Newform data - 1040.6.a.a

Formats: - HTML - YAML - JSON - 2025-01-23T03:02:11.134248

• 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': 37440, 'analytic_conductor': 166.79917260549985, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [13, 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': [1040, 1, [911, 261, 417, 561], [1, 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': [[3, [6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100664336, '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': False, 'label': '1040.6.a.a', 'level': 1040, '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, 5, 13], 'level_radical': 130, 'minimal_twist': '65.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-6q^{3}-5^{2}q^{5}+244q^{7}-207q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1040.6.a', 'trace_display': [0, -6, -25, 244], 'trace_hash': 30910760929831450, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.133', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.334', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.758', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 0, -6, 0, -25, 0, 244, 0, -207, 0, -794, 0, -169, 0, 150, 0, -1534, 0, -2706, 0, -1464, 0, 702, 0, 625, 0, 2700, 0, -5038, 0, 3634, 0, 4764, 0, -6100, 0, -7058, 0, 1014, 0, -294, 0, -7618, 0, 5175, 0, 3020, 0, 42729, 0, 9204, 0, 626, 0, 19850, 0, 16236, 0, 30066, 0, -5806, 0, -50508, 0, 4225, 0, 12436, 0, -4212, 0, -4734, 0, -14694, 0, -3750, 0, -193736, 0, 39804, 0, 34101, 0, 41776, 0, 38350, 0, 30228, 0, 7970, 0, -41236, 0, -21804, 0, 67650, 0, -78050, 0, 164358, 0, -23010, 0, -121706, 0, 36600, 0, 70142, 0, -195878, 0, 42348, 0, -100238, 0, -17550, 0, 34983, 0, -374296, 0, 469385, 0, 1764, 0, -15625, 0, -39286, 0, 45708, 0, -211460, 0, -660264, 0, -67500, 0, 26302, 0, -1344, 0, -18120, 0, 134186, 0, 125950, 0, -256374, 0, -49086, 0, 357998, 0, 317538, 0, -90850, 0, 45450, 0, -3756, 0, 171288, 0, 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-70158850, 0, -73705888, 0, -11668080, 0, 172622788, 0, -174857694, 0, -2343750, 0, -3139078, 0, -265616406, 0, -444752748, 0, -142240776, 0, -21285550, 0, -64961832, 0, 230335742, 0, -21099004, 0, 55000860, 0, 78848050, 0, 255444088, 0, -207232668, 0, 242661282, 0, -399523332, 0, -5892900, 0, 22898702, 0, 29326752, 0, 43327206, 0, 275377198, 0, -11876100, 0, -12781800, 0, 62265060, 0, 153765092, 0, -59786220, 0, -121085000, 0, -887880, 0, 39851616, 0, 219636102, 0, -279757798, 0, -39423150, 0, 8295534, 0, 269524840, 0, 5068596, 0, -62652568, 0, -3764150, 0, 143234424, 0, -223261298, 0, 257463048, 0, -183546072, 0, 26921700, 0, 329336436, 0, -34780860, 0, -4418308, 0, -60501662, 0, -31719000, 0, 221753544, 0, 461888856, 0, -39673800, 0, -279814990, 0, 24877500, 0, -67443840, 0, 88033368, 0, 109617976, 0, 92956884, 0, -6042150, 0, -208489568, 0, -53663922, 0, -160548388, 0, -12966278, 0, -99039600, 0, 186139378, 0, 53581112, 0, 21220056, 0, -147485886, 0, 79919750, 0, 4422348, 0, -12562326, 0, 135176764, 0, -27659784, 0, 15353650, 0, -110376222, 0, 4339764, 0, -23006360, 0, 227724956, 0, 21313125, 0, 198631290, 0, -152204570, 0, 45441540, 0, -189804252, 0, -140101300, 0, 114265200, 0, -81814318, 0, -7681050, 0, -182314836, 0, -10582050, 0, 5594940, 0, -99331032, 0, -478441544, 0, 17029402, 0, 3945300, 0, -720036590, 0, 23849892, 0, 2697210, 0, -91364382, 0, -183402600, 0, 634764, 0, -15070206, 0, 530045868, 0, -122755980, 0, 26110000, 0, 45192424, 0, -523087200, 0, -86995218, 0, 129437354, 0, -201600, 0, -170489244, 0, 131858446, 0, -2705976, 0, -28947672, 0, -28289800, 0, 249848586, 0, 49192934, 0, -270442752, 0, -91229892, 0, -86924650, 0, -325509522, 0, -114593688, 0, 132256170, 0, -75778206, 0, 15628500, 0, 74028372, 0, 995748, 0, 33686640, 0, -218837516, 0, 23968750, 0, 108499620, 0, -158823054, 0, -222950104, 0, 107470800, 0, 35416600, 0, 342696282, 0, -15306408, 0, 261431058, 0, 101873056, 0, 20127900, 0, 271244028, 0, 437698912, 0, -38716866, 0, -130900774, 0, 85260950, 0, -124857408, 0, 60264724, 0, -365618130, 0, 178177584, 0, 85180550, 0, -427345092, 0, -56239830, 0, 35958468, 0, -184044, 0, 18892500, 0, -588609008, 0, -140209494, 0, -155403612, 0, -212205828, 0, 47490300, 0, 227885400, 0, -677948960, 0, -525663352, 0, -70116072, 0, -177278400, 0, -4826809, 0, 117784020, 0, -17203356, 0, -197978120, 0, 221122575, 0, -88653318, 0, -220224607, 0, 59245104, 0, 13826234, 0, -205877050, 0, -100461420, 0, 633462552, 0, 78272962, 0, -94663998, 0, 4981250, 0, 324379640, 0, 33463512, 0, -54791100, 0, 976041968, 0, -7362900, 0, 392003874, 0, 252293412, 0, 112795200, 0, -3918060, 0, 32400150, 0, -102687888, 0, -85037082, 0, 101105610, 0, 74421048, 0, -5835900, 0, 40978748, 0, 21248136, 0, 1012844976, 0, -53397996, 0, 53699700, 0, -91533708, 