Newform data - 1050.4.a.s

Formats: - HTML - YAML - JSON - 2025-09-29T08:27:47.982564

• 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': 16800, 'analytic_conductor': 61.952005506027646, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [1050, 1, [701, 127, 451], [1, 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': [[11, [43, 1]], [13, [-18, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359778842, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1050.4.a.s', 'level': 1050, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '1050.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}+4q^{4}+6q^{6}-7q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1050.4.a', 'trace_display': [2, 3, 0, -7], 'trace_hash': 140922813281843171, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.119', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.048', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 2, 3, 4, 0, 6, -7, 8, 9, 0, -43, 12, 18, -14, 0, 16, -92, 18, 6, 0, -21, -86, -129, 24, 0, 36, 27, -28, -111, 0, -142, 32, -129, -184, 0, 36, 173, 12, 54, 0, -128, -42, 217, -172, 0, -258, -194, 48, 49, 0, -276, 72, -622, 54, 0, -56, 18, -222, -22, 0, 160, -284, -63, 64, 0, -258, -189, -368, -387, 0, 769, 72, -652, 346, 0, 24, 301, 108, -773, 0, 81, -256, -314, -84, 0, 434, -333, -344, 470, 0, -126, -516, -426, -388, 0, 96, 470, 98, -387, 0, -960, -552, 394, 144, 0, -1244, 2124, 108, -1251, 0, 519, -112, -1517, 36, 0, -444, 162, -44, 644, 0, 518, 320, -384, -568, 0, -126, 2023, 128, 651, 0, -2732, -516, -42, -378, 0, -736, 1098, -774, 1024, 0, -582, 1538, -774, 144, 0, -1304, 147, 692, -405, 0, -2143, 48, -828, 602, 0, 216, 196, -1546, -1866, 0, 903, 162, -1672, -512, 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-17604, 40848, -32986, 8148, 0, 864, 24108, -55986, -77856, 0, -48650, -60562, -39606, -9088, 0, -18318, 23630, -21532, -14904, 0, -35776, -7536, -136800, -38588, 0, 22128, 86254, 9342, 94639, 0, 42957, 10836, 5553, 38952, 0, 4048, 20664, -34560, -6272, 0, 48503, 14136, -20640, -7464, 0, -2016, 6546, 25862, -32082, 0, -42098, -71436, -24857, 44376, 0, 18880, 19951, -22476, 85038, 0, 14850, 32368, 12744, -27306, 0, -65560, -9870, -93658, 110223, 0, 3528, -14972, 29466, 18256, 0, 36636, -60630, 2048, -55689, 0, 45010, 648, -88750, -27828, 0, 27440, -47656, -2058, -85359, 0, -60606, -91650, -82452, 10416, 0, -109452, -33588, 33368, -70446, 0, -7506, -9688, -17736, -29440, 0, 7608, 26838, -46112, 8127, 0, -106495, 6942, -58756, -10184, 0, 5670, -53649, -7992, -29260, 0, 35328, 86464, 16254, -444, 0, -43712, -6075, -48584, -69558, 0, -95976, -86194, -98742, -42616, 0, 2916, 10633, 52256, 3114, 0, -74196, -8256, -115140, 30002, 0, 17896, 72372, 540, -30096, 0, 20160, 2340, -113993, -792, 0, -119204, 73938, -672, -41915, 0, 72604, -9216, -20871, -40420, 0, 11280, -132758, -85852, 54954, 0, -115010, 11592, -537, -6048, 0, -38406, -9102, -19440, 19208, 0, 2556, -1104, 93747, -15906, 0, -8428, 25812, -11304, -186116, 0, -120838, 50052, -8274, 79068, 0, -40938, 81743, -39120, -20754, 0, 58428, 9984, 79616, 11818, 0, -11776, -48048, 9324, 200519, 0, 98064, 56832, -3806, -3024, 0, -114110, 2187, -16020, -185072, 0, -42938, 17568, -59892, 108428, 0, 5760, -73260, -2744, -67884, 0, -109198, 27816, 187134, -2664, 0, 990, 113951, -12384, -66187, 0, 24381, 21644, 118305, -6912, 0, 65808, 58107, -69756, -16457, 0, 71606, 82560, 972, 16384, 0, 26124, 251344, 15884, 14148, 0, -60630, -10224, -33411, -81226, 0, 15624, -141159, 37218, -3326, 0, -8478, -264, -127788, 47472, 0, 83956, -44604, 25640, 11412, 0, -133012, 53272, -100740, -12642, 0, -9312, 27680, -27598, -38880, 0, 3864, -11988, 92584, 55600, 0, -33884, -88494, -2268, 109585, 0, -48237, 24608, 117714, 30690, 0, -1356, 49923, 34776, -134974, 0, -206666, 23408, -104688, -5604, 0, 36414, -211948, -12384, 26271, 0, 85803, 26784, 90418, -49132, 0, 7168, -3079, 70020, 3108, 0, -1188, -65040, -9506, 2304, 0, -27156, 55020, -87608, 119004, 0, -151873, 28408, 30870, 16920, 0, 31812, 21371, 1920, -27630, 0, 124700, 11718, 123840, 8792, 0, -132098, -29160, 11280, -101016, 0, -10899, 106984, 90489, -3162, 0, -20864, -2304, -45444, 13553, 0, 134028, 128042, -99201, -51440, 0, 71208, 67369, 49984, -8991, 0, 85230, 2352, 14976, -182664, 0, -3408, -106236, -49176, 83342, 0, -83472, -131380, -94208, -22812, 0, 26222, -47943, 11072, -50826, 0, -148036, -108096, 31857, -62142, 0, -9288, 74763, 28416, 8640, 0, 137202, 8556, -88102, -6480, 0, -80352, -42742, 51648, 15075, 0, -84168, -18576, 106710, -756, 0, -13140, 53544, 107586, 159510, 0, 2401, 32330, 12690, 81792, 0, 40206, 34854, -12152, 84108, 0, 30236, -6804, 12138, -141496, 0, -34288, 106542, -15336, 2816, 0, -1242, -8876, 9492, -23040, 0, -82678, -96795, 99784, -8099, 0, 71208, 768, -1362, 145884, 0, 9324, 132719, 160476, -44010, 0, -37562, -44634, 518, -13968, 0, 76100, -146576, -13248, 109766, 0, 3906, -64524, -98728, 54684, 0, -21952, -3402, 39556, -158095, 0, -273996, -74636, -22914, 9632, 0, 19764, 26470, -109148, 6753, 0, -630, 9456, 15370, 6948, 0, 101528, -112558, 924, -32697, 0, -20805, 119968, 40176, -13932, 0, 130462, -36984, 54912, -16392, 0, 120668, -13160, 74034, -48174, 0, 3456, -140782, 69960, -13524, 0, -20480, 18432, -157103, 49072, 0, 22680, 161379, -3096, 47718, 0, -11502, 