Newform data - 2205.4.a.v

Formats: - HTML - YAML - JSON - 2025-04-04T19:09:54.216820

• 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': 35280, 'analytic_conductor': 130.09921156265804, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [2205, 1, [1226, 442, 1081], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 41, 'field_disc_factorization': [[41, 1]], 'field_poly': [-10, -1, 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': [[2, [-8, 3, 1]], [11, [920, 62, 1]], [13, [-1016, -6, 1]], [17, [-1076, -40, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575592241891485, 'hecke_ring_generator_nbound': 2, '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': False, 'label': '2205.4.a.v', 'level': 2205, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.4.a.g', 'nf_label': '2.2.41.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta )q^{2}+(3+3\\beta )q^{4}-5q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2205.4.a', 'trace_display': [-3, 0, -10, 0], 'trace_hash': 108854712220954216, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.090', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.926', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.384', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.373', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.332', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, -3, 0, 9, -10, 0, 0, -51, 0, 15, -62, 0, 6, 0, 0, 25, 40, 0, 122, -45, 0, 52, -16, 0, 50, -214, 0, 0, -352, 0, -66, 309, 0, 186, 0, 0, -188, -224, 0, 255, 16, 0, -396, -156, 0, -960, -188, 0, 0, -75, 0, 642, -982, 0, 310, 0, 0, 774, 516, 0, 880, -680, 0, -479, -30, 0, -356, -558, 0, 0, -310, 0, -326, -1358, 0, 672, 0, 0, 1832, -125, 0, 2190, -680, 0, -200, -1456, 0, 1540, 796, 0, 0, 2880, 0, -2588, -610, 0, 670, 0, 0, 225, 1552, 0, -96, -358, 0, 2662, -1052, 0, 2048, -260, 0, 0, 1690, 0, 80, -2322, 0, -2332, 0, 0, -658, -3042, 0, 2040, -250, 0, 1112, 1629, 0, 1070, 832, 0, 0, 5208, 0, -774, 934, 0, 2130, 0, 0, 2228, 224, 0, 1760, -290, 0, 4074, 564, 0, 1300, -3152, 0, 0, 330, 0, 802, -2584, 0, 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150160, 0, -26152, -93440, 0, 123438, -65070, 0, -85208, 275432, 0, 0, 56616, 0, 120556, -199464, 0, -104934, 0, 0, 75964, 31410, 0, -203492, 76136, 0, -4960, 260834, 0, -146136, 83380, 0, 0, 3434, 0, 138306, 93810, 0, -7860, 0, 0, 38500, -56764, 0, 95080, -165504, 0, 45120, -223120, 0, 211826, -740, 0, 0, -102838, 0, -88360, 180842, 0, -210326, 0, 0, 46608, 240104, 0, 2640, 19900, 0, 34352, -25482, 0, -12040, -278912, 0, 0, -194038, 0, -16416, -171874, 0, 287826, 0, 0, -157504, 113976, 0, 6500, -362284, 0, 91198, 72460, 0, -105688, -145212, 0, 0, 24620, 0, 55040, 28642, 0, -116130, 0, 0, 40360, 30228, 0, -112704, -110840, 0, 49852, 77500, 0, -32028, -164540, 0, 0, 143382, 0, -23760, 75536, 0, -17416, 0, 0, 51300, -7960, 0, 21180, -15896, 0, -76630, -320464, 0, 165912, 24560, 0, 0, 16978, 0, -45222, 72000, 0, 77224, 0, 0, -13700, -372394, 0, 122766, 72440, 0, 93484, 164727, 0, -209156, -41400, 0, 0, -208768, 0, 25690, -119464, 0, 330016, 0, 0, -251788, -114112, 0, 51644, -19170, 0, 176472, -74210, 0, 51240, -57378, 0, 0, 89174, 0, 30208, -93052, 0, 31538, 0, 0, -68004, -100548, 0, -64700, -168548, 0, 57460, -222512, 0, 127392, 183376, 0, 0, 73580, 0, -28174, 138540, 0, -81880, 0, 0, -225574, -188160, 0, 40066, 129666, 0, -157364, -15250, 0, 265208, -423324, 0, 0, 38328, 0, 33600, 28206, 0, -213198, 0, 0, -153872, 45260, 0, -251008, -59888, 0, 10560, 89796, 0, -91400, 255156, 0, 0, -111558, 0, 349206, -79180, 0, 174784, 0, 0, -95950, -224, 0, 46512, -25304, 0, 18464, -6710, 0, -164136, 52935, 0, 0, -166884, 0, 16750, 255330, 0, -186984, 0, 0, 79264, 122288, 0, -59758, 23880, 0, 165528, 547456, 0, 120810, -21256, 0, 0, 94632, 0, -286580, -82564, 0, -66688, 0, 0, 310362, 51624, 0, -59290, -239636, 0, -138114, 86678, 0, -326144, -211136, 