Newform data - 784.6.a.o

Formats: - HTML - YAML - JSON - 2025-11-11T04:27:21.346223

• 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': 28224, 'analytic_conductor': 125.74091473337681, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [784, 1, [687, 197, 689], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 109, 'field_disc_factorization': [[109, 1]], 'field_poly': [-27, -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': [[3, [87, 28, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394883851024, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '784.6.a.o', 'level': 784, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '28.6.e.b', 'nf_label': '2.2.109.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-14-\\beta )q^{3}+(21+6\\beta )q^{5}+(62+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '784.6.a', 'trace_display': [0, -28, 42, 0], 'trace_hash': 1840392651664817737, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.109', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.887', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.529', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.945', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.130', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.448', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, -28, 0, 42, 0, 0, 0, 124, 0, -660, 0, -644, 0, -1896, 0, -210, 0, -3724, 0, 0, 0, -24, 0, 2480, 0, -1036, 0, 5532, 0, -2800, 0, 13818, 0, 0, 0, -13238, 0, 19480, 0, 4116, 0, -13432, 0, 39228, 0, -8064, 0, 0, 0, -2292, 0, -53958, 0, -41328, 0, 50174, 0, -36036, 0, 83986, 0, 0, 0, -76308, 0, 2660, 0, -31710, 0, -71568, 0, 31318, 0, -89656, 0, 0, 0, -51136, 0, 30370, 0, -6216, 0, 26982, 0, -4200, 0, 166278, 0, 0, 0, -56938, 0, -66432, 0, 8260, 0, -169104, 0, -3318, 0, 134456, 0, 0, 0, -87060, 0, -14942, 0, 121240, 0, -279708, 0, 191772, 0, -332920, 0, 0, 0, -8164, 0, 120264, 0, 250446, 0, 422336, 0, 188048, 0, 492996, 0, 0, 0, -297744, 0, 108822, 0, 258440, 0, -371718, 0, 432264, 0, -323316, 0, 0, 0, -173478, 0, 37928, 0, 133476, 0, 518028, 0, -825230, 0, 636384, 0, 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• 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], [0, 0], [-14, -1], [0, 0], [21, 6], [0, 0], [0, 0], [0, 0], [62, 28], [0, 0], [-330, -21], [0, 0], [-322, -48], [0, 0], [-948, -105], [0, 0], [-105, 24], [0, 0], [-1862, 9], [0, 0], [0, 0], [0, 0], [-12, 147], [0, 0], [1240, 252], [0, 0], [-518, -211], [0, 0], [2766, -336], [0, 0], [-1400, 441], [0, 0], [6909, 624], [0, 0], [0, 0], [0, 0], [-6619, 294], [0, 0], [9740, 994], [0, 0], [2058, -816], [0, 0], [-6716, 0], [0, 0], [19614, 960], [0, 0], [-4032, 2223], [0, 0], [0, 0], [0, 0], [-1146, -231], [0, 0], [-26979, 546], [0, 0], [-20664, -2421], [0, 0], [25087, 1736], [0, 0], [-18018, -1773], [0, 0], [41993, 138], [0, 0], [0, 0], [0, 0], [-38154, -2940], [0, 0], [1330, -609], [0, 0], [-15855, -2046], [0, 0], [-35784, 4032], [0, 0], [15659, -5580], [0, 0], [-44828, -4768], [0, 0], [0, 0], [0, 0], [-25568, -6657], [0, 0], [15185, -3332], [0, 0], [-3108, 3648], [0, 0], [13491, -126], [0, 0], [-2100, 1938], [0, 0], [83139, 1668], [0, 0], [0, 0], [0, 0], [-28469, -4774], [0, 0], [-33216, -10983], [0, 0], [4130, 6960], [0, 0], [-84552, -10542], [0, 0]], 'ap': [[0, 0], [-14, -1], [21, 6], [0, 0], [-330, -21], [-322, -48], [-105, 24], [-1862, 9], [-12, 147], [2766, -336], [-1400, 441], [-6619, 294], [2058, -816], [-6716, 0], [-4032, 2223], [-26979, 546], [-18018, -1773], [41993, 138], [1330, -609], [-35784, 4032], [15659, -5580], [-25568, -6657], [-3108, 3648], [83139, 1668], [4130, 6960], [-1659, 11082], [67228, 5403], [-43530, 6405], [-7471, -1890], [-139854, -1680], [211168, 4032], [246498, -12543], [54411, -25116], [129220, -9600], [-86739, -23394], [18964, -12243], [-412615, -8154], [5458, 33873], [299208, -23808], [242865, 5778], [273210, 39207], [386918, -19584], [-121176, -53865], [697439, 23856], [-363114, 17136], [64876, -12747], [28060, 111552], [148288, -33408], [-612654, 30831], [998501, -5130], [315483, -9492], [93504, 55104], [592487, 53976], [-238140, 30240], [799743, -103440], [676668, -38955], [999201, -10434], [-31136, -33825], [182765, 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[3135825, -2871954], [-12336102, 2641401], [-293094, -1208592], [-43697288, -224448], [5050038, -2277867], [-18885897, -961128], [3001908, -2372403], [36679576, -1713831], [815717, -1492614], [-10310926, 1963248], [39811485, 