3136, 18557, -51660, 0, -63664, 102180, 81192, 289562, 0, 43219, 16920, -36204, -61636, 0, 48594, 47761, -24736, 28845, 0, -6159, -34800, 37260, -11648, 0, 18808, -4774, -10476, 86494, 0, -10878, 36352, -118621, -29856, 0, -2268, 62550, 3528, -216246, 0, -180346, 38184, -66951, -74176, 0, 27684, 239227, -82556, -99768, 0, -34218, -6720, 29025, 18436, 0, 14712, 197156, 50976, -32452, 0, 20304, 48784, 44588, -13932, 0, 14448, -59490, 137454, -34160, 0, -52170, 122440, 8064, -4416, 0, -49968, 77472, -103432, -56397, 0, 98769, 2592, 217136, 160794, 0, 3784, -30478, 76872, 195693, 0, 31959, -96192, 6588, 11928, 0, -172726, 99717, -26752, 24390, 0, -43421, -392, -10206, 153920, 0, -30024, 178704, -55384, 12690, 0, 235652, -4644, 34720, -8192, 0, -34560, 133037, -23472, -12212, 0, -96438, 10864, -140869, -43932, 0, 32144, -57870, 79296, 13986, 0, 6144, 1168, 26850, -52808, 0, 2646, 158955, -24424, 24921, 0, 99158, -19872, -35805, -120958, 0, -10048, -154485, -82896, -10536, 0, 109200, 69918, -187788, 12456, 0, -61628, -42483, 57276, -18032, 0, -263079, 51936, -10449, -31248, 0, 27552, -35566, 14184, -3492, 0, -81690, -7290, 117605, -27520, 0, 142232, -192784, -2688, 57377, 0, -20898, -42776, 145082, 30546, 0, -95248, 47286, 9228, 244181, 0, -112796, -37114, 171672, -29968, 0, 33024, -138150, 19800, -13671, 0, 15065, -36408, 76117, 5676, 0, -13160, -4644, -38574, 10756, 0, -27516, -39228, 3689, 39288, 0, 43068, -25920, 48848, 223106, 0, 71640, -74252, -143487, 95902, 0, 864, -83076, -41448, 40506, 0, 9813, 18186, -52200, -2744, 0, 55050, 24192, -80808, 83934, 0, 57372, 13888, -10173, -14904, 0, -44784, -47055, 26614, -66740, 0, 185760, 127474, -24696, -23648, 0, 103692, -218321, 10144, 41526, 0, 153824, 10836, 4268, -7824, 0, 9256, -235062, -15072, -9982, 0, 10638, 76464, -66822, -10656, 0, -60256, -11640, 47104, -165754, 0, 67798, -592, 882, -173978, 0, -8100, 151151, -2840, 61776, 0, 238638, 15612, 243192, -131656, 0, -41280, -46907, 3888, 238007, 0, 155616, 4152, -52170, 7938, 0, -11008, 55206, -29178, -134442, 0, 17892, 57776, -119310, 720, 0, 3528, -147490, 26880, 49536, 0, -2430, -1056, -103090, -45036, 0, 98584, 38877, -55986, -298632, 0, 151788, -10878, 185844, -27828, 0, 170622, -35208, 15040, 52073, 0, -128549, 73272, 21159, 190772, 0, 15456, 91781, -206132, -114075, 0, -203266, -33588, -63798, -25920, 0, 192520, -31040, 3408, -12858, 0, 42957, -21208, 172316, -10908, 0, 34416, -23058, 193982, 200040, 0, -41013, 234952, -28881, -11032, 0, 18684, -263952, -54584, 57348, 0, -1078, -27672, 229061, -108688, 0, 13312, -209100, 16254, 41328, 0, -34584, 95786, -108146, 12432, 0, 101642, -4968, 130752, 58490, 0, -98432, -4032, -16722, 55096, 0, 2916, 10808, 174636, -21504, 0, -260967, -44466, -133729, -79856, 0, 3612, 155976, 7680, 106560, 0, -129573, -90512, 60270, -30096, 0, 37088, -60630, -54612, 240448, 0, -58328, -111832, -33777, -16512, 0, -20970, -56693, 32508, -107754, 0, 58932, -9216, -132690, 40600, 0, 77476, -234712, 61272, 5934, 0, 12222, 49110, -38627, 1296, 0, -88828, -83979, 34832, 251490, 0, 292360, 18864, -90843, 24804, 0, -13632, -121212, 151856, -27477, 0, 210270, -32298, 1176, 49624, 0, -28906, -43734, -11304, 7840, 0, -57882, 63296, 83456, 33192, 0, -59472, 14013, 221210, 147706, 0], 'weight': 4, '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], [2], [3], [4], [0], [6], [-7], [8], [9], [0], [-43], [12], [18], [-14], [0], [16], [-92], [18], [6], [0], [-21], [-86], [-129], [24], [0], [36], [27], [-28], [-111], [0], [-142], [32], [-129], [-184], [0], [36], [173], [12], [54], [0], [-128], [-42], [217], [-172], [0], [-258], [-194], [48], [49], [0], [-276], [72], [-622], [54], [0], [-56], [18], [-222], [-22], [0], [160], [-284], [-63], [64], [0], [-258], [-189], [-368], [-387], [0], [769], [72], [-652], [346], [0], [24], [301], [108], [-773], [0], [81], [-256], [-314], [-84], [0], [434], [-333], [-344], [470], [0], [-126], [-516], [-426], [-388], [0], [96], [470], [98], [-387], [0]], 'ap': [[2], [3], [0], [-7], [-43], [18], [-92], [6], [-129], [-111], [-142], [173], [-128], [217], [-194], [-622], [-22], [160], [-189], [769], [-652], [-773], [-314], [470], [470], [-960], [394], [2124], [-1251], [-1517], [2023], [-2732], [1098], [1024], [-405], [-2143], [196], [-1672], [3246], [634], [-1620], [832], [2232], [2651], [-1901], [4304], [-2900], [2296], [3274], [-6734], [-675], [284], [-2306], [-4320], [3430], [-5327], [-138], [-4890], [8226], [3205], [6950], [-6430], [-2744], [6864], [6134], [2351], [-3053], [-11906], [1157], [-74], [90], [-2651], [4636], [6203], [5115], [11670], [-527], [1426], [6701], [9114], [-8610], [8099], [-8328], [12812], [-7322], [-13816], [5091], [3031], [17282], [-2512], [2602], [-1818], [-7411], [-3495], [5532], [3534], [-16390], [-2546], [21616], [19767], [-4005], [3971], [13318], [-339], [-1401], [-21902], [12496], [-27024], [-3285], [20448], [24946], [-16131], [-27287], [25382], [-15409], [4609], [12196], [-25858], [-98], [8036], [-13202], [-10694], [4950], [-18563], [-5912], [-32914], [24646], [8604], [32688], [-22628], [19369], [4716], [-33580], [-16079], [-34896], [18340], [-9210], [-27824], [-28056], [-32265], [-454], [-7638], [2251], [-6935], [-12328], [34060], [-33256], [6768], [-19830], [-18799], [-32146], [8950], [8307], [36400], [-9172], [