0, 0, 20440, 0, -265524, -236478, 0, 68960, 0, 0, 146824, 83866, 0, 50040, -209060, 0, -340456, -7560, 0, -31876, 49632, 0, 0, 189736, 0, -204544, 47800, 0, -74152, 0, 0, 244448, -144700, 0, -127032, 93470, 0, 5625, -178936, 0, -272872, -54930, 0, 0, -264352, 0, -37572, -206060, 0, 47786, 0, 0, 52460, 62292, 0, 32044, -216700, 0, -104316, 30892, 0, 476856, 38800, 0, 0, 284520, 0, -135680, -23790, 0, -73344, 0, 0, 19214, 53632, 0, -210490, 134880, 0, 47696, -163860, 0, -14160, 339008, 0, 0, -192764, 0, 356794, -266120, 0, 73514, 0, 0, -144700, -206328, 0, -44505, 85564, 0, -85256, 5670, 0, 338228, 17144, 0, 0, 54310, 0, -523740, -152056, 0, -2400, 0, 0, -14186, 32400, 0, -222752, 44920, 0, -35488, -57840, 0, -157272, -219684, 0, 0, 23494, 0, -121690, 10994, 0, -171120, 0, 0, 236416, -8950, 0, -162326, 51480, 0, -58160, -198856, 0, -72584, -61760, 0, 0, 182070, 0, 85780, -98940, 0, 60698, 0, 0, 3420, -58576, 0, -2040, 361478, 0, -294476, -111900, 0, 85220, 46360, 0, 0, -201502, 0, 53340, -66180, 0, -100600, 0, 0, 113940, 7366, 0, 500046, -115130, 0, -206136, -169108, 0, 66550, -147996, 0, 0, 148512, 0, -63732, 318, 0, 181834, 0, 0, -157496, 98500, 0, 110460, 85440, 0, -554112, -135004, 0, -138120, -1900, 0, 0, -26300, 0, 50086, 81120, 0, -68760, 0, 0, -144156, -213288, 0, 170704, 405628, 0, -144904, 112310, 0, 62874, 201708, 0, 0, -478702, 0, 147552, -115786, 0, 92964, 0, 0, -25385, -44220, 0, 286148, 257250, 0, -161080, 73458, 0, 385772, -347392, 0, 0, 1200, 0, 44242, -41970, 0, 287718, 0, 0, 51200, 484024, 0, -66400, -357340, 0, 97716, -17052, 0, 262008, 114540, 0, 0, 236971, 0, 20190, 282656, 0, -137224, 0, 0, -173410, 501944, 0, 278836, -6500, 0, -243408, -56190, 0, 109820, -379428, 0, 0, 235476, 0, -42304, -378210, 0, 286224, 0, 0, 24272, -43686, 0, -88690, -7304, 0, 169616, -13344, 0, -139380, -348100, 0, 0, 72000, 0, 238024, -116752, 0, 122750, 0, 0, -17748, -101340, 0, 348306, -306794, 0, -269568, -96560, 0, -299436, -435208, 0, 0, 48508, 0, 2568, -396594, 0, -532608, 0, 0, 253370, 81610, 0, 251712, -49532, 0, -49120, 298548, 0, -205658, -54164, 0, 0, -54056, 0, 444386, 42250, 0, -153852, 0, 0, -122340, 48508, 0, -34974, -126148, 0, -242394, 159914, 0, -106360, -48340, 0, 0, -124544, 0, -12260, -39656, 0, 60990, 0, 0, 205752, 54528, 0, 108212, -56180, 0, 63388, -55426, 0, 88440, 137576, 0, 0, -20476, 0, -30646, 158360, 0, 80776, 0, 0, 65596, -61280, 0, 2000, 229752, 0, 439772, 435770, 0, -396912, -19696, 0, 0, -59190, 0, 132668, 152945, 0, -94755, 0, 0, -394216, -78072, 0, 93566, -123960, 0, -4160, -58050, 0, 240252, 119140, 0, 0, -91726, 0, 246960, -77276, 0, 187924, 0, 0, -4960, -140320, 0, -22042, 297664, 0, -37670, -520576, 0, -185328, 122784, 0, 0, 70388, 0, -358760, -126970, 0, -132894, 0, 0, 147800, 200384, 0, -274556, 70596, 0, -220056, 140032, 0, 537024, 12340, 0, 0, 420384, 0, -58300, 99224, 0, -176274, 0, 0, -290940, -304488, 0, 184460, -12850, 0, -382410, -246180, 0, 46440, 76340, 0, 0, -172284, 0, 284142, 568368, 0, -167236, 0, 0, -218924, 467030, 0, -118470, 280124, 0, 74096, -312030, 0, -38266, 64128, 0, 0, 80000, 0, 3688, -86740, 0, 157570, 0, 0, 266764, -273452, 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, 0], [-1, -1], [0, 0], [3, 3], [-5, 0], [0, 0], [0, 0], [-25, -1], [0, 0], [5, 5], [-32, 2], [0, 0], [-2, 10], [0, 0], [0, 0], [11, 3], [26, -12], [0, 0], [60, 2], [-15, -15], [0, 0], [12, 28], [-32, 48], [0, 0], [25, 0], [-98, -18], [0, 0], [0, 0], [-170, -12], [0, 0], [-52, 38], [159, -9], [0, 0], [94, -2], [0, 0], [0, 0], [-134, 80], [-80, -64], [0, 0], [125, 5], [62, -108], [0, 0], [-248, 100], [-36, -84], [0, 0], [-448, -64], [-164, 140], [0, 0], [0, 0], [-25, -25], [0, 0], [294, 54], [-462, -58], [0, 0], [160, -10], [0, 0], [0, 0], [290, 194], [220, 76], [0, 0], [398, 84], [-328, -24], [0, 0], [-157, -165], [10, -50], [0, 0], [-64, -228], [-282, 6], [0, 0], [0, 0], [-112, -86], [0, 