0, -173804342, 0, -26230188, 0, -266599826, 0, -25772500, 0, 115379316, 0, -4768868, 0, -254781590, 0, 126294228, 0, -42048950, 0, -114477766, 0, 286765392, 0, -200532552, 0, 240874042, 0, 103545000, 0, 94688274, 0, -1270155810, 0, 30486924, 0, 129041580, 0, 80165750, 0, -135930396, 0, -291595542, 0, -110135636, 0, 45784674, 0, -131592600, 0, 223803144, 0, -69031572, 0, -794892456, 0, -16153020, 0, -13627500, 0, 98311356, 0, -40347268, 0, 356485464, 0, 148043586, 0, -206703250, 0, -4773384, 0, -138327436, 0, 158559078, 0, -22552776, 0, -75859600, 0, 106091008, 0, -171800838, 0, -215593938, 0, -34172138, 0, 6817500, 0, 127008466, 0, 546300872, 0, 5802672, 0, 2061696, 0, -151217300, 0, 290457018, 0, -85437612, 0, 193657978, 0, 146748432, 0, 42281250, 0, -38082706, 0, -5887284, 0, 398380754, 0, -443352650, 0, 3239550, 0, -704036624, 0, -522179450, 0, 171043236, 0, 214180722, 0, 91366950, 0, 27796080, 0, 197289466, 0, 825145889, 0, 21519000, 0, -29820050, 0, -210467488, 0, -70002216, 0, 226914738, 0, 106307916, 0, 25693200, 0, 79754610, 0, -8839404, 0, 120671478, 0, 346326468, 0, -48781250, 0, -65347188, 0, -834012008, 0, -205841324, 0, 77120820, 0, 178271000, 0, -521060538, 0, -216708714, 0, -189538674, 0, 575087016, 0, -883800, 0, 40875062, 0, 144647736, 0, -123685848, 0, 16963016, 0, 143137800, 0, -111337200, 0, 354877518, 0, 49239684, 0, 57636276, 0, -193207300, 0, 137815938, 0, 85745244, 0, -918403800, 0, -551452246, 0, 102723750, 0, 11085298, 0, -87773288, 0, 144190464, 0, -57562752, 0, 28877400, 0, -66497964, 0, 572210760, 0, 1890520, 0, -228654270, 0, -179312750, 0, -699313912, 0, 393277716, 0, 1706964, 0, -428349288, 0, -31915800, 0, -137506356, 0, -46578766, 0, 123923034, 0, -800846552, 0, -72652650, 0, -41358156, 0, 10345820, 0, 34132618, 0, -29221770, 0, -14381250, 0, 1182506228, 0, -188126982, 0, -264502724, 0, 75297924, 0, 4284150, 0, -229042788, 0, 578872892, 0, -687179640, 0, -366103344, 0, 209281350, 0, -92995578, 0, 552727450, 0, 64447832, 0, 29728296, 0, 89633400, 0, 302209458, 0, 4100796, 0, -90958842, 0, 958356412, 0, 182655000, 0, -549168932, 0, 591957176, 0, 47384532, 0, 151813984, 0, -76066250, 0, 211533360, 0, -206843370, 0, -40152860, 0, 14849352, 0, 59947000, 0, -144298960, 0, 105938856, 0, -351153868, 0, -100754522, 0, 75476700, 0, 26748354, 0, -70367076, 0, -193192893, 0, -71173212, 0, -134332950, 0, 189626256, 0, -126740778, 0, 684750376, 0, 12610104, 0, 131718750, 0, 390098618, 0, -210735000, 0, -36677502, 0, 44230108, 0, 22875000, 0, 33412572, 0, -148508172, 0, 38400948, 0, 590250586, 0, 139363900, 0, 405890982, 0, 207746968, 0, 3636864, 0, 68742492, 0, 148588475, 0, 320627116, 0, 145377804, 0, -215721860, 0, -769556968, 0, 155591550, 0, 71571090, 0, -254073134, 0, 51965196, 0, -52492376, 0, -1242150, 0, 57514704, 0, -69720300, 0, 60928970, 0, 683400564, 0, 43838750, 0, 639007746, 0, 49032720, 0, 115910736, 0, -216241408, 0, -87258600, 0, 723310518, 0, -43173142, 0, 24558066, 0, 3023038, 0, 848170650, 0, 109848552, 0, 675037458, 0, 103710252, 0, 5761704, 0, 151988950, 0, -599189714, 0, 384769944, 0, -485019330, 0, -426168166, 0, 30330300, 0, -363107316, 0, -586173034, 0, -47057244, 0, 36738104, 0, -122423750, 0, -62127000, 0, -318491082, 0, 711979084, 0, -5655456, 0, -197178750, 0, -262755792, 0, 199020864, 0, -579530886, 0, -169189956, 0, -30046050, 0, -3656184, 0, 188684290, 0, 309577440, 0, 93625922, 0, -340820700, 0, -120440472, 0, 28962980, 0, 81502512, 0, -371326536, 0, -242804400, 0, 350167596, 0, -4800276, 0, 9038328, 0, 90799320, 0, 26467500, 0, 88728714, 0, 58971384, 0, -328606200, 0, 329508270, 0, 147136250, 0, -66108444, 0, 310776066, 0, 26034536, 0, 693748044, 0, -32186050, 0, -215430002, 0, 499352724, 0, 11670570, 0, 625142652, 0, 182699400, 0, -780016760, 0, -417803617, 0, -215719308, 0, 393215900, 0, -97881550, 0, 445952106, 0, 618526674, 0, -149851624, 0, -77307084, 0, -62648750, 0, 175618508, 0, 1238328, 0, 132826716, 0, 580416330, 0, -208016100, 0, 583905978, 0, 326392248, 0, -71346672, 0, -288469134, 0, -244544950, 0, -14899716, 0, 1367388688, 0, -489647912, 0, -537404706, 0, -270496200, 0, 426286562, 0, -264056364, 0, -20654658, 0, 103280808, 0, 51091200, 0, -17534120, 0, -968742588, 0, -828035604, 0, -43812574, 0, -10968750, 0, -38506128, 0, 629300982, 0, -94737448, 0, 92539170, 0, -371980850, 0, 147246422, 0, 189383400, 0, 1284690114, 0, 1114120156, 0, 41342100, 0, -42404894, 0, 3610516, 0, 126686544, 0, -413950394, 0, -254833600, 0, -859257828, 0, -605288814, 0, 1391796, 0, 146575992, 0, 12426100, 0, 672491306, 0, 1967616, 0, -27578772, 0, -280936632, 0, 21864375, 0, 205394600, 0, 115924380, 0, -309329388, 0, 276108448, 0, 306621700, 0, 37969080, 0, -80906672, 0, -771875052, 0, -528870600, 0, 245840100, 0, 848384584, 0, -83362992, 