-47829], [-15685], [-3880], [51872], [-39770], [50596], [-38025], [-11528], [-5574], [-43191], [-35918], [-30281], [-19294], [12931], [9440], [-46829], [-7486], [-45825], [-54726], [-23056], [-24292], [-43097], [1170], [-59602], [-42926], [5909], [28416], [-57055], [54214], [495], [-34878], [-40613], [41978], [-13799], [-32520], [-13578], [-66049], [64021], [-65690], [-31071], [-40176], [16165], [-41339], [72942], [38050], [19778], [-37318], [3474], [34980], [40596], [-37088], [-41278], [7356], [68727], [61220], [80397], [-48096], [-86363], [76960], [39648], [584], [-60479], [-19614], [47951], [27525], [63737], [-1420], [-14589], [85311], [95386], [-103066], [96260], [96991], [-54344], [47893], [50821], [87318], [-55916], [24555], [-44414], [12402], [75928], [-14453], [110605], [11960], [65267], [66662], [83958], [-31205], [-78510], [2940], [68570], [-119190], [-91468], [122776], [-42938], [51672], [-16704], [-28848], [-26862], [-15196], [18713], [53080], [-6282], [-108342], [-14664], [45401], [-79502], [50066], [-45228], [-120928], [7659], [8800], [-63119], [-72363], [110220], [46644], [50288], [133179], [77576], [-45112], [-108335], [-4870], [81195], [-15712], [63848], [27224], [52026], [-117744], [113132], [60045], [53899], [-26985], [-76036], [-75450], [145275], [80602], [-120175], [-62612], [-45753], [-39144], [-43844], [-32986], [-77856], [23630], [-136800], [86254], [94639], [5553], [48503], [6546], [19951], [85038], [110223], [-88750], [-82452], [-70446], [-106495], [-58756], [-53649], [-29260], [-69558], [-74196], [-115140], [-41915], [72604], [-132758], [-115010], [-537], [93747], [-120838], [200519], [187134], [113951], [118305], [71606], [-141159], [-3326], [-127788], [-133012], [-88494], [109585], [117714], [-206666], [-211948], [90418], [-3079], [119004], [-151873], [90489], [13553], [134028], [67369], [85230], [-106236], [-148036], [74763], [137202], [-88102], [15075], [106710], [159510], [30236], [106542], [9492], [132719], [-37562], [-146576], [-158095], [26470], [15370], [-112558], [-157103], [43219], [-6159], [86494], [-118621], [-216246], [-180346], [239227], [-34160], [98769], [217136], [24390], [178704], [235652], [-140869], [158955], [-154485], [-10536], [-187788], [-263079], [-35566], [117605], [-192784], [57377], [145082], [244181], [-138150], [15065], [76117], [10756], [223106], [71640], [9813], [83934], [-10173], [-218321], [-235062], [-165754], [67798], [151151], [238638], [243192], [-134442], [-103090], [38877], [185844], [-128549], [91781], [-203266], [200040], [-263952], [-209100], [-108146], [58490], [10808], [155976], [240448], [-132690], [-234712], [-38627], [251490], [292360], [147706]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 81064793359778842, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1050.4.a.s', 'level': 1050, 'maxp': 2999, 'weight': 4}
• 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': [4, 3, 4, 4, 3, 4, 4, 4, 2, 4, 5, 3, 4, 2, 3, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [44, 39, 37, 40, 39, 38, 41, 40, 40, 41, 39, 39, 38, 43, 41, 39], 'Nk2': 16800, 'analytic_conductor': 61.952005506027646, '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': [1050, 1, [701, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 696, 'dim': 58, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13], 'hecke_orbit_code': 67109914, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3], 'label': '1050.4.a', 'level': 1050, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 744, 'mf_new_dim': 58, 'num_forms': 39, 'plus_dim': 34, 'prim_orbit_index': 1, 'relative_dim': 58, 'sturm_bound': 960, 'trace_bound': 13, 'trace_display': [-4, 0, 0, 0], 'traces': [58, -4, 0, 232, 0, 0, 0, -16, 522, 0, -80, 0, 12, 0, 0, 928, -132, -36, -128, 0, 42, -16, 248, 0, 0, -888, 0, 0, -340, 0, 416, -64, -576, 72, 0, 2088, -148, -64, 24, 0, 692, -84, -1480, -320, 0, -192, 1280, 0, 2842, 0, 384, 48, 1476, 0, 0, 0, 192, -184, 2224, 0, 4100, -96, 0, 3712, 0, -864, 1592, -528, -1728, 0, 2120, -144, 2764, 3992, 0, -512, 448, -48, -1248, 0, 4698, -1704, 3376, 168, 0, 3728, 192, -64, 8100, 0, 784, 992, 456, -928, 0, 0, -116, -196, -720, 0, -460, -1824, -1184, -3552, 0, 8936, 4992, 0, -2900, 0, -2496, 0, -724, 1776, 0, -1360, 108, 4672, -1176, 0, 12594, 7032, -936, 1664, 0, 0, -1696, -256, 96, 0, 5472, -2304, -3920, -304, 0, 288, -1668, 1536, 1904, 0, 5136, 1184, 3680, 8352, 0, 6504, 0, -592, 2092, 0, -4800, -256, -1188, 896, 0, 96, 188, 3936, 48, 0, 1792, -324, -1480, 2768, 0, 5472, -11216, -336, 16494, 0, -1152, -5920, 300, 192, 0, -1280, 216, 3736, 2048, 0, 5956, 112, -4152, -768, 0, 1488, 3456, 5120, 378, 0, 8744, 0, 1348, 15720, 0, 11368, -6044, -144, 12960, 0, 4080, -808, -2352, 1536, 0, 4192, 2232, 192, 6672, 0, 17088, 5904, 8352, 6560, 0, 0, -952, 3112, 1776, 0, 22360, 3072, 11296, 0, 0, -7992, 1632, 768, -16620, 0, 1680, -736, -15364, -7992, 0, 8896, 336, 448, -1496, 0, -11324, -13364, 0, 16400, 0, 2544, 4080, -384, -1824, 0, -2880, 0, -24096, -8224, 0, 14848, -6452, 768, -3696, 0, -3060, 9728, -3016, -3456, 0, -5264, 8568, 6368, -20828, 0, -29152, -2112, -3780, 1960, 0, -6912, 2300, 96, 3744, 0, -19612, 4032, 23120, 8480, 0, -16928, 280, -576, 13606, 0, 0, 11056, 7692, 0, 0, 15968, -5184, 5800, -19728, 0, 4816, -29504, 15744, -2048, 0, 648, -3200, 1792, -7392, 