356766], [23889342, 3761331], [37424366, -326448], [23194572, -868245], [12430667, -1305612], [4276384, -1424031], [22715322, -2504688], [16895140, -1010016], [31000773, 2006970], [8122072, -317568], [2337041, 1185858], [-36082568, -944937], [44247084, 1564032], [-22848970, -1645056], [-27538581, 1934508], [-18060912, 2358657], [-34116915, 3068562], [-11345863, 1364790], [4259122, 812079], [16194971, -516180], [80641176, 35337], [-4864321, 2854080], [20002308, 2989056], [-29883398, 3957513], [-818055, -4573494], [-15731310, -7241073], [19950651, 5140692], [11997959, -8165304], [-51132439, -2893254], [-58168446, -1903152], [24232908, -5271861], [51957153, 3206574], [11455696, 2402112], [-22219603, 3819918], [52401167, 958944], [-88226460, -698688], [-40786935, 3032214], [-10429160, -239817], [478770, -5528607], [43268394, -1323840], [-65372762, -148917], [36236759, -2652888], [11902758, 9874416], [-33740792, -1823808], [72840222, 631773], [55452348, -1391355], [5683643, -2781588], [50942800, -1202607], [50665335, 2268408], [33048516, -7604877], [65113710, 561792], [43097573, -4462122], [-72213512, 2630016], [-86847297, -390432], [60078832, 7461279], [103746972, 1457664], [-33595354, -9466800], [93850659, 3738708], [-82582248, -207879], [-35256116, -4484421], [76955814, -5729787], [28575761, 1624014], [-44241302, -2827449], [-25724480, -6132672], [-35541333, 2080260], [-45308060, 7303872], [19480944, 2045697], [-22803529, -1631160], [-21520947, 3716958], [86699028, -3489024], [34442856, 460800], [-93452694, 7092519], [-41699042, 5154669], [14885500, 10136853], [4453889, 6565314], [-17880366, -5548992], [30289140, 10915155], [23832256, -4805952], [126021042, 3814479], [7746022, 8707419], [63758304, -1036224], [-134883922, 281232], [-71712417, 5951136], [33090732, 1460277], [63060074, -2709840], [-85326591, -10501890], [66143802, 9878505], [53749517, 9618], [-22776194, -654237], [-66353994, 5472720], [-113415757, 1337508], [-72893432, -4943799], [-115098420, -6679680], [-31699339, -17420358], [-30598834, 7416240], [-68381649, 2662272], [-73922366, -14200911], [-128847330, 7663824], [-20434470, -13920816], [131926708, -4177152], [-42551019, -1152774], [-57930943, -9267534], [-39481430, -3256617], [-74818429, 8660844], [11883544, -6855513], [-69863374, 14239728], [-96777212, -9640317], [-106053330, 7350861], [175137545, 3147606], [-22895029, 10081260], [-63068166, -13838391], [-58849560, -2382471], [-31834436, -9398907], [70358568, -3910272], [1154006, -18272208], [11634406, -605451], [-98016720, 5010495], [-82151113, -8844024], [-3854874, -24129168], [-113559740, 11702541], [132642594, 4526640], [-69736431, 13190142], [-14691558, 5520711], [-50391501, 17401524], [-53625516, 3545376], [82407998, -1847664], [149871897, 1296918], [-105041384, -11265657], [270616710, 2905872], [-49847154, 24771309], [164759644, -1970592], [73161515, -21783156], [96914049, 17460786], [245038048, -8176959], [141328092, -10125696], [110491054, 7309533], [-197981470, 2103696], [80558454, -21021861], [43722014, -9252432], [-33553452, 20209539], [-58233259, -5544378], [-15486912, -19805409], [-132998163, -14382606], [102434607, 13767264], [-233543486, 6035631], [10458936, -13595904], [78828155, -8206380], [231488124, 6180672], [-164351880, 13004649], [184346498, 1805328], [-53497326, 15513456], [200343850, 10095831], [-264679357, -13641516], [26049870, -18297360], [-212001776, 7624512], [222194139, 9127524], [-193719001, 4873416], [222747778, 2943297], [56988862, 13295133], [-350267256, -2847033], [-57712842, -1670256], [361901681, -1889454], [48636297, 2499462], [185559136, 25572672], [15178674, 8021535], [132377878, -9766197], [-66041388, -36387648], [-103823410, 9374736], [34191759, 5217792], [156095114, 6447168], [393564304, 2967759], [-14650723, 6743058], [-160836198, 13567344], [151221462, 1097040], [370895416, -10692864], [-14734503, 19001178], [177171660, 11850048], [-197876539, -20504934], [209960950, -12747483], [33708192, 20849088], [-101922051, -15032418], [5038306, -12211743], [-80857237, -23057916], [-59041794, 8118768], [-48891920, 43718337], [-236924179, 26564622], [21059514, -15100992], [46958856, -3482457], [51805446, -27053061], [241269159, -6619368], [335868648, 11803008], [211018454, -18024720], [363443787, 12476700], [-76678176, 6599649], [-323246178, 20601693], [232643362, -16918161], [-148233925, -15972180], [176701854, -32122416], [104087596, -12239115], [325629626, -2200128], [-362561118, -10255665], [171571414, 