0], [-182, 38], [-666, -26], [0, 0], [240, 192], [0, 0], [0, 0], [920, -8], [-55, -15], [0, 0], [1018, 154], [-228, -224], [0, 0], [-130, 60], [-752, 48], [0, 0], [780, -20], [230, 336], [0, 0], [0, 0], [1344, 192], [0, 0], [-1236, -116], [-300, -10], [0, 0], [474, -278], [0, 0], [0, 0], [75, 75]], 'ap': [[-1, -1], [0, 0], [-5, 0], [0, 0], [-32, 2], [-2, 10], [26, -12], [60, 2], [-32, 48], [-170, -12], [-52, 38], [-134, 80], [62, -108], [-248, 100], [-164, 140], [-462, -58], [220, 76], [398, 84], [-64, -228], [-112, -86], [-182, 38], [920, -8], [-228, -224], [230, 336], [474, -278], [602, 348], [48, -192], [-356, -340], [1150, -252], [718, 254], [816, -520], [452, -72], [534, -134], [1260, -390], [110, 344], [632, 36], [94, 614], [-1968, -316], [-964, 300], [-3038, 436], [880, -574], [3198, 184], [-2752, 318], [-4598, -48], [1434, 370], [-1460, -714], [1812, -712], [-832, 4], [2116, 416], [3310, -1148], [1318, -354], [-1280, 586], [2198, -1172], [372, -1924], [2506, 152], [6288, -436], [-2750, 1396], [-4652, -830], [-3214, -368], [-2802, 1124], [468, -1176], [482, -1220], [4724, -28], [3152, 952], [2338, -1398], [794, -1298], [812, 2776], [8506, 976], [1564, 1296], [6950, -1036], [-7678, -1148], [-3680, 2654], [-5816, 2092], [4722, 1548], [7940, -236], [8012, -228], [-2210, 2600], [-2946, 3210], [-7202, 1464], [7990, 208], [4220, -2008], [12382, 912], [9608, -2486], [6298, 418], [-10780, 2798], [7708, 2256], [-410, -480], [1826, -2060], [42, 2656], [5752, -3224], [-6884, 3520], [-2920, 3728], [-4024, 3272], [5768, 322], [13820, 1300], [-6788, 3084], [3410, -3988], [3742, 4148], [10948, -2108], [3742, 1360], [-11104, -700], [-12966, 1382], [6452, -3080], [150, 2152], [5612, 12], [5354, 1130], [-15044, 528], [-6038, 2788], [-17640, 3766], [-4642, 5924], [-8016, -1740], [1162, 4544], [-12826, -1834], [15460, -1350], [-4568, 7848], [1598, -132], [-1492, -7732], [16276, -5548], [738, 2658], [640, -1090], [10358, 6164], [-5598, 1716], [2506, 3556], [25268, -3704], [4948, 3662], [-682, -5916], [-27930, 136], [13120, 1692], [-3096, 4164], [12558, -3726], [2140, -4700], [7448, 7596], [15392, -304], [4786, -5596], [-18498, 4304], [14750, -7884], [-17998, -3092], [3444, -8060], [16946, -5588], [-20210, -6212], [-612, 8322], [16718, 6364], [24592, 160], [20804, 4900], [9630, -352], [12560, -1020], [-6922, 4322], [39506, -840], [-22500, 3670], [20688, -3928], [-17574, 888], [4422, -4792], [-10528, 1420], [-18404, 5676], [-11224, 8060], [-36672, -1194], [40520, -440], [36230, -4736], [-5926, -4210], [-2358, -2400], [5404, 8416], [-17402, 14598], [-22664, -3472], [-9708, -8092], [734, -13794], [34532, 4500], [-12288, -11576], [15094, -15318], [-26550, 892], [-11318, 6276], [23040, -5478], [-1642, -240], [-7192, 6610], [24562, -5552], [-13820, -7966], [27590, -6636], [-17388, 16248], [-22002, -8760], [-27512, 796], [52270, 2112], [-13064, 10848], [12772, 7508], [-37518, -6740], [-32814, -1812], [-7912, -972], [28250, 5708], [-14814, 10840], [16188, 14260], [-23070, 1844], [3152, -3940], [-13222, 18730], [13148, 9652], [18492, 1708], [16842, -1016], [6284, 6296], [-28638, 13596], [13162, 3276], [-32398, -7188], [17866, 280], [55252, 5492], [39790, 852], [26628, 5966], [-55866, 3806], [20910, -7100], [29300, -5452], [42346, -9116], [59140, 1314], [-19492, -12716], [-10730, 2108], [-1172, -1882], [13026, -2276], [28442, 3500], [25512, 5560], [-39564, 1496], [9920, 3220], [-13162, 1460], [27056, -10440], [-61058, -4752], [18704, -14460], [43298, 1978], [-8218, 18312], [-20180, 22534], [57670, 1484], [34632, -2920], [1476, -5120], [-46850, 8908], [-36718, 6400], [8480, -21146], [-37336, 8640], [-90952, 1482], [50962, -2780], [-88500, -1462], [-9688, -5044], [35158, 12588], [-12452, -1772], [78596, -3116], [20030, -23960], [2298, 1426], [-23640, -8902], [4112, 14188], [-17532, 14780], [36068, -5630], [-14712, 11880], [18070, -24300], [-15678, 