0, 9264, -192, 13964, 42408, 0, -4992, -2652, 8640, -54016, 0, -41904, -3584, -4160, 18792, 0, -9776, 1632, -6816, -9184, 0, -51712, 13504, -1332, -13440, 0, 672, 18372, -6268, -19200, 0, -17344, -576, 0, 14912, 0, 10248, 36640, 768, -12028, 0, 216, -256, -26324, 1200, 0, 32400, -84, 4560, -24200, 0, -11342, -17224, -1248, 3136, 0, 480, -22368, 3968, 6228, 0, -11312, 1824, 9644, -40128, 0, -3712, 16232, -756, -5808, 0, -13152, -13600, -18256, 0, 0, 17928, -13320, -464, -14132, 0, -11488, -784, -16344, -11864, 0, -2880, -12772, -5024, -672, 0, -9644, 8544, -33392, -1840, 0, 1792, 3792, -7296, -13564, 0, -6048, -4736, 5432, -1728, 0, -14208, -8592, -15584, -82048, 0, -41444, 21584, 11520, 35744, 0, 1632, 10136, 19968, 25296, 0, -52456, 0, -70164, 9408, 0, -11600, 9664, -5280, -41312, 0, 25578, -23152, -11248, -9984, 0, -30016, 17184, 0, -60316, 0, -5872, -2896, -17040, -896, 0, 7104, -18556, -36040, 3456, 0, -8140, -7056, 12944, -5440, 0, 32584, -57376, 432, 560, 0, -42408, 18688, 17808, -20736, 0, -4704, 13284, 15168, 72656, 0, -4520, -48040, 4200, 50376, 0, 0, 7904, 28128, -31584, 0, -71808, -3744, 248, 13600, 0, 6656, 21392, -144, 28400, 0, 65664, 16704, -20848, 0, 0, -5984, -49632, -6784, 157172, 0, -12544, -1024, 1728, -44440, 0, 384, 58480, 14560, -21936, 0, 1012, -1656, -24800, 21888, 0, -44992, 15248, -9216, 15458, 0, 20016, -15680, 62328, -30480, 0, -1216, 36528, 5656, -3920, 0, 53660, 76352, -8904, 1152, 0, -3192, 4840, -6672, 36900, 0, -59696, 6144, 3696, 17560, 0, 7616, 59588, -864, -71680, 0, -26304, 27960, -51856, 20544, 0, -59424, 0, 4736, -100588, 0, -68800, 14720, -42912, -3136, 0, 33408, -62772, 9140, -38688, 0, -85624, -7008, 51536, 26016, 0, -36824, 19616, 0, -138640, 0, 42432, -2368, 64492, -7776, 0, 8368, -36792, -36448, -147256, 0, 142084, -12320, 14328, -19200, 0, -44640, 13184, -1024, 12180, 0, 39824, -4752, -42324, -47744, 0, 3584, 5004, 9408, 86480, 0, -15552, -28192, 1400, 384, 0, -58168, -42288, 752, -20120, 0, -53968, 15744, 10128, -72184, 0, 192, 588, 48128, 19080, 0, -133644, 27264, -1232, 7168, 0, -32160, -53104, -1296, 28640, 0, -7056, -5920, -17068, 2592, 0, 11072, 24876, 20832, 8048, 0, -31148, 26128, -19872, 21888, 0, 35928, -145168, -44864, 5568, 0, -14560, -1344, -2316, -160376, 0, 65976, -113604, 4224, -29680, 0, -7920, 51008, -59952, -4608, 0, 0, 47400, -23680, 118952, 0, 51696, 1200, 4032, 22880, 0, 768, 51400, 7640, 104784, 0, 60124, -432, -16272, -5120, 0, -52280, 54656, 864, 95436, 0, -11232, 14944, 41120, 16968, 0, 8192, -27696, 64224, 160176, 0, 3528, -83156, 54096, 23824, 0, 21120, 104080, 448, 42282, 0, 139120, -16608, 70412, -10304, 0, -3072, 24080, -15336, 177456, 0, 43632, -23296, -24104, 5952, 0, -26472, 30384, 13824, -63504, 0, -128784, 20480, 6648, -26416, 0, 1512, 96540, -33488, -75456, 0, -22460, -32832, -3808, 34976, 0, -87840, 70112, 0, -93932, 0, -96000, 5392, 50508, 33552, 0, 62880, -15540, -14520, -38064, 0, 169824, -46432, 1728, 45472, 0, -81648, -151440, -24176, -201360, 0, 38080, -576, -47976, -181880, 0, 51840, -106836, 1344, -160976, 0, 72900, -89224, 25088, 16320, 0, 26720, -22464, -3232, -61804, 0, -82320, -9408, -21528, -76128, 0, 6144, 54480, -28744, 7056, 0, 262124, -6528, 148704, 16768, 0, -5600, -32832, 8928, 84884, 0, -28656, 768, -6468, 2928, 0, 26688, 4104, -132640, 207424, 0, 35646, 109288, -10128, 68352, 0, -8352, -20832, 23616, 84456, 0, 46752, 33408, 53132, 1680, 0, 26240, -35476, 57888, -140416, 0, -3612, -63456, 17464, 0, 0, 107240, 12480, -3808, 319888, 0, 197856, 12448, -1044, 127968, 0, 7104, -56100, -56768, -30144, 0, 96756, -1764, -35960, 89440, 0, 67616, -276400, 12288, -19712, 0, -6480, 45184, -32848, -105792, 0, 0, 86016, -29576, -14928, 0, 79432, 4992, 21672, -31968, 0, 2976, -45224, 6528, -4140, 0, 220008, 3072, 162560, 31080, 0, -66480, 95144, -16416, 480336, 0, -38040, 85848, 71472, 6720, 0, -124224, -10656, -2944, 215892, 0, -6272, -61456, -6672, -234368, 0, -31968, 77404, -13888, -116112, 0, -50444, -71184, -107568, 35584, 0, -672, 21888, 1344, 244856, 0, -5760, 1792, -18964, 80424, 0, -5984, 159024, 45216, -39088, 0, 38802, 129296, 44928, -45296, 0, 59472, 172896, -53456, 332832, 0, 484560, 0, -29120, -3712, 0, 65600, 170988, -55488, -28400, 0, -26100, 10736, 124128, 10176, 0, 213904, -35280, 16320, -70752, 0, -9584, -1536, 61440, 14112, 0, -7296, -51876, -31376, -22464, 0], 'weight': 4, '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: 632147
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '1050.4.a.s', 'source_level': 1050, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '1050.4.a.c', 'target_level': 1050, 'twist_class_label': '1050.4.a.c', 'twist_class_level': 1050, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 632148
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '1050.4.a.s', 'source_level': 1050, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': True, 'target_label': '1050.4.a.s', 'target_level': 1050, 'twist_class_label': '1050.4.a.c', 'twist_class_level': 1050, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 632149
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '1050.4.a.s', 'source_level': 1050, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1050.4.g.l', 'target_level': 1050, 'twist_class_label': '1050.4.a.c', 'twist_class_level': 1050, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1411100