19479045], [-108972768, 4592847], [512857254, 4929792], [239822212, 26683389], [329143145, 27536586], [-87654294, -10807497], [291612384, 23361408], [30903215, -6999072], [-109039161, -46665816], [23314970, -4789008], [-66719415, -6951354], [497340906, 2407440], [-263238584, 3139584], [-229601073, 39941328], [-515279828, 4476480], [-286789188, 6718053], [-143789600, 30724785], [161344253, -36879774], [272328526, 12260493], [-216529152, 8101248], [-282129406, -931392], [266445333, -4897818], [-425519130, -15885429], [-216007190, 12272745], [-258830172, -12157677], [-194030557, 41063484], [-74749640, -16292487], [-230145846, 28511952], [-120724412, 48710592], [-398173059, 19350450], [-376889527, 7748010], [-102962145, -46988592], [295660720, 13309695], [422861187, -22511100], [145874757, 18713706], [-216830852, 23307291], [245631473, -16635570], [-354349518, 35188944], [-345823814, -43857465], [238692258, -4843071], [-95558953, 27059832], [-118213299, 52671150], [-184104108, 6031872], [81475714, 45754737], [117619274, -65252208], [83220081, 23771442], [-211990776, -46056297], [-405899732, -11012427], [144598482, 19561680], [373164036, -15230733], [106987353, 32414214], [36306053, 16211718], [334430160, -19025664], [35284116, -12148032], [-576796822, 24077520], [-467435871, -10672866], [11435706, -3685815], [403465338, 45893232], [458423854, 3694563], [441277284, 27927069]], 'char_orbit_index': 1, 'field_poly': [-27, -1, 1], 'hecke_orbit_code': 63050394883851024, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '784.6.a.o', 'level': 784, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [24, 27, 25, 24], 'ALdims_eis_new': [0, 0, 2, 3], 'ALdims_eis_old': [12, 12, 10, 9], 'ALdims_old': [108, 109, 111, 108], 'Nk2': 28224, 'analytic_conductor': 125.74091473337681, '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': [784, 1, [687, 197, 689], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 536, 'dim': 100, 'eis_dim': 48, 'eis_new_dim': 5, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664080, 'hecke_orbit_dims': [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, 2, 2, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 8], 'label': '784.6.a', 'level': 784, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 584, 'mf_new_dim': 105, 'num_forms': 41, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 672, 'trace_bound': 9, 'trace_display': [0, 8, -18, 0], 'traces': [100, 0, 8, 0, -18, 0, 0, 0, 7674, 0, -62, 0, 62, 0, 1646, 0, -602, 0, 1520, 0, 0, 0, -746, 0, 55666, 0, 2960, 0, 8152, 0, -8632, 0, 5920, 0, 0, 0, -618, 0, 4292, 0, -1298, 0, -31720, 0, 1574, 0, -11832, 0, 0, 0, -50402, 0, -11058, 0, -50424, 0, -2854, 0, 38968, 0, -40650, 0, 0, 0, 14492, 0, 82042, 0, -30608, 0, -30920, 0, 3542, 0, -145960, 0, 0, 0, 204710, 0, 609412, 0, 257712, 0, 27438, 0, 98560, 0, 146550, 0, 0, 0, -17002, 0, -119342, 0, -81130, 0, -40644, 0, 13022, 0, 50480, 0, 0, 0, -480218, 0, 247574, 0, -676960, 0, 85048, 0, 132928, 0, 502070, 0, 0, 0, 1063466, 0, -77556, 0, 222876, 0, 156280, 0, 54816, 0, 10544, 0, 0, 0, 781146, 0, -360698, 0, 413168, 0, -1110, 0, -66360, 0, -454012, 0, 0, 0, 98398, 0, -1115822, 0, 28894, 0, -506882, 0, -74226, 0, -658544, 0, 0, 0, 499150, 0, -580838, 0, -284320, 0, 1581620, 0, 475248, 0, -165970, 0, 0, 0, 71718, 0, -384350, 0, -125242, 0, 1955846, 0, 688916, 0, 821320, 0, 0, 0, 136062, 0, 8662, 0, -1152928, 0, 1238032, 0, 707360, 0, 715184, 0, 0, 0, 1417612, 0, 1527356, 0, 539712, 0, 5779768, 0, 1816256, 0, -1032728, 0, 0, 0, 1508486, 0, 760164, 0, 1492016, 0, 4124402, 0, -1906912, 0, 1010710, 0, 0, 0, 757606, 0, -3408942, 0, -496352, 0, -1963136, 0, -2029978, 0, 4992728, 0, 0, 0, 4774924, 0, -1681688, 0, 539248, 0, 2163082, 0, 4261232, 0, -471746, 0, 0, 0, 3244100, 0, 3613194, 0, -1841612, 0, 2707958, 0, -2164050, 0, -4633808, 0, 0, 0, 920904, 0, -3468602, 0, 3001896, 0, -3399016, 0, -1432408, 0, -2030224, 0, 0, 0, 4275090, 0, 738268, 0, -3812722, 0, -2939650, 0, 7181632, 0, 6966624, 0, 0, 0, -1123914, 0, 1597542, 0, -3703712, 0, -7778990, 0, 2616904, 0, -399394, 0, 0, 0, -6927538, 0, 9714628, 0, 2983696, 0, 2489554, 0, 5993042, 0, -11098880, 0, 0, 0, 910462, 0, -130424, 0, -6201000, 0, 6523816, 0, -2441520, 0, -4144224, 0, 0, 0, 3318966, 0, 743546, 0, 2201038, 0, -1018292, 0, -3086274, 0, 13030736, 0, 0, 0, 14197134, 0, 7488794, 0, 4691880, 0, -249170, 0, -88448, 0, -1747578, 0, 0, 0, -2843098, 0, 20098354, 0, -4068796, 0, 2195408, 0, -12529264, 0, -11566056, 