13032], [34920, 1924], [-19696, -25524], [86852, 6536], [-42900, 6760], [13568, -4456], [53546, -760], [-59938, 2416], [-89176, 12368], [17550, 10712], [-46358, -6868], [57840, -16646], [70022, -14604], [-106236, 8472], [13906, 21956], [-83326, -8014], [83192, 7200], [-19996, -16224], [2310, 11532], [52718, -18594], [-109774, -7788], [-11340, -8154], [-26450, 14348], [102222, -11212], [-11408, -18068], [-5942, -15374], [83158, 5256], [28216, 260], [7618, -6438], [680, -8208], [-35686, 14026], [11408, -13876], [444, 23452], [-45570, 24184], [-4438, -5792], [-7548, -948], [-57348, 8316], [41712, 22224], [-57604, 15188], [32918, -1920], [87924, -14252], [76328, -17786], [55482, 8276], [7874, -9762], [-460, -8602], [9830, -400], [14558, -29460], [85636, -14168], [-111722, 5806], [21932, -14800], [-14958, -11244], [-128710, -7088], [37988, 23874], [5002, -32120], [77140, -23484], [54164, 20028], [-11222, 18814], [109474, -6238], [-280, -22636], [-82692, -4008], [107292, -9060], [43986, -3992], [8844, -42708], [-21730, -18516], [-19200, 3682], [-92718, 12132], [101692, -356], [83150, -9100], [14718, -26456], [-99088, 6300], [75224, 12216], [-157370, 5924], [53260, 4560], [85048, -4026], [-77862, 14922], [-23130, -23928], [47988, 17326], [-16134, 24908], [89482, -26168], [24912, 27488], [53318, -33382], [-17562, 8972], [19780, 36404], [31628, 31824], [-111536, -48], [-37342, -28154], [40702, -34796], [-87326, 2778], [139580, 8666], [67612, -21248], [-73308, 40928], [-59484, 8128], [8030, 33792], [-82718, 896], [19318, -56052], [7064, 7052], [89442, -12972], [2854, 11270], [38170, -3900], [67952, -42420], [-26062, -22086], [50040, -10906], [8158, 13892], [-40944, 13884], [-77528, -13492], [77106, 29164], [7588, 24890], [127746, 9716], [-6922, 52172], [17968, -2336], [-79730, 5588], [-30998, 2108], [129120, -3084], [10292, -20808], [-24866, 43022], [-85952, 5020], [86066, -6604], [-13978, 6700], [-38456, -5652], [39240, 8198], [-121436, -22652], [97282, -47740], [-88974, -31112], [-126208, -20456], [-54118, 3920], [-17512, 11234], [-107380, 4270], [-84792, 5724], [-89690, -13384], [169868, 17058], [-44534, -55632], [16500, -600], [6408, 10678], [-45302, -31086], [-3290, -55180], [-1606, 63910], [-53598, 48620], [-109642, 17782], [-101624, -2888], [14654, -28990], [114020, -46206], [52532, -6564], [-86168, 34216], [29014, -7942], [-74808, 5460], [197636, 10356], [-70950, -3004], [122242, -42776], [-67960, 20134], [154564, -22980], [59168, -44878], [182442, 20888], [23820, -3398], [-193650, 29960], [65172, -32628], [138678, 5300], [120110, 38616], [-28562, 934], [42856, -61440], [-174294, 488], [-23230, -54880], [178068, -7830], [-149574, -288], [16918, 14672], [16508, -30448], [-37420, 20676], [3298, -41570], [80434, -954], [-41572, -41400], [114812, -23872], [1266, 60856], [65762, 6052], [220720, -5670], [70464, -8260], [-92014, 60068], [38812, 41516], [-72330, 67384], [-41466, 60890], [49024, -27660], [56900, -43204], [-84302, -7670], [-154774, 5060], [-119972, -6236], [-91170, 10056], [129828, 24486], [-122640, -28172]], 'char_orbit_index': 1, 'field_poly': [-10, -1, 1], 'hecke_orbit_code': 94575592241891485, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '2205.4.a.v', 'level': 2205, 'maxp': 2999, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [20, 21, 20, 21, 29, 33, 31, 30], 'Nk2': 35280, 'analytic_conductor': 130.09921156265804, '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': [2205, 1, [1226, 442, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 976, 'dim': 205, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13, 17], 'hecke_orbit_code': 67111069, 'hecke_orbit_dims': [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, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 8, 8, 8, 8, 8, 8, 12, 12], 'label': '2205.4.a', 'level': 2205, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 1040, 'mf_new_dim': 