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 2}
  • id: 1411101
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 3}
  • id: 1411102
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 5}
  • id: 1411103
    {'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 7}
  • id: 1411104
    {'charpoly_factorization': [[[43, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 11}
  • id: 1411105
    {'charpoly_factorization': [[[-18, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 13}
  • id: 1411106
    {'charpoly_factorization': [[[92, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 17}
  • id: 1411107
    {'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 19}
  • id: 1411108
    {'charpoly_factorization': [[[129, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 23}
  • id: 1411109
    {'charpoly_factorization': [[[111, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 29}
  • id: 1411110
    {'charpoly_factorization': [[[142, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 31}
  • id: 1411111
    {'charpoly_factorization': [[[-173, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 37}
  • id: 1411112
    {'charpoly_factorization': [[[128, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 41}
  • id: 1411113
    {'charpoly_factorization': [[[-217, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 43}
  • id: 1411114
    {'charpoly_factorization': [[[194, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 47}
  • id: 1411115
    {'charpoly_factorization': [[[622, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 53}
  • id: 1411116
    {'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 59}
  • id: 1411117
    {'charpoly_factorization': [[[-160, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 61}
  • id: 1411118
    {'charpoly_factorization': [[[189, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 67}
  • id: 1411119
    {'charpoly_factorization': [[[-769, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 71}
  • id: 1411120
    {'charpoly_factorization': [[[652, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 73}
  • id: 1411121
    {'charpoly_factorization': [[[773, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 79}
  • id: 1411122
    {'charpoly_factorization': [[[314, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 83}
  • id: 1411123
    {'charpoly_factorization': [[[-470, 1], 1]], 'hecke_orbit_code': 81064793359778842, 'p': 89}
  • id: 1411124
    {'charpoly_factorization': [[[-470, 1], 1]], 'hecke_orbit_code': 81064793359778842, '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': 19, 'label': '1050.4.a.s', 'level': 1050, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63421795
    {'hecke_orbit_code': 81064793359778842, 'n': 1, 'trace_an': 1}
  • id: 63421796
    {'hecke_orbit_code': 81064793359778842, 'n': 2, 'trace_an': 2}
  • id: 63421797
    {'hecke_orbit_code': 81064793359778842, 'n': 3, 'trace_an': 3}
  • id: 63421798
    {'hecke_orbit_code': 81064793359778842, 'n': 4, 'trace_an': 4}
  • id: 63421799
    {'hecke_orbit_code': 81064793359778842, 'n': 5, 'trace_an': 0}
  • id: 63421800
    {'hecke_orbit_code': 81064793359778842, 'n': 6, 'trace_an': 6}
  • id: 63421801
    {'hecke_orbit_code': 81064793359778842, 'n': 7, 'trace_an': -7}
  • id: 63421802
    {'hecke_orbit_code': 81064793359778842, 'n': 8, 'trace_an': 8}
  • id: 63421803
    {'hecke_orbit_code': 81064793359778842, 'n': 9, 'trace_an': 9}
  • id: 63421804
    {'hecke_orbit_code': 81064793359778842, 'n': 10, 'trace_an': 0}
  • id: 63421805
    {'hecke_orbit_code': 81064793359778842, 'n': 11, 'trace_an': -43}
  • id: 63421806
    {'hecke_orbit_code': 81064793359778842, 'n': 12, 'trace_an': 12}
  • id: 63421807
    {'hecke_orbit_code': 81064793359778842, 'n': 13, 'trace_an': 18}
  • id: 63421808
    {'hecke_orbit_code': 81064793359778842, 'n': 14, 'trace_an': -14}
  • id: 63421809
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  • id: 63421810
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  • id: 63421811
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  • id: 63421812
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  • id: 63421813
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  • id: 63421814
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  • id: 63421815
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  • id: 63421816
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  • id: 63421817
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  • id: 63421818
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  • id: 63421819
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  • id: 63421820
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  • id: 63421821
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  • id: 63421822
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  • id: 63421823
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  • id: 63421824
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  • id: 63421825
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  • id: 63421826
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  • id: 63421827
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  • id: 63421828