0, -148846412, 0, -86501618, 0, 80732700, 0, -216497058, 0, 462865476, 0, -152534160, 0, 533790686, 0, 387194050, 0, 32087016, 0, 265412114, 0, 639068830, 0, 198897696, 0, -233935000, 0, 2202070, 0, -189865782, 0, -831240188, 0, -122987700, 0, 128076000, 0, 613154828, 0, -248084574, 0, -56752284, 0, 4320036, 0, 243927500, 0, -240684858, 0, 12732364, 0], 'weight': 6, '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], [-6], [0], [-25], [0], [244], [0], [-207], [0], [-794], [0], [-169], [0], [150], [0], [-1534], [0], [-2706], [0], [-1464], [0], [702], [0], [625], [0], [2700], [0], [-5038], [0], [3634], [0], [4764], [0], [-6100], [0], [-7058], [0], [1014], [0], [-294], [0], [-7618], [0], [5175], [0], [3020], [0], [42729], [0], [9204], [0], [626], [0], [19850], [0], [16236], [0], [30066], [0], [-5806], [0], [-50508], [0], [4225], [0], [12436], [0], [-4212], [0], [-4734], [0], [-14694], [0], [-3750], [0], [-193736], [0], [39804], [0], [34101], [0], [41776], [0], [38350], [0], [30228], [0], [7970], [0], [-41236], [0], [-21804], [0], [67650], [0], [-78050], [0], [164358], [0]], 'ap': [[0], [-6], [-25], [244], [-794], [-169], [-1534], [-2706], [702], [-5038], [3634], [-7058], [-294], [-7618], [3020], [626], [30066], [-5806], [12436], [-4734], [-14694], [39804], [41776], [7970], [-78050], [-23010], [-121706], [70142], [-195878], [-100238], [-39286], [-211460], [26302], [-1344], [-49086], [357998], [45450], [-5892], [-212772], [503178], [-581724], [202202], [340608], [275614], [538218], [853840], [1001124], [-21364], [880748], [-13030], [-1206998], [187038], [271690], [-102648], [-221182], [-1403174], [-582954], [1046902], [1104610], [908826], [449254], [-1960826], [1793848], [-2412332], [-2154358], [2596158], [917226], [2238938], [-3418082], [2356914], [-3763950], [-3282158], [2426054], [2806354], [-3153922], [475044], [150566], [241686], [-3196790], [423282], [1131592], [3476986], [-3410438], [-3407222], [7091136], [8235082], [-1296006], [1681958], [-3206630], [5263704], [8268130], [-3654678], [-7130840], [-5725512], [7172510], [2906106], [-8371254], [5373318], [-5268750], [-6079558], [7887150], [-5885450], [3915262], [9781798], [10819848], [14879234], [-12264868], [-15487762], [-9757100], [-7579670], [-13623082], [-12036630], [8555094], [13301786], [-9166810], [9964370], [-6641936], [-844766], [5796810], [11240640], [-15492814], [-723294], [-7573590], [16555172], [20459330], [15204982], [-18083270], [20809568], [25900602], [-19630670], [16743570], [-5577252], [-12403508], [4371698], [-21049038], [22655066], [11505262], [-967112], [-28507206], [10891198], [-12853470], [-9606046], [-14290874], [-24031744], [11082994], [6893026], [-683466], [-7897422], [-35255560], [-17656476], [-6400158], [-11457082], [-24229634], [-8660866], [7842874], [942576], [20073412], [11018074], [35953218], [12884514], [11891112], [44009394], [-21114424], [-24429332], [51554898], [13893832], [-33149616], [9458714], [33090794], [795106], [-17097034], [435386], [20098780], [-5087366], [55916120], [-5236070], [60347390], [17263970], [-13755378], [36221126], [1435100], [66049256], [-11337142], [-24268394], [56397912], [70650138], [29396874], [49429192], [-41471390], [33805990], [-4545614], [-8022744], [-93425204], [-64040742], [-61664382], [75871354], [9388970], [-31429918], [-1514478], [-69358902], [81837122], [13891808], [-60209222], [-43584682], [-72387966], [-12460078], [8169766], [-33759094], [7142634], [2411032], [-64317318], [61396090], [-120269662], [-46540848], [-7115058], [-85441646], [50803582], [5787410], [-29552528], [95497138], [2273290], [111552770], [-48457390], [117632188], [-96722990], [99453146], [-66112742], [145423884], [13071474], [68370878], [-25532182], [-146504728], [-121022582], [34350186], [88903514], [107319024], [-7030670], [128680774], [-86676564], [-108340680], [-20781064], [-145322216], [13756842], [-145260110], [140423766], [32932952], [-3024700], [-83371042], [141658710], [-53300130], [-189162986], [-91314478], [-63617004], [173907370], [-62499942], [-110988582], [68382618], [36309372], [-64067822], [188418570], [-212608266], [152409654], [-18667734], [18085970], [-10761150], [35579344], [-78117310], [134555778], [99929268], [-160613310], [-195290602], [223712444], [70949542], [46111312], [19028170], [207885660], [-42661036], [-1958870], [185636610], [-182569608], [-39413198], [134187078], [89934726], [-137118366], [-73705888], [172622788], [-174857694], [-3139078], [-265616406], [230335742], [242661282], [22898702], [275377198], [219636102], [-279757798], [-223261298], [257463048], [-279814990], [88033368], [-208489568], [-12966278], [186139378], [53581112], [-147485886], [135176764], [-110376222], [198631290], [-152204570], [-81814318], [17029402], [-91364382], [-15070206], [-86