0, 0, 0, -8173504, 0, -1643290, 0, -7607088, 0, 4512146, 0, -3733376, 0, 5071678, 0, 0, 0, 4793494, 0, -16635932, 0, 1318862, 0, -9274402, 0, 9492046, 0, 22488112, 0, 0, 0, 11445688, 0, 250760, 0, 18439128, 0, -14625792, 0, 12130664, 0, -1384918, 0, 0, 0, -10282804, 0, 16224658, 0, 8768214, 0, 23249004, 0, 11500560, 0, -23004632, 0, 0, 0, -38922906, 0, 2255478, 0, -20110768, 0, 8896520, 0, -14940184, 0, 9889904, 0, 0, 0, 8663582, 0, -36385494, 0, 5718670, 0, -21890360, 0, -16424288, 0, 28011872, 0, 0, 0, 16097182, 0, -10676584, 0, 17829552, 0, 17177560, 0, 14026888, 0, 1569428, 0, 0, 0, 14474348, 0, 11209306, 0, -4790752, 0, 12406080, 0, -12619356, 0, -70221720, 0, 0, 0, -20964354, 0, 5485960, 0, -16723848, 0, -10327210, 0, -24850088, 0, -8071122, 0, 0, 0, -33491458, 0, -54444294, 0, -20508960, 0, -20160890, 0, 742318, 0, 49878552, 0, 0, 0, 25618654, 0, 17200106, 0, 24802840, 0, -11086528, 0, 18626856, 0, 14433680, 0, 0, 0, -8540978, 0, 12528684, 0, 3179652, 0, -6735456, 0, -5089906, 0, -63459888, 0, 0, 0, -77746222, 0, 7175054, 0, -6739288, 0, -12818838, 0, -18898040, 0, 2148844, 0, 0, 0, -4319874, 0, -65313758, 0, 21176384, 0, -57618848, 0, -12342690, 0, 95875728, 0, 0, 0, 14396454, 0, -20057536, 0, 2642336, 0, 5427898, 0, 26061616, 0, -10764098, 0, 0, 0, -1037386, 0, 46188426, 0, -4963530, 0, 58071532, 0, 7171974, 0, -92560928, 0, 0, 0, -5051220, 0, -43766250, 0, -17831440, 0, -43366248, 0, -34659880, 0, -6346976, 0, 0, 0, -676088, 0, -126662834, 0, 13658644, 0, -76488696, 0, -9386000, 0, 132759312, 0, 0, 0, 57689816, 0, 14490142, 0, 11470296, 0, 10408120, 0, 34912704, 0, 10745056, 0, 0, 0, -4398762, 0, 133509754, 0, 6824590, 0, 40990760, 0, 18677342, 0, -162869744, 0, 0, 0, -56543684, 0, 28962512, 0, 1117928, 0, -5925944, 0, -92271184, 0, 27463222, 0, 0, 0, -47085602, 0, -32992990, 0, -5968628, 0, -63000610, 0, 2557268, 0, 133780544, 0, 0, 0, 1674504, 0, -1099228, 0, 29303184, 0, -27011776, 0, 70069616, 0, -29434272, 0, 0, 0, 7443926, 0, 201868972, 0, -12614816, 0, 98118428, 0, -11404656, 0, -158710312, 0, 0, 0, -124713546, 0, 53275356, 0, -40173696, 0, 21507204, 0, -65994520, 0, -33039402, 0, 0, 0, 2854622, 0, -54239278, 0, -13021584, 0, -123319928, 0, 3830612, 0, 245801008, 0, 0, 0, 124311262, 0, -28291360, 0, 18993312, 0, -11890216, 0, 99638016, 0, -12693522, 0, 0, 0, -52781444, 0, 181989508, 0, 17378214, 0, 144707182, 0, -41702178, 0, -216914184, 0, 0, 0, -32529100, 0, -22335584, 0, -68779328, 0, -91727338, 0, -77435712, 0, -62350144, 0, 0, 0, 9762836, 0, -96129030, 0, 12094750, 0, -52906062, 0, 47172462, 0, 212816200, 0, 0, 0, 109297070, 0, -2699850, 0, 73339400, 0, -7171310, 0, 94779736, 0, 2328896, 0, 0, 0, 26791078, 0, 82822954, 0, -38682400, 0, 38682888, 0, 42353750, 0, -280878480, 0, 0, 0, -129859800, 0, -73377982, 0, -38333296, 0, 47740116, 0, -94125616, 0, 36551154, 0, 0, 0, -10129330, 0, -187224366, 0, -22604538, 0, -117166676, 0, -49974834, 0, 244021008, 0, 0, 0, 298308726, 0, -5239394, 0, 119453784, 0, 78096874, 0, 42982520, 0, 17365198, 0, 0, 0, 12693550, 0, 211785980, 0, 22972382, 0, 76342728, 0, -18134480, 0, -246549024, 0, 0, 0, -125605726, 0, -17293754, 0, -119953032, 0, -33543308, 0, -62498480, 0, 67385636, 0, 0, 0, 46294140, 0, -242481718, 0, 34272790, 0, -39212344, 0, 65715776, 0, 402050496, 0, 0, 0, 104380302, 0, -47028216, 0, 101867984, 0, 27236, 0, 110917040, 0, 37572854, 0, 0, 0, 61064846, 0, 132302226, 0, -46208778, 0, 361679510, 0, 67640694, 0, -251670192, 0, 0, 0, -256405122, 0, 74912860, 0, -161672720, 0, 128250848, 0, -121073408, 0, -26948160, 0, 0, 0, -24241414, 0, -358708556, 0, -25293460, 0, -226474744, 0, -71346928, 0, 297376872, 0, 0, 0, 275468736, 0, -57672266, 0, 122210824, 0, 178270264, 0, 157392512, 0, 7344980, 0, 0, 0, 134179416, 0, 107099034, 0, 66059040, 0, 45986990, 0, -55536066, 0, -436014976, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 501626
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '28.6.e.b', 'target_level': 28, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 501627
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '112.6.i.e', 'target_level': 112, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 501628
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '196.6.a.h', 'target_level': 196, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 501629
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '196.6.a.j', 'target_level': 196, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 501630