205, 'num_forms': 61, 'plus_dim': 105, 'prim_orbit_index': 1, 'relative_dim': 205, 'sturm_bound': 1344, 'trace_bound': 13, 'trace_display': [4, 0, -5, 0], 'traces': [205, 4, 0, 816, -5, 0, 0, 0, 0, -20, -80, 0, -34, 0, 0, 3240, -194, 0, -64, -80, 0, -512, -130, 0, 5125, -72, 0, 0, 422, 0, 412, 104, 0, -552, 0, 0, 1050, -1540, 0, -180, 830, 0, -246, -2464, 0, -236, -554, 0, 0, 100, 0, 416, 1286, 0, -80, 0, 0, 724, -1652, 0, 2158, -936, 0, 12568, 290, 0, 926, -244, 0, 0, 28, 0, 618, -648, 0, -1548, 0, 0, -1192, -2320, 0, 1492, 1166, 0, -210, -7800, 0, -11072, -3030, 0, 0, -2324, 0, 2916, 500, 0, 2170, 0, 0, 20400, 1958, 0, 198, 3604, 0, 2148, 9946, 0, -6082, -520, 0, 0, 1550, 0, -70, -4160, 0, -484, 0, 0, 25909, 3840, 0, 6744, -125, 0, -7866, -3336, 0, -400, -16, 0, 0, -1856, 0, -4988, 2654, 0, -1160, 0, 0, 16760, -1744, 0, -250, -2548, 0, 12432, -1838, 0, 9004, 164, 0, 0, 140, 0, -4578, 4904, 0, -4260, 0, 0, 5282, 12784, 0, -16748, -8538, 0, 35023, -1800, 0, 11572, -10030, 0, 0, -12520, 0, -1460, -11036, 0, 7770, 0, 0, 24452, -1190, 0, 19032, 7840, 0, 12060, 11804, 0, -10606, 24400, 0, 0, -18746, 0, -3000, 0, 0, 13384, 0, 0, 4950, 17736, 0, 1152, -7888, 0, -10860, 13000, 0, 12880, -5170, 0, 0, 50052, 0, -2080, 1404, 0, -17434, 0, 0, -16312, 22922, 0, -1262, 5240, 0, 11300, 430, 0, -6090, 16864, 0, 0, -4520, 0, -19490, 9932, 0, 32824, 0, 0, -40144, -38856, 0, -500, -18152, 0, -14320, 32392, 0, 55432, -23178, 0, 0, 11360, 0, 2404, 4166, 0, -2390, 0, 0, 65092, -1918, 0, -22284, 11724, 0, -17832, -2000, 0, -46078, 19516, 0, 0, -13958, 0, 17258, 28784, 0, -35324, 0, 0, 36103, -13460, 0, 12316, 17698, 0, -7860, 49104, 0, -5636, 5996, 0, 0, 37128, 0, -11068, 15590, 0, 25534, 0, 0, -1960, 14044, 0, -3726, 15308, 0, -84736, -14554, 0, -9456, -25800, 0, 0, -360, 0, -850, 26800, 0, 16460, 0, 0, 1404, 9428, 0, -40980, 1730, 0, 538, -8404, 0, -27880, -3960, 0, 0, -27288, 0, -30956, -19526, 0, -61342, 0, 0, -100800, -56322, 0, 7620, -22112, 0, 42752, -42256, 0, 97061, -28808, 0, 0, 13850, 0, -3462, -29396, 0, 5360, 0, 0, -8838, -42428, 0, 32680, 5596, 0, -89568, -7840, 0, -25040, 5522, 0, 0, -1632, 0, 78356, -40514, 0, 20324, 0, 0, 32500, -12440, 0, 2174, 36384, 0, 81000, 81122, 0, -50640, 75544, 0, 0, -36144, 0, 17214, 31380, 0, -74504, 0, 0, -11410, 45820, 0, 6296, -18108, 0, 22518, -53448, 0, 26604, -4850, 0, 0, 257108, 0, 14120, 22316, 0, 60882, 0, 0, -128392, 41528, 0, -11136, 2020, 0, -37328, -3218, 0, -23110, -976, 0, 0, 40022, 0, 8128, 86632, 0, 9760, 0, 0, 24386, -107680, 0, 41000, 31038, 0, -15070, -103184, 0, 55656, -53798, 0, 0, -19440, 0, -12292, 13992, 0, -1600, 0, 0, -84808, -28080, 0, 12796, -57348, 0, 122284, 24770, 0, 42262, 37608, 0, 0, -74140, 0, 30676, -95172, 0, 103512, 0, 0, -83316, -2000, 0, 58892, -5318, 0, 12190, 103292, 0, -138224, 64694, 0, 0, -106280, 0, 42932, -12490, 0, 42552, 0, 0, 26440, 66050, 0, 2258, 65272, 0, -63352, 46248, 0, 76561, -54840, 0, 0, -19212, 0, 14870, -2856, 0, -174960, 0, 0, -24310, 98872, 0, -32180, -11250, 0, -76602, 60760, 0, -12800, 49920, 0, 0, -183844, 0, -67532, 19750, 0, 93292, 0, 0, -119880, -25562, 0, -630, -47168, 0, 30872, -183326, 0, 67208, -170296, 0, 0, -3250, 0, -34262, 222004, 0, 32560, 0, 0, 87256, 18892, 0, -84124, -85662, 0, 97992, 8700, 0, 110768, 42006, 0, 0, 114080, 0, -118200, -75328, 0, -60826, 0, 0, -81960, 8815, 0, 59722, 18116, 0, -1300, 18912, 0, 186338, 123384, 0, 0, -173234, 0, -11448, 79040, 0, 60008, 0, 0, 128125, 80464, 0, -94928, 68028, 0, -147740, 379824, 0, 58600, -35770, 0, 0, 9656, 0, -23180, -163802, 0, 34130, 0, 0, -89992, 49966, 0, -144160, -1800, 0, 178056, -150178, 0, 920, 83520, 0, 0, 17768, 0, 65062, -80928, 0, -202372, 0, 0, 21140, -16120, 0, 47480, -12312, 0, -109918, -309288, 0, 15628, -158134, 0, 0, -151200, 0, -224320, -141586, 0, 10810, 0, 0, 109276, -71580, 0, 109452, -206760, 0, -187248, 39620, 0, -45484, 5680, 0, 0, -150454, 0, 