995218], [129437354], [-170489244], [131858446], [49192934], [132256170], [-75778206], [-158823054], [-222950104], [342696282], [261431058], [101873056], [-130900774], [-365618130], [-140209494], [-197978120], [-88653318], [13826234], [78272962], [392003874], [252293412], [-3918060], [101105610], [-91533708], [-173804342], [-266599826], [-254781590], [-114477766], [240874042], [94688274], [-291595542], [-110135636], [148043586], [-138327436], [158559078], [106091008], [-215593938], [127008466], [193657978], [-38082706], [398380754], [-443352650], [-522179450], [214180722], [197289466], [226914738], [79754610], [346326468], [-521060538], [-189538674], [40875062], [354877518], [137815938], [-551452246], [11085298], [-428349288], [34132618], [-264502724], [578872892], [-366103344], [552727450], [64447832], [302209458], [-206843370], [-351153868], [-100754522], [-126740778], [390098618], [-36677502], [590250586], [320627116], [71571090], [-254073134], [-52492376], [60928970], [639007746], [-216241408], [723310518], [-43173142], [3023038], [675037458], [-599189714], [-485019330], [-426168166], [-586173034], [-318491082], [711979084], [-579530886], [188684290], [93625922], [350167596], [88728714], [310776066], [26034536], [-215430002], [11670570], [625142652], [618526674], [580416330], [583905978], [-288469134], [-489647912], [426286562], [-20654658], [629300982], [147246422], [-42404894], [-413950394], [-605288814], [672491306], [205394600], [-80906672], [-86501618], [-216497058], [533790686], [265412114], [639068830], [12732364]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100664336, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1040.6.a.a', 'level': 1040, 'maxp': 2999, 'weight': 6}
• 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': [15, 16, 16, 13, 15, 14, 14, 17], 'Nk2': 37440, 'analytic_conductor': 166.79917260549985, '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': [1040, 1, [911, 261, 417, 561], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 828, 'dim': 120, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664336, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 4, 4, 4, 4, 6, 6, 6, 7, 7, 7, 8, 8, 8, 8, 8], 'label': '1040.6.a', 'level': 1040, '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, 5, 13], 'level_radical': 130, 'mf_dim': 852, 'mf_new_dim': 120, 'num_forms': 27, 'plus_dim': 56, 'prim_orbit_index': 1, 'relative_dim': 120, 'sturm_bound': 1008, 'trace_bound': 7, 'trace_display': [0, 0, 0, 196], 'traces': [120, 0, 0, 0, 0, 0, 196, 0, 9632, 0, -1208, 0, 0, 0, 900, 0, -2008, 0, -2360, 0, 1640, 0, 1672, 0, 75000, 0, 0, 0, -16104, 0, -7160, 0, 3840, 0, 0, 0, 21296, 0, 0, 0, 11608, 0, 32072, 0, -11800, 0, 44180, 0, 288120, 0, 26800, 0, 66968, 0, 0, 0, 96000, 0, 0, 0, -60648, 0, -81860, 0, 0, 0, 7292, 0, 43160, 0, 83056, 0, 107256, 0, 0, 0, -42472, 0, -104400, 0, 742304, 0, -458420, 0, 132400, 0, -262728, 0, 214272, 0, 0, 0, 0, 0, 0, 0, -232584, 0, -121248, 0, 49872, 0, 315624, 0, 83800, 0, 344392, 0, 46176, 0, -295640, 0, -429000, 0, 123100, 0, 0, 0, 979872, 0, 1230928, 0, -363096, 0, 0, 0, -1128712, 0, 70712, 0, 523344, 0, 462600, 0, 291600, 0, 183832, 0, 569968, 0, 780728, 0, 408980, 0, 0, 0, 2654792, 0, -314880, 0, 1202832, 0, -272376, 0, 0, 0, -254608, 0, 1700608, 0, 1175352, 0, -680068, 0, 0, 0, 1044284, 0, 3427320, 0, 1108792, 0, -87624, 0, 122500, 0, 2408032, 0, 122624, 0, -460792, 0, 2095504, 0, 0, 0, 1230072, 0, -1403760, 0, 236288, 0, 1242328, 0, -456300, 0, -3664400, 0, -1638416, 0, -276392, 0, -3120640, 0, -227400, 0, -4530704, 0, 2029368, 0, 621024, 0, -1131632, 0, 2536900, 0, -199592, 0, 1150616, 0, 461032, 0, 5412028, 0, 6020000, 0, 1217020, 0, -1223208, 0, -8901888, 0, 4343216, 0, -2136800, 0, 4601488, 0, 2808800, 0, -601560, 0, -793960, 0, 1668200, 0, 732108, 0, 966680, 0, 2929184, 0, -10205088, 0, 1560600, 0, -1100800, 0, 6949984, 0, -4192520, 0, 6378616, 0, -23200, 0, -203600, 0, 6100624, 0, 627208, 0, 0, 0, -755000, 0, -707080, 0, -8902768, 0, 816296, 0, -1947096, 0, -1856000, 0, -2434768, 0, 11233672, 0, 7818360, 0, 2635168, 0, 2567400, 0, 6374752, 0, 0, 0, 1034216, 0, 19995544, 0, -451800, 0, -885660, 0, 8434888, 0, -16847600, 0, -450648, 0, -6651400, 0, -6273632, 0, 3769648, 0, -3165208, 0, -19107992, 0, 0, 0, 11406168, 0, -2627232, 0, 21365352, 0, 8624880, 0, 0, 0, 1030200, 0, -9527312, 0, 726440, 0, 9835064, 0, -1021000, 0, 17546168, 0, -10516392, 0, 0, 0, -1719416, 0, -6718800, 0, 10319248, 0, -1898624, 0, 23352560, 0, -9860744, 0, 539600, 0, -2397688, 0, 6714856, 0, 39400472, 0, 13048320, 0, 562500, 0, 1323608, 0, -293416, 0, 5227608, 0, 16669460, 0, 0, 0, 38729680, 0, -4751456, 0, -15623056, 0, 4523920, 0, -7489200, 0, -831776, 0, 3875360, 0, 3983264, 0, -1948908, 0, -2867400, 0, -9752544, 0, 16378632, 0, -9134032, 