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '196.6.e.k', 'target_level': 196, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 501631
    {'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 11, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '252.6.k.d', 'target_level': 252, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 6}
  • id: 501632
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '784.6.a.o', 'target_level': 784, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 501633
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '784.6.a.o', 'source_level': 784, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '784.6.a.bd', 'target_level': 784, 'twist_class_label': '28.6.e.b', 'twist_class_level': 28, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1329575
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394883851024, 'p': 2}
  • id: 1329576
    {'charpoly_factorization': [[[87, 28, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 3}
  • id: 1329577
    {'charpoly_factorization': [[[-3483, -42, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 5}
  • id: 1329578
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394883851024, 'p': 7}
  • id: 1329579
    {'charpoly_factorization': [[[60831, 660, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 11}
  • id: 1329580
    {'charpoly_factorization': [[[-147452, 644, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 13}
  • id: 1329581
    {'charpoly_factorization': [[[-51759, 210, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 17}
  • id: 1329582
    {'charpoly_factorization': [[[3458215, 3724, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 19}
  • id: 1329583
    {'charpoly_factorization': [[[-2355237, 24, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 23}
  • id: 1329584
    {'charpoly_factorization': [[[-4654908, -5532, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 29}
  • id: 1329585
    {'charpoly_factorization': [[[-19238429, 2800, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 31}
  • id: 1329586
    {'charpoly_factorization': [[[34389637, 13238, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 37}
  • id: 1329587
    {'charpoly_factorization': [[[-68342940, -4116, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 41}
  • id: 1329588
    {'charpoly_factorization': [[[6716, 1], 2]], 'hecke_orbit_code': 63050394883851024, 'p': 43}
  • id: 1329589
    {'charpoly_factorization': [[[-522391437, 8064, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 47}
  • id: 1329590
    {'charpoly_factorization': [[[695371797, 53958, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 53}
  • id: 1329591
    {'charpoly_factorization': [[[-17996337, 36036, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 59}
  • id: 1329592
    {'charpoly_factorization': [[[1761336253, -83986, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 61}
  • id: 1329593
    {'charpoly_factorization': [[[-38657129, -2660, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 67}
  • id: 1329594
    {'charpoly_factorization': [[[-491520960, 71568, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 71}
  • id: 1329595
    {'charpoly_factorization': [[[-3148663319, -31318, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 73}
  • id: 1329596
    {'charpoly_factorization': [[[-4176683117, 51136, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 79}
  • id: 1329597
    {'charpoly_factorization': [[[-1440901872, 6216, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 83}
  • id: 1329598
    {'charpoly_factorization': [[[6608830905, -166278, 1], 1]], 'hecke_orbit_code': 63050394883851024, 'p': 89}
  • id: 1329599
    {'charpoly_factorization': [[[-5263077500, -8260, 1], 1]], 'hecke_orbit_code': 63050394883851024, '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': 15, 'label': '784.6.a.o', 'level': 784, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 60192925
    {'hecke_orbit_code': 63050394883851024, 'n': 1, 'trace_an': 2}
  • id: 60192926
    {'hecke_orbit_code': 63050394883851024, 'n': 2, 'trace_an': 0}
  • id: 60192927
    {'hecke_orbit_code': 63050394883851024, 'n': 3, 'trace_an': -28}
  • id: 60192928
    {'hecke_orbit_code': 63050394883851024, 'n': 4, 'trace_an': 0}
  • id: 60192929
    {'hecke_orbit_code': 63050394883851024, 'n': 5, 'trace_an': 42}
  • id: 60192930
    {'hecke_orbit_code': 63050394883851024, 'n': 6, 'trace_an': 0}
  • id: 60192931