3648, -257240, 0, 42064, 0, 0, 186882, 38920, 0, 139012, 60312, 0, 2820, -195496, 0, 17368, 190648, 0, 0, -121204, 0, 20544, 10550, 0, -42766, 0, 0, -83040, -5532, 0, -52482, 12448, 0, 372924, -75824, 0, 164704, -123260, 0, 0, 233342, 0, 6610, 1756, 0, 153360, 0, 0, 255476, 119184, 0, -1404, -39740, 0, 98162, -111336, 0, 81820, 25610, 0, 0, 97312, 0, 245656, 169344, 0, -107886, 0, 0, -256768, -4590, 0, 10300, 87988, 0, 13664, -9228, 0, -115304, -444344, 0, 0, -42310, 0, 23190, -289360, 0, -17420, 0, 0, -48988, -54856, 0, -56184, 77090, 0, 24020, 2600, 0, -272460, 162744, 0, 0, 24552, 0, 81800, -219950, 0, 114628, 0, 0, 143956, 24910, 0, 220680, 81836, 0, 81280, -325802, 0, -216422, 252260, 0, 0, -75310, 0, -53354, 113760, 0, 127664, 0, 0, 60990, -164672, 0, 3252, -38544, 0, 30447, 478372, 0, -76492, -94235, 0, 0, -37496, 0, -13800, -57072, 0, -208842, 0, 0, 3936, 50862, 0, -219120, -15600, 0, 56616, 55622, 0, -73150, -36316, 0, 0, 384248, 0, -42404, 761436, 0, 141440, 0, 0, -174078, -53808, 0, 43600, 179854, 0, -52486, -65064, 0, -326272, -217474, 0, 0, -49560, 0, -49728, -170640, 0, 60820, 0, 0, 30700, -164160, 0, -110564, -48184, 0, -67168, 30290, 0, -475194, 203324, 0, 0, 166660, 0, 109296, -114552, 0, -60736, 0, 0, 56680, 130840, 0, 102632, -121976, 0, 26250, 84344, 0, -152404, 257238, 0, 0, -486976, 0, 110712, 7440, 0, -143462, 0, 0, -268820, -175530, 0, -150028, 83664, 0, -399840, 162514, 0, -4796, -38500, 0, 0, 1414, 0, -87260, -84808, 0, -95616, 0, 0, 399757, 82968, 0, -279772, -45690, 0, -348810, -84288, 0, -42800, 79944, 0, 0, 239844, 0, 6408, 461326, 0, -52344, 0, 0, 31968, -62542, 0, 71530, 14796, 0, -633672, 189576, 0, 112924, -742872, 0, 0, -73600, 0, -27362, -274224, 0, -4500], '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: 894901
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '105.4.a.g', 'target_level': 105, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 894902
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '315.4.a.g', 'target_level': 315, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 894903
    {'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '525.4.a.i', 'target_level': 525, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
  • id: 894904
    {'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '525.4.d.j', 'target_level': 525, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 4}
  • id: 894905
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '735.4.a.q', 'target_level': 735, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 894906
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '1575.4.a.y', 'target_level': 1575, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 894907
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '1680.4.a.y', 'target_level': 1680, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 894908
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2205.4.a.v', 'source_level': 2205, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '2205.4.a.v', 'target_level': 2205, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2479100
    {'charpoly_factorization': [[[-8, 3, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 2}
  • id: 2479101
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 94575592241891485, 'p': 3}
  • id: 2479102
    {'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 94575592241891485, 'p': 5}
  • id: 2479103
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 94575592241891485, 'p': 7}
  • id: 2479104
    {'charpoly_factorization': [[[920, 62, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 11}
  • id: 2479105
    {'charpoly_factorization': [[[-1016, -6, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 13}
  • id: 2479106
    {'charpoly_factorization': [[[-1076, -40, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 17}
  • id: 2479107