0, 10073368, 0, 5921800, 0, 5834816, 0, -9724144, 0, 9209136, 0, 44753788, 0, -1255000, 0, -1252032, 0, -3663920, 0, -10602632, 0, 9749056, 0, -4541400, 0, -693648, 0, 77344, 0, 36028128, 0, -16729672, 0, 0, 0, 18364856, 0, -1681624, 0, 23714960, 0, -10816704, 0, 4140500, 0, -8154440, 0, 36714496, 0, -4977832, 0, 53386196, 0, 11499600, 0, 27860048, 0, -10895856, 0, -31326576, 0, -30285728, 0, -1475000, 0, 34351720, 0, -2906512, 0, -4594096, 0, -41417528, 0, -4228400, 0, -40471012, 0, 16607288, 0, 27694096, 0, 8699568, 0, 18141600, 0, 17128232, 0, -69640, 0, -9422440, 0, 30424816, 0, -4775600, 0, 0, 0, -9051608, 0, -17643664, 0, -11677968, 0, -18025500, 0, -16185784, 0, 5116432, 0, -34823752, 0, -54137296, 0, 1025000, 0, -6261640, 0, 33760704, 0, 61553776, 0, 0, 0, 26314700, 0, -15575968, 0, 14276816, 0, -8842232, 0, 37973176, 0, 15727200, 0, 17299992, 0, 3766936, 0, 719768, 0, -1361920, 0, -7919000, 0, -15536880, 0, 0, 0, -35264624, 0, 24500776, 0, -16562800, 0, -59154164, 0, -14098088, 0, 53676848, 0, -2019376, 0, 1045000, 0, 5637320, 0, -10286240, 0, -14384640, 0, 35915184, 0, 0, 0, -24043308, 0, -20075128, 0, -31289520, 0, 4829944, 0, -1392600, 0, -26437936, 0, -32230224, 0, 20660032, 0, -50101212, 0, 6224800, 0, -88646128, 0, -29828368, 0, 0, 0, 550288, 0, 13612400, 0, -11033512, 0, -61286944, 0, 1818400, 0, 51973640, 0, 46875000, 0, 32486752, 0, -26518624, 0, 22700240, 0, 46974016, 0, -35324900, 0, -17163640, 0, -80542016, 0, -11160336, 0, -99776812, 0, 14628200, 0, -1538536, 0, 45483432, 0, -10289056, 0, -30348096, 0, 2857800, 0, -37359288, 0, -74013568, 0, 21627296, 0, 14066208, 0, -26077200, 0, -20490016, 0, -98905640, 0, -74920296, 0, 31252152, 0, 0, 0, -62469400, 0, -38929616, 0, 30906808, 0, -23873420, 0, -25307600, 0, -19803984, 0, -3724760, 0, 74142544, 0, -43556104, 0, 23185200, 0, 40457184, 0, -28949056, 0, -26146960, 0, -11478568, 0, -11676200, 0, -83069656, 0, 51085768, 0, -56881952, 0, -48956288, 0, -6134700, 0, -75140640, 0, 18317984, 0, -46276584, 0, -23872712, 0, -10065000, 0, -94128024, 0, 49274744, 0, 49066864, 0, -14578976, 0, 41261100, 0, 109377032, 0, 119136776, 0, 39735280, 0, -24512012, 0, -13368400, 0, -10363740, 0, -6713496, 0, -44454304, 0, -165712288, 0, -8446800, 0, -18074600, 0, -38429520, 0, -64812992, 0, -216986816, 0, 42897600, 0, 25884716, 0, -44003264, 0, 17042464, 0, -7867472, 0, -4475000, 0, -156160352, 0, -23717856, 0, 18862200, 0, -86345224, 0, 6251600, 0, -73907884, 0, 58290984, 0, -83223776, 0, 0, 0, 29183400, 0, 113565088, 0, 10035552, 0, 27432416, 0, -64082864, 0, -2242600, 0, 117661464, 0, 54326168, 0, -76400976, 0, -47863392, 0, 3690600, 0, 28725232, 0, 53545960, 0, 9964656, 0, -214233664, 0, 2400000, 0, 3228068, 0, -6115704, 0, 42839744, 0, -52797112, 0, 25613400, 0, 59355232, 0, -11183368, 0, -28536168, 0, 66738040, 0, 0, 0, -20845476, 0, -50722568, 0, -110797824, 0, 64587392, 0, -32519000, 0, -116536848, 0, -76167760, 0, 106883824, 0, -49674612, 0, -384000, 0, -99961504, 0, -151049424, 0, -24112920, 0, 57924760, 0, 0, 0, 5620128, 0, 58888872, 0, -46088664, 0, 58722064, 0, -52773600, 0, -91670960, 0, 107210168, 0, 15817448, 0, 69663208, 0, 31055600, 0, -26761488, 0, 191371104, 0, -57600224, 0, 44565144, 0, 4504400, 0, -147091328, 0, -125257504, 0, 203378480, 0, -29898792, 0, 62758800, 0, -179510912, 0, 105139760, 0, -55159624, 0, -34887684, 0, 13310000, 0, 11970376, 0, -100140632, 0, -95846832, 0, 64444624, 0, -59011400, 0, -133234624, 0, -39515216, 0, -111350840, 0, 104470408, 0, 18142400, 0, 101740292, 0, 0, 0, -90627608, 0, -333600, 0, -21888600, 0, 175806144, 0, 100410416, 0, 40064176, 0, 116272288, 0, -900400, 0, 7424564, 0, -61727904, 0, 46173072, 0, 51496496, 0, 0, 0, 229798904, 0, 59064512, 0, 114976320, 0, -143092796, 0, -57890800, 0, 204197448, 0, -72183256, 0, -100411328, 0, -129891216, 0, -50335600, 0, -148862088, 0, -23214808, 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: 628609
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1040.6.a.a', 'source_level': 1040, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '65.6.a.a', 'target_level': 65, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 628610
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1040.6.a.a', 'source_level': 1040, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '325.6.a.a', 'target_level': 325, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 628611
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1040.6.a.a', 'source_level': 1040, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '325.6.b.a', 'target_level': 325, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 628612
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1040.6.a.a', 'source_level': 1040, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '585.6.a.a', 'target_level': 585, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 628613