    {'hecke_orbit_code': 63050394883851024, 'n': 7, 'trace_an': 0}
  • id: 60192932
    {'hecke_orbit_code': 63050394883851024, 'n': 8, 'trace_an': 0}
  • id: 60192933
    {'hecke_orbit_code': 63050394883851024, 'n': 9, 'trace_an': 124}
  • id: 60192934
    {'hecke_orbit_code': 63050394883851024, 'n': 10, 'trace_an': 0}
  • id: 60192935
    {'hecke_orbit_code': 63050394883851024, 'n': 11, 'trace_an': -660}
  • id: 60192936
    {'hecke_orbit_code': 63050394883851024, 'n': 12, 'trace_an': 0}
  • id: 60192937
    {'hecke_orbit_code': 63050394883851024, 'n': 13, 'trace_an': -644}
  • id: 60192938
    {'hecke_orbit_code': 63050394883851024, 'n': 14, 'trace_an': 0}
  • id: 60192939
    {'hecke_orbit_code': 63050394883851024, 'n': 15, 'trace_an': -1896}
  • id: 60192940
    {'hecke_orbit_code': 63050394883851024, 'n': 16, 'trace_an': 0}
  • id: 60192941
    {'hecke_orbit_code': 63050394883851024, 'n': 17, 'trace_an': -210}
  • id: 60192942
    {'hecke_orbit_code': 63050394883851024, 'n': 18, 'trace_an': 0}
  • id: 60192943
    {'hecke_orbit_code': 63050394883851024, 'n': 19, 'trace_an': -3724}
  • id: 60192944
    {'hecke_orbit_code': 63050394883851024, 'n': 20, 'trace_an': 0}
  • id: 60192945
    {'hecke_orbit_code': 63050394883851024, 'n': 21, 'trace_an': 0}
  • id: 60192946
    {'hecke_orbit_code': 63050394883851024, 'n': 22, 'trace_an': 0}
  • id: 60192947
    {'hecke_orbit_code': 63050394883851024, 'n': 23, 'trace_an': -24}
  • id: 60192948
    {'hecke_orbit_code': 63050394883851024, 'n': 24, 'trace_an': 0}
  • id: 60192949
    {'hecke_orbit_code': 63050394883851024, 'n': 25, 'trace_an': 2480}
  • id: 60192950
    {'hecke_orbit_code': 63050394883851024, 'n': 26, 'trace_an': 0}
  • id: 60192951
    {'hecke_orbit_code': 63050394883851024, 'n': 27, 'trace_an': -1036}
  • id: 60192952
    {'hecke_orbit_code': 63050394883851024, 'n': 28, 'trace_an': 0}
  • id: 60192953
    {'hecke_orbit_code': 63050394883851024, 'n': 29, 'trace_an': 5532}
  • id: 60192954
    {'hecke_orbit_code': 63050394883851024, 'n': 30, 'trace_an': 0}
  • id: 60192955
    {'hecke_orbit_code': 63050394883851024, 'n': 31, 'trace_an': -2800}
  • id: 60192956
    {'hecke_orbit_code': 63050394883851024, 'n': 32, 'trace_an': 0}
  • id: 60192957
    {'hecke_orbit_code': 63050394883851024, 'n': 33, 'trace_an': 13818}
  • id: 60192958
    {'hecke_orbit_code': 63050394883851024, 'n': 34, 'trace_an': 0}
  • id: 60192959
    {'hecke_orbit_code': 63050394883851024, 'n': 35, 'trace_an': 0}
  • id: 60192960
    {'hecke_orbit_code': 63050394883851024, 'n': 36, 'trace_an': 0}
  • id: 60192961
    {'hecke_orbit_code': 63050394883851024, 'n': 37, 'trace_an': -13238}
  • id: 60192962
    {'hecke_orbit_code': 63050394883851024, 'n': 38, 'trace_an': 0}
  • id: 60192963
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  • id: 60192964
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  • id: 60192966
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  • id: 60192967
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  • id: 60192968
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  • id: 60192969
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  • id: 60192970
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  • id: 60192971
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  • id: 60192972
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  • id: 60192976
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  • id: 60192977
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  • id: 60192978
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  • id: 60192979
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  • id: 60192980
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  • id: 60192981
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  • id: 60192983
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  • id: 60192984
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  • id: 60192985
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  • id: 60192986
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  • id: 60192987
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  • id: 60192989
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  • id: 60192990
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  • id: 60192992
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  • id: 60192996
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  • id: 60193000
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  • id: 60193005