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  • id: 63421829
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  • id: 63421830
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  • id: 63421831
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  • id: 63421832
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  • id: 63421833
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  • id: 63421834
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  • id: 63421835
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  • id: 63421836
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  • id: 63421837
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  • id: 63421838
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  • id: 63421839
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  • id: 63421840
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  • id: 63421841
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  • id: 63421842
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  • id: 63421843
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  • id: 63421844
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  • id: 63421845
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  • id: 63421846
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  • id: 63421847
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  • id: 63421848
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  • id: 63421849
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  • id: 63421850
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  • id: 63421851
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  • id: 63421852
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  • id: 63421853
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  • id: 63421854
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  • id: 63421855
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  • id: 63421856
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  • id: 63421857
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  • id: 63421858
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  • id: 63421859
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  • id: 63421860
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  • id: 63421861
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  • id: 63421862
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  • id: 63421863
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  • id: 63421864
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  • id: 63421865
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  • id: 63421866
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  • id: 63421867
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  • id: 63421868
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  • id: 63421869
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  • id: 63421870
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  • id: 63421871
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  • id: 63421872
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  • id: 63421873
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  • id: 63421874
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  • id: 63421875
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  • id: 63421876
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  • id: 63421877
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  • id: 63421878
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  • id: 63421879
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  • id: 63421880
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  • id: 63421881
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  • id: 63421882
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  • id: 63421883
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  • id: 63421884
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  • id: 63421885
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  • id: 63421886
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  • id: 63421887
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  • id: 63421888
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  • id: 63421889
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  • id: 63421890
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  • id: 63421891
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  • id: 63421892
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  • id: 63421893
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  • id: 63421894
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  • id: 63421895
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  • id: 63421896
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  • id: 63421897
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  • id: 63421898
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  • id: 63421899
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  • id: 63421900
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  • id: 63421901
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  • id: 63421902
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  • id: 63421903