    {'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1040.6.a.a', 'source_level': 1040, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '845.6.a.a', 'target_level': 845, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 628614
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1040.6.a.a', 'source_level': 1040, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1040.6.a.a', 'target_level': 1040, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1626050
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 2}
  • id: 1626051
    {'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 3}
  • id: 1626052
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 5}
  • id: 1626053
    {'charpoly_factorization': [[[-244, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 7}
  • id: 1626054
    {'charpoly_factorization': [[[794, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 11}
  • id: 1626055
    {'charpoly_factorization': [[[169, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 13}
  • id: 1626056
    {'charpoly_factorization': [[[1534, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 17}
  • id: 1626057
    {'charpoly_factorization': [[[2706, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 19}
  • id: 1626058
    {'charpoly_factorization': [[[-702, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 23}
  • id: 1626059
    {'charpoly_factorization': [[[5038, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 29}
  • id: 1626060
    {'charpoly_factorization': [[[-3634, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 31}
  • id: 1626061
    {'charpoly_factorization': [[[7058, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 37}
  • id: 1626062
    {'charpoly_factorization': [[[294, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 41}
  • id: 1626063
    {'charpoly_factorization': [[[7618, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 43}
  • id: 1626064
    {'charpoly_factorization': [[[-3020, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 47}
  • id: 1626065
    {'charpoly_factorization': [[[-626, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 53}
  • id: 1626066
    {'charpoly_factorization': [[[-30066, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 59}
  • id: 1626067
    {'charpoly_factorization': [[[5806, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 61}
  • id: 1626068
    {'charpoly_factorization': [[[-12436, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 67}
  • id: 1626069
    {'charpoly_factorization': [[[4734, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 71}
  • id: 1626070
    {'charpoly_factorization': [[[14694, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 73}
  • id: 1626071
    {'charpoly_factorization': [[[-39804, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 79}
  • id: 1626072
    {'charpoly_factorization': [[[-41776, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 83}
  • id: 1626073
    {'charpoly_factorization': [[[-7970, 1], 1]], 'hecke_orbit_code': 100664336, 'p': 89}
  • id: 1626074
    {'charpoly_factorization': [[[78050, 1], 1]], 'hecke_orbit_code': 100664336, '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': 1, 'label': '1040.6.a.a', 'level': 1040, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3486612
    {'hecke_orbit_code': 100664336, 'n': 1, 'trace_an': 1}
  • id: 3486613
    {'hecke_orbit_code': 100664336, 'n': 2, 'trace_an': 0}
  • id: 3486614
    {'hecke_orbit_code': 100664336, 'n': 3, 'trace_an': -6}
  • id: 3486615
    {'hecke_orbit_code': 100664336, 'n': 4, 'trace_an': 0}
  • id: 3486616
    {'hecke_orbit_code': 100664336, 'n': 5, 'trace_an': -25}
  • id: 3486617
    {'hecke_orbit_code': 100664336, 'n': 6, 'trace_an': 0}
  • id: 3486618
    {'hecke_orbit_code': 100664336, 'n': 7, 'trace_an': 244}
  • id: 3486619
    {'hecke_orbit_code': 100664336, 'n': 8, 'trace_an': 0}
  • id: 3486620
    {'hecke_orbit_code': 100664336, 'n': 9, 'trace_an': -207}
  • id: 3486621
    {'hecke_orbit_code': 100664336, 'n': 10, 'trace_an': 0}
  • id: 3486622
    {'hecke_orbit_code': 100664336, 'n': 11, 'trace_an': -794}
  • id: 3486623
    {'hecke_orbit_code': 100664336, 'n': 12, 'trace_an': 0}
  • id: 3486624
    {'hecke_orbit_code': 100664336, 'n': 13, 'trace_an': -169}
  • id: 3486625
    {'hecke_orbit_code': 100664336, 'n': 14, 'trace_an': 0}
  • id: 3486626
    {'hecke_orbit_code': 100664336, 'n': 15, 'trace_an': 150}
  • id: 3486627
    {'hecke_orbit_code': 100664336, 'n': 16, 'trace_an': 0}
  • id: 3486628
    {'hecke_orbit_code': 100664336, 'n': 17, 'trace_an': -1534}
  • id: 3486629
    {'hecke_orbit_code': 100664336, 'n': 18, 'trace_an': 0}
  • id: 3486630
