, 0, -1494095308, -1281074960, 0, -7628867624, 0, 0, 0, -17055578568, 3913630388, 0, 1536758242, 0, 0, 0, -8182812278, -20553039024, 0, -10649438976, 0, 0], 'weight': 7, '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: 40374
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.7.d.a', 'target_level': 7, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 40375
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.7.d.a', 'target_level': 7, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 7}
  • id: 40376
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.7.b.a', 'target_level': 49, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 40377
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.7.b.a', 'target_level': 49, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 40378
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.7.d.b', 'target_level': 49, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 7}
  • id: 40379
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.7.d.b', 'target_level': 49, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 7}
  • id: 40380
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 13, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.7.m.a', 'target_level': 63, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 7}
  • id: 40381
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 13, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.7.m.a', 'target_level': 63, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 7}
  • id: 40382
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 19, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.7.s.a', 'target_level': 112, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 7}
  • id: 40383
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 19, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.7.s.a', 'target_level': 112, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 7}
  • id: 40384
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.7.d.a', 'target_level': 441, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
  • id: 40385
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '49.7.b.a', 'source_level': 49, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.7.d.a', 'target_level': 441, 'twist_class_label': '7.7.d.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 164375
    {'charpoly_factorization': [[[12, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 2}
  • id: 164376
    {'charpoly_factorization': [[[147, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 3}
  • id: 164377
    {'charpoly_factorization': [[[33075, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 5}
  • id: 164378
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 7}
  • id: 164379
    {'charpoly_factorization': [[[-1479, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 11}
  • id: 164380
    {'charpoly_factorization': [[[235200, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 13}
  • id: 164381
    {'charpoly_factorization': [[[9114147, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 17}
  • id: 164382
    {'charpoly_factorization': [[[47258883, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 19}
  • id: 164383
    {'charpoly_factorization': [[[5913, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 23}
  • id: 164384
    {'charpoly_factorization': [[[-3978, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 29}
  • id: 164385
    {'charpoly_factorization': [[[164235603, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 31}
  • id: 164386
    {'charpoly_factorization': [[[61577, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 37}
  • id: 164387
    {'charpoly_factorization': [[[12226636800, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 41}
  • id: 164388
    {'charpoly_factorization': [[[17414, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 43}
  • id: 164389
    {'charpoly_factorization': [[[940188627, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 47}
  • id: 164390
    {'charpoly_factorization': [[[60513, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 53}
  • id: 164391