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  • id: 60193008
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  • id: 60193011
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  • id: 60193012
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  • id: 60193018
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  • id: 60193020
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  • id: 60193021
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  • id: 60193022
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  • id: 60193023
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  • id: 60193024
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  • id: 60193025
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  • id: 60193026
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  • id: 60193027
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  • id: 60193028
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  • id: 60193029
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  • id: 60193030
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  • id: 60193031
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  • id: 60193032
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  • id: 60193033
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  • id: 60193034
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  • id: 60193035
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  • id: 60193036
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  • id: 60193037
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  • id: 60193038
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  • id: 60193039
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  • id: 60193040
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  • id: 60193041
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  • id: 60193042
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  • id: 60193043
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  • id: 60193044
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  • id: 60193045
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  • id: 60193046
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  • id: 60193047
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  • id: 60193048
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  • id: 60193049
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  • id: 60193051
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  • id: 60193052
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  • id: 60193053
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  • id: 60193055
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  • id: 60193056
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  • id: 60193057
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  • id: 60193058
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  • id: 60193059
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  • id: 60193060
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  • id: 60193061
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  • id: 60193062
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  • id: 60193063
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  • id: 60193064
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  • id: 60193065
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  • id: 60193066
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  • id: 60193067
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  • id: 60193068
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  • id: 60193069
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  • id: 60193070
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  • id: 60193071
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  • id: 60193072
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  • id: 60193073
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  • id: 60193074
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  • id: 60193076
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  • id: 60193077
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  • id: 60193078
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  • id: 60193079
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  • id: 60193080
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  • id: 60193081
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  • id: 60193082