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  • id: 63421904
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  • id: 63421905
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  • id: 63421906
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  • id: 63421907
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  • id: 63421908
    {'hecke_orbit_code': 81064793359778842, 'n': 151, 'trace_an': -2143}
  • id: 63421909
    {'hecke_orbit_code': 81064793359778842, 'n': 157, 'trace_an': 196}
  • id: 63421910
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  • id: 63421911
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  • id: 63421912
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  • id: 63421913
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  • id: 63421914
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  • id: 63421915
    {'hecke_orbit_code': 81064793359778842, 'n': 181, 'trace_an': 832}
  • id: 63421916
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  • id: 63421917
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  • id: 63421918
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  • id: 63421919
    {'hecke_orbit_code': 81064793359778842, 'n': 199, 'trace_an': 4304}
  • id: 63421920
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  • id: 63421921
    {'hecke_orbit_code': 81064793359778842, 'n': 223, 'trace_an': 2296}
  • id: 63421922
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  • id: 63421923
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  • id: 63421924
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  • id: 63421925
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  • id: 63421926
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  • id: 63421927
    {'hecke_orbit_code': 81064793359778842, 'n': 243, 'trace_an': 243}
  • id: 63421928
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  • id: 63421929
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  • id: 63421930
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  • id: 63421931
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  • id: 63421932
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  • id: 63421933
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  • id: 63421934
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  • id: 63421935
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  • id: 63421936
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  • id: 63421937
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  • id: 63421938
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  • id: 63421939
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  • id: 63421940
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  • id: 63421941
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  • id: 63421942
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  • id: 63421943
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  • id: 63421944
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  • id: 63421945
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  • id: 63421946
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  • id: 63421947
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  • id: 63421948
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  • id: 63421949
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  • id: 63421950
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  • id: 63421951
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  • id: 63421952
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  • id: 63421953
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  • id: 63421954
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  • id: 63421955
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  • id: 63421956
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  • id: 63421957
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  • id: 63421958
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  • id: 63421959
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  • id: 63421960
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  • id: 63421961
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  • id: 63421962
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  • id: 63421963
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  • id: 63421964
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  • id: 63421965
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  • id: 63421966
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  • id: 63421967
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  • id: 63421968
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  • id: 63421969
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  • id: 63421970
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  • id: 63421971
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  • id: 63421972
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  • id: 63421973
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  • id: 63421974
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  • id: 63421975
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  • id: 63421976
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  • id: 63421977