    {'hecke_orbit_code': 100664336, 'n': 19, 'trace_an': -2706}
  • id: 3486631
    {'hecke_orbit_code': 100664336, 'n': 20, 'trace_an': 0}
  • id: 3486632
    {'hecke_orbit_code': 100664336, 'n': 21, 'trace_an': -1464}
  • id: 3486633
    {'hecke_orbit_code': 100664336, 'n': 22, 'trace_an': 0}
  • id: 3486634
    {'hecke_orbit_code': 100664336, 'n': 23, 'trace_an': 702}
  • id: 3486635
    {'hecke_orbit_code': 100664336, 'n': 24, 'trace_an': 0}
  • id: 3486636
    {'hecke_orbit_code': 100664336, 'n': 25, 'trace_an': 625}
  • id: 3486637
    {'hecke_orbit_code': 100664336, 'n': 26, 'trace_an': 0}
  • id: 3486638
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  • id: 3486639
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  • id: 3486640
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  • id: 3486642
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  • id: 3486650
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  • id: 3486660
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  • id: 3486662
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  • id: 3486663
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  • id: 3486664
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  • id: 3486666
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  • id: 3486667
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  • id: 3486669
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  • id: 3486670
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  • id: 3486680
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  • id: 3486681
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  • id: 3486682
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  • id: 3486683
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  • id: 3486684
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  • id: 3486685
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  • id: 3486686
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  • id: 3486687
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  • id: 3486689
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  • id: 3486690
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  • id: 3486692
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  • id: 3486699
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  • id: 3486700
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  • id: 3486702
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  • id: 3486710
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  • id: 3486711
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  • id: 3486712
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  • id: 3486713
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  • id: 3486714
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  • id: 3486715
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  • id: 3486716
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  • id: 3486717
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  • id: 3486718
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  • id: 3486719
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  • id: 3486720
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  • id: 3486721
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  • id: 3486722
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  • id: 3486723
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  • id: 3486724
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  • id: 3486725
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  • id: 3486726
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  • id: 3486727
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  • id: 3486728
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  • id: 3486729
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  • id: 3486730
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  • id: 3486731
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  • id: 3486732
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  • id: 3486733
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  • id: 3486734
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  • id: 3486735
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  • id: 3486736
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  • id: 3486737
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  • id: 3486738
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  • id: 3486739
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  • id: 3486740
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  • id: 3486741
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  • id: 3486742
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  • id: 3486743