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  • id: 60193083
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  • id: 60193084
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  • id: 60193085
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  • id: 60193086
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  • id: 60193087
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  • id: 60193088
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  • id: 60193089
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  • id: 60193090
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  • id: 60193091
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  • id: 60193092
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  • id: 60193093
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  • id: 60193094
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  • id: 60193095
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  • id: 60193096
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  • id: 60193097
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  • id: 60193098
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  • id: 60193099
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  • id: 60193100
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  • id: 60193101
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  • id: 60193102
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  • id: 60193108
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  • id: 60193109
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  • id: 60193110
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  • id: 60193111
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  • id: 60193112
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  • id: 60193113
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  • id: 60193117
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  • id: 60193118
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  • id: 60193119
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  • id: 60193120
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    {'hecke_orbit_code': 63050394883851024, 'n': 839, 'trace_an': 21468720}
  • id: 60193159
    {'hecke_orbit_code': 63050394883851024, 'n': 841, 'trace_an': -1109458}
  • id: 60193160
    {'hecke_orbit_code': 63050394883851024, 'n': 853, 'trace_an': 18508}
  • id: 60193161
    {'hecke_orbit_code': 63050394883851024, 'n': 857, 'trace_an': -906234}
  • id: 60193162
    {'hecke_orbit_code': 63050394883851024, 'n': 859, 'trace_an': -23455012}
  • id: 60193163
    {'hecke_orbit_code': 63050394883851024, 'n': 863, 'trace_an': 38986512}
  • id: 60193164
    {'hecke_orbit_code': 63050394883851024, 'n': 877, 'trace_an': 18663394}
  • id: 60193165
    {'hecke_orbit_code': 63050394883851024, 'n': 881, 'trace_an': 9735012}
  • id: 60193166
    {'hecke_orbit_code': 63050394883851024, 'n': 883, 'trace_an': -33349768}
  • id: 60193167
    {'hecke_orbit_code': 63050394883851024, 'n': 887, 'trace_an': -27430872}
  • id: 60193168
    {'hecke_orbit_code': 63050394883851024, 'n': 907, 'trace_an': 74487116}
  • id: 60193169
    {'hecke_orbit_code': 63050394883851024, 'n': 911, 'trace_an': -4084512}
  • id: 60193170
    {'hecke_orbit_code': 63050394883851024, 'n': 919, 'trace_an': 17504264}
  • id: 60193171
    {'hecke_orbit_code': 63050394883851024, 'n': 929, 'trace_an': 23678046}
  • id: 60193172
    {'hecke_orbit_code': 63050394883851024, 'n': 937, 'trace_an': -18603116}
  • id: 60193173
    {'hecke_orbit_code': 63050394883851024, 'n': 941, 'trace_an': 6271650}
  • id: 60193174
    {'hecke_orbit_code': 63050394883851024, 'n': 947, 'trace_an': -24672204}
  • id: 60193175
    {'hecke_orbit_code': 63050394883851024, 'n': 953, 'trace_an': -586188}
  • id: 60193176
    {'hecke_orbit_code': 63050394883851024, 'n': 961, 'trace_an': -10941444}
  • id: 60193177
    {'hecke_orbit_code': 63050394883851024, 'n': 967, 'trace_an': -87394576}
  • id: 60193178
    {'hecke_orbit_code': 63050394883851024, 'n': 971, 'trace_an': 10100076}
  • id: 60193179
    {'hecke_orbit_code': 63050394883851024, 'n': 977, 'trace_an': -37771794}
  • id: 60193180
    {'hecke_orbit_code': 63050394883851024, 'n': 983, 'trace_an': 6003816}
  • id: 60193181
    {'hecke_orbit_code': 63050394883851024, 'n': 991, 'trace_an': 73359152}
  • id: 60193182
    {'hecke_orbit_code': 63050394883851024, 'n': 997, 'trace_an': 1631434}