    {'charpoly_factorization': [[[3680, -122, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 19}
  • id: 2479108
    {'charpoly_factorization': [[[-23552, 16, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 23}
  • id: 2479109
    {'charpoly_factorization': [[[29500, 352, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 29}
  • id: 2479110
    {'charpoly_factorization': [[[-13712, 66, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 31}
  • id: 2479111
    {'charpoly_factorization': [[[-56764, 188, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 37}
  • id: 2479112
    {'charpoly_factorization': [[[-119492, -16, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 41}
  • id: 2479113
    {'charpoly_factorization': [[[-63296, 396, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 43}
  • id: 2479114
    {'charpoly_factorization': [[[-192064, 188, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 47}
  • id: 2479115
    {'charpoly_factorization': [[[206600, 982, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 53}
  • id: 2479116
    {'charpoly_factorization': [[[7360, -516, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 59}
  • id: 2479117
    {'charpoly_factorization': [[[121276, -880, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 61}
  • id: 2479118
    {'charpoly_factorization': [[[-501152, 356, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 67}
  • id: 2479119
    {'charpoly_factorization': [[[-51784, 310, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 71}
  • id: 2479120
    {'charpoly_factorization': [[[11768, 326, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 73}
  • id: 2479121
    {'charpoly_factorization': [[[838400, -1832, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 79}
  • id: 2479122
    {'charpoly_factorization': [[[-398704, 680, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 83}
  • id: 2479123
    {'charpoly_factorization': [[[-998780, -796, 1], 1]], 'hecke_orbit_code': 94575592241891485, 'p': 89}
  • id: 2479124
    {'charpoly_factorization': [[[-679936, -670, 1], 1]], 'hecke_orbit_code': 94575592241891485, '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': 22, 'label': '2205.4.a.v', 'level': 2205, '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: 65264173
    {'hecke_orbit_code': 94575592241891485, 'n': 1, 'trace_an': 2}
  • id: 65264174
    {'hecke_orbit_code': 94575592241891485, 'n': 2, 'trace_an': -3}
  • id: 65264175
    {'hecke_orbit_code': 94575592241891485, 'n': 3, 'trace_an': 0}
  • id: 65264176
    {'hecke_orbit_code': 94575592241891485, 'n': 4, 'trace_an': 9}
  • id: 65264177
    {'hecke_orbit_code': 94575592241891485, 'n': 5, 'trace_an': -10}
  • id: 65264178
    {'hecke_orbit_code': 94575592241891485, 'n': 6, 'trace_an': 0}
  • id: 65264179
    {'hecke_orbit_code': 94575592241891485, 'n': 7, 'trace_an': 0}
  • id: 65264180
    {'hecke_orbit_code': 94575592241891485, 'n': 8, 'trace_an': -51}
  • id: 65264181
    {'hecke_orbit_code': 94575592241891485, 'n': 9, 'trace_an': 0}
  • id: 65264182
    {'hecke_orbit_code': 94575592241891485, 'n': 10, 'trace_an': 15}
  • id: 65264183
    {'hecke_orbit_code': 94575592241891485, 'n': 11, 'trace_an': -62}
  • id: 65264184
    {'hecke_orbit_code': 94575592241891485, 'n': 12, 'trace_an': 0}
  • id: 65264185
    {'hecke_orbit_code': 94575592241891485, 'n': 13, 'trace_an': 6}
  • id: 65264186
    {'hecke_orbit_code': 94575592241891485, 'n': 14, 'trace_an': 0}
  • id: 65264187
    {'hecke_orbit_code': 94575592241891485, 'n': 15, 'trace_an': 0}
  • id: 65264188
    {'hecke_orbit_code': 94575592241891485, 'n': 16, 'trace_an': 25}
  • id: 65264189
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  • id: 65264284
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  • id: 65264287
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  • id: 65264288
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  • id: 65264298