    {'charpoly_factorization': [[[46538854803, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 59}
  • id: 164392
    {'charpoly_factorization': [[[26486008563, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 61}
  • id: 164393
    {'charpoly_factorization': [[[268777, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 67}
  • id: 164394
    {'charpoly_factorization': [[[-101922, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 71}
  • id: 164395
    {'charpoly_factorization': [[[100898977347, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 73}
  • id: 164396
    {'charpoly_factorization': [[[-362231, 1], 2]], 'hecke_orbit_code': 68836917297, 'p': 79}
  • id: 164397
    {'charpoly_factorization': [[[46995076800, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 83}
  • id: 164398
    {'charpoly_factorization': [[[1781061603363, 0, 1], 1]], 'hecke_orbit_code': 68836917297, 'p': 89}
  • id: 164399
    {'charpoly_factorization': [[[2292467116800, 0, 1], 1]], 'hecke_orbit_code': 68836917297, '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': 1, 'label': '49.7.b.a', 'level': 49, 'portrait': 'data:image/png;base64,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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4985107
    {'hecke_orbit_code': 68836917297, 'n': 1, 'trace_an': 2}
  • id: 4985108
    {'hecke_orbit_code': 68836917297, 'n': 2, 'trace_an': -24}
  • id: 4985109
    {'hecke_orbit_code': 68836917297, 'n': 3, 'trace_an': 0}
  • id: 4985110
    {'hecke_orbit_code': 68836917297, 'n': 4, 'trace_an': 160}
  • id: 4985111
    {'hecke_orbit_code': 68836917297, 'n': 5, 'trace_an': 0}
  • id: 4985112
    {'hecke_orbit_code': 68836917297, 'n': 6, 'trace_an': 0}
  • id: 4985113
    {'hecke_orbit_code': 68836917297, 'n': 7, 'trace_an': 0}
  • id: 4985114
    {'hecke_orbit_code': 68836917297, 'n': 8, 'trace_an': -384}
  • id: 4985115
    {'hecke_orbit_code': 68836917297, 'n': 9, 'trace_an': 1164}
  • id: 4985116
    {'hecke_orbit_code': 68836917297, 'n': 10, 'trace_an': 0}
  • id: 4985117
    {'hecke_orbit_code': 68836917297, 'n': 11, 'trace_an': 2958}
  • id: 4985118
    {'hecke_orbit_code': 68836917297, 'n': 12, 'trace_an': 0}
  • id: 4985119
    {'hecke_orbit_code': 68836917297, 'n': 13, 'trace_an': 0}
  • id: 4985120
    {'hecke_orbit_code': 68836917297, 'n': 14, 'trace_an': 0}
  • id: 4985121
    {'hecke_orbit_code': 68836917297, 'n': 15, 'trace_an': -4410}
  • id: 4985122
    {'hecke_orbit_code': 68836917297, 'n': 16, 'trace_an': -5632}
  • id: 4985123
    {'hecke_orbit_code': 68836917297, 'n': 17, 'trace_an': 0}
  • id: 4985124
    {'hecke_orbit_code': 68836917297, 'n': 18, 'trace_an': -13968}
  • id: 4985125
    {'hecke_orbit_code': 68836917297, 'n': 19, 'trace_an': 0}
  • id: 4985126
    {'hecke_orbit_code': 68836917297, 'n': 20, 'trace_an': 0}
  • id: 4985127
    {'hecke_orbit_code': 68836917297, 'n': 21, 'trace_an': 0}
  • id: 4985128
    {'hecke_orbit_code': 68836917297, 'n': 22, 'trace_an': -35496}
  • id: 4985129
    {'hecke_orbit_code': 68836917297, 'n': 23, 'trace_an': -11826}
  • id: 4985130
    {'hecke_orbit_code': 68836917297, 'n': 24, 'trace_an': 0}
  • id: 4985131
    {'hecke_orbit_code': 68836917297, 'n': 25, 'trace_an': -34900}
  • id: 4985132
    {'hecke_orbit_code': 68836917297, 'n': 26, 'trace_an': 0}
  • id: 4985133
    {'hecke_orbit_code': 68836917297, 'n': 27, 'trace_an': 0}
  • id: 4985134
    {'hecke_orbit_code': 68836917297, 'n': 28, 'trace_an': 0}
  • id: 4985135
    {'hecke_orbit_code': 68836917297, 'n': 29, 'trace_an': 7956}
  • id: 4985136
    {'hecke_orbit_code': 68836917297, 'n': 30, 'trace_an': 52920}
  • id: 4985137
    {'hecke_orbit_code': 68836917297, 'n': 31, 'trace_an': 0}
  • id: 4985138
    {'hecke_orbit_code': 68836917297, 'n': 32, 'trace_an': 92160}
  • id: 4985139
    {'hecke_orbit_code': 68836917297, 'n': 33, 'trace_an': 0}
  • id: 4985140
    {'hecke_orbit_code': 68836917297, 'n': 34, 'trace_an': 0}
  • id: 4985141
    {'hecke_orbit_code': 68836917297, 'n': 35, 'trace_an': 0}
  • id: 4985142
    {'hecke_orbit_code': 68836917297, 'n': 36, 'trace_an': 93120}
  • id: 4985143