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  • id: 63421978
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  • id: 63421979
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  • id: 63421980
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  • id: 63421981
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  • id: 63421982
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  • id: 63421983
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  • id: 63421984
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  • id: 63421985
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  • id: 63421986
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  • id: 63421987
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  • id: 63421988
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  • id: 63421989
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  • id: 63421990
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  • id: 63421991
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  • id: 63421992
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  • id: 63421993
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  • id: 63421994
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  • id: 63421995
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  • id: 63421996
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  • id: 63421997
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  • id: 63421998
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  • id: 63421999
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  • id: 63422000
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  • id: 63422001
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  • id: 63422002
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  • id: 63422003
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  • id: 63422004
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  • id: 63422005
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  • id: 63422006
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  • id: 63422007
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  • id: 63422008
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  • id: 63422009
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  • id: 63422010
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  • id: 63422011
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  • id: 63422012
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  • id: 63422013
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  • id: 63422014
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  • id: 63422015
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  • id: 63422016
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  • id: 63422017
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  • id: 63422018
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  • id: 63422019
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  • id: 63422020
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  • id: 63422021
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  • id: 63422022
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  • id: 63422023
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  • id: 63422024
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  • id: 63422025
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  • id: 63422026
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  • id: 63422027
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  • id: 63422028
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  • id: 63422029
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  • id: 63422030
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  • id: 63422031
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  • id: 63422032
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  • id: 63422033
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  • id: 63422034
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  • id: 63422035
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  • id: 63422036
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  • id: 63422037
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  • id: 63422038
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  • id: 63422039
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  • id: 63422040
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  • id: 63422041
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  • id: 63422042
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  • id: 63422043
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  • id: 63422044
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  • id: 63422045
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  • id: 63422046
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  • id: 63422047
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  • id: 63422048
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  • id: 63422049
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  • id: 63422050
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  • id: 63422051
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  • id: 63422052
    {'hecke_orbit_code': 81064793359778842, 'n': 997, 'trace_an': -19294}