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  • id: 65264333
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  • id: 65264378
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  • id: 65264379
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  • id: 65264380
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  • id: 65264381
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  • id: 65264382
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  • id: 65264383
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  • id: 65264384
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  • id: 65264385
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  • id: 65264386
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  • id: 65264387
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  • id: 65264388
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  • id: 65264389
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  • id: 65264390
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  • id: 65264391
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  • id: 65264392
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  • id: 65264393
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  • id: 65264394
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  • id: 65264395
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  • id: 65264396
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  • id: 65264397
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  • id: 65264398
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  • id: 65264399
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  • id: 65264400
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  • id: 65264401
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  • id: 65264402
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  • id: 65264403
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  • id: 65264404
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  • id: 65264405
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  • id: 65264406
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  • id: 65264407
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  • id: 65264408
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  • id: 65264409
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  • id: 65264410
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  • id: 65264411
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  • id: 65264412
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  • id: 65264413
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  • id: 65264414
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  • id: 65264415
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  • id: 65264416
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  • id: 65264417
    {'hecke_orbit_code': 94575592241891485, 'n': 911, 'trace_an': -74538}
  • id: 65264418
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  • id: 65264419
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  • id: 65264420
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  • id: 65264421
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  • id: 65264422
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  • id: 65264423
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  • id: 65264424
    {'hecke_orbit_code': 94575592241891485, 'n': 961, 'trace_an': -27802}
  • id: 65264425
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  • id: 65264426
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  • id: 65264427
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  • id: 65264428
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  • id: 65264429
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  • id: 65264430
    {'hecke_orbit_code': 94575592241891485, 'n': 997, 'trace_an': 14870}