    {'hecke_orbit_code': 68836917297, 'n': 37, 'trace_an': -123154}
  • id: 4985144
    {'hecke_orbit_code': 68836917297, 'n': 38, 'trace_an': 0}
  • id: 4985145
    {'hecke_orbit_code': 68836917297, 'n': 39, 'trace_an': -11760}
  • id: 4985146
    {'hecke_orbit_code': 68836917297, 'n': 40, 'trace_an': 0}
  • id: 4985147
    {'hecke_orbit_code': 68836917297, 'n': 41, 'trace_an': 0}
  • id: 4985148
    {'hecke_orbit_code': 68836917297, 'n': 42, 'trace_an': 0}
  • id: 4985149
    {'hecke_orbit_code': 68836917297, 'n': 43, 'trace_an': -34828}
  • id: 4985150
    {'hecke_orbit_code': 68836917297, 'n': 44, 'trace_an': 236640}
  • id: 4985151
    {'hecke_orbit_code': 68836917297, 'n': 45, 'trace_an': 0}
  • id: 4985152
    {'hecke_orbit_code': 68836917297, 'n': 46, 'trace_an': 141912}
  • id: 4985153
    {'hecke_orbit_code': 68836917297, 'n': 47, 'trace_an': 0}
  • id: 4985154
    {'hecke_orbit_code': 68836917297, 'n': 48, 'trace_an': 0}
  • id: 4985155
    {'hecke_orbit_code': 68836917297, 'n': 49, 'trace_an': 0}
  • id: 4985156
    {'hecke_orbit_code': 68836917297, 'n': 50, 'trace_an': 418800}
  • id: 4985157
    {'hecke_orbit_code': 68836917297, 'n': 51, 'trace_an': -73206}
  • id: 4985158
    {'hecke_orbit_code': 68836917297, 'n': 52, 'trace_an': 0}
  • id: 4985159
    {'hecke_orbit_code': 68836917297, 'n': 53, 'trace_an': -121026}
  • id: 4985160
    {'hecke_orbit_code': 68836917297, 'n': 54, 'trace_an': 0}
  • id: 4985161
    {'hecke_orbit_code': 68836917297, 'n': 55, 'trace_an': 0}
  • id: 4985162
    {'hecke_orbit_code': 68836917297, 'n': 56, 'trace_an': 0}
  • id: 4985163
    {'hecke_orbit_code': 68836917297, 'n': 57, 'trace_an': -166698}
  • id: 4985164
    {'hecke_orbit_code': 68836917297, 'n': 58, 'trace_an': -95472}
  • id: 4985165
    {'hecke_orbit_code': 68836917297, 'n': 59, 'trace_an': 0}
  • id: 4985166
    {'hecke_orbit_code': 68836917297, 'n': 60, 'trace_an': -352800}
  • id: 4985167
    {'hecke_orbit_code': 68836917297, 'n': 61, 'trace_an': 0}
  • id: 4985168
    {'hecke_orbit_code': 68836917297, 'n': 62, 'trace_an': 0}
  • id: 4985169
    {'hecke_orbit_code': 68836917297, 'n': 63, 'trace_an': 0}
  • id: 4985170
    {'hecke_orbit_code': 68836917297, 'n': 64, 'trace_an': -745472}
  • id: 4985171
    {'hecke_orbit_code': 68836917297, 'n': 65, 'trace_an': -176400}
  • id: 4985172
    {'hecke_orbit_code': 68836917297, 'n': 66, 'trace_an': 0}
  • id: 4985173
    {'hecke_orbit_code': 68836917297, 'n': 67, 'trace_an': -537554}
  • id: 4985174
    {'hecke_orbit_code': 68836917297, 'n': 68, 'trace_an': 0}
  • id: 4985175
    {'hecke_orbit_code': 68836917297, 'n': 69, 'trace_an': 0}
  • id: 4985176
    {'hecke_orbit_code': 68836917297, 'n': 70, 'trace_an': 0}
  • id: 4985177
    {'hecke_orbit_code': 68836917297, 'n': 71, 'trace_an': 203844}
  • id: 4985178
    {'hecke_orbit_code': 68836917297, 'n': 72, 'trace_an': -223488}
  • id: 4985179
    {'hecke_orbit_code': 68836917297, 'n': 73, 'trace_an': 0}
  • id: 4985180
    {'hecke_orbit_code': 68836917297, 'n': 74, 'trace_an': 1477848}
  • id: 4985181
    {'hecke_orbit_code': 68836917297, 'n': 75, 'trace_an': 0}
  • id: 4985182
    {'hecke_orbit_code': 68836917297, 'n': 76, 'trace_an': 0}
  • id: 4985183
    {'hecke_orbit_code': 68836917297, 'n': 77, 'trace_an': 0}
  • id: 4985184
    {'hecke_orbit_code': 68836917297, 'n': 78, 'trace_an': 141120}
  • id: 4985185
    {'hecke_orbit_code': 68836917297, 'n': 79, 'trace_an': 724462}
  • id: 4985186
    {'hecke_orbit_code': 68836917297, 'n': 80, 'trace_an': 0}
  • id: 4985187
    {'hecke_orbit_code': 68836917297, 'n': 81, 'trace_an': 463122}
  • id: 4985188
    {'hecke_orbit_code': 68836917297, 'n': 82, 'trace_an': 0}
  • id: 4985189
    {'hecke_orbit_code': 68836917297, 'n': 83, 'trace_an': 0}
  • id: 4985190
    {'hecke_orbit_code': 68836917297, 'n': 84, 'trace_an': 0}
  • id: 4985191
    {'hecke_orbit_code': 68836917297, 'n': 85, 'trace_an': -1098090}
  • id: 4985192
    {'hecke_orbit_code': 68836917297, 'n': 86, 'trace_an': 417936}
  • id: 4985193
    {'hecke_orbit_code': 68836917297, 'n': 87, 'trace_an': 0}
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