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  • id: 3486744
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  • id: 3486745
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  • id: 3486746
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  • id: 3486747
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  • id: 3486748
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  • id: 3486749
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  • id: 3486750
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  • id: 3486751
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  • id: 3486752
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  • id: 3486753
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  • id: 3486754
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  • id: 3486755
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  • id: 3486756
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  • id: 3486757
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  • id: 3486758
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  • id: 3486759
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  • id: 3486760
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  • id: 3486761
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  • id: 3486762
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  • id: 3486763
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  • id: 3486764
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  • id: 3486765
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  • id: 3486766
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  • id: 3486767
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  • id: 3486768
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  • id: 3486769
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  • id: 3486770
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  • id: 3486771
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  • id: 3486772
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  • id: 3486773
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  • id: 3486774
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  • id: 3486775
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  • id: 3486776
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  • id: 3486777
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  • id: 3486778
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  • id: 3486779
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  • id: 3486780
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  • id: 3486781
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  • id: 3486782
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  • id: 3486783
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  • id: 3486784
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  • id: 3486785
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  • id: 3486786
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  • id: 3486787
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  • id: 3486788
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  • id: 3486789
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  • id: 3486790
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  • id: 3486791
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  • id: 3486792
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  • id: 3486793
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  • id: 3486795
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  • id: 3486796
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  • id: 3486797
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  • id: 3486798
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  • id: 3486801
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  • id: 3486812
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  • id: 3486822
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  • id: 3486823
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  • id: 3486831
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  • id: 3486832
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  • id: 3486836
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  • id: 3486844
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  • id: 3486846
    {'hecke_orbit_code': 100664336, 'n': 841, 'trace_an': 4870295}
  • id: 3486847
    {'hecke_orbit_code': 100664336, 'n': 853, 'trace_an': -683466}
  • id: 3486848
    {'hecke_orbit_code': 100664336, 'n': 857, 'trace_an': -7897422}
  • id: 3486849
    {'hecke_orbit_code': 100664336, 'n': 859, 'trace_an': -35255560}
  • id: 3486850
    {'hecke_orbit_code': 100664336, 'n': 863, 'trace_an': -17656476}
  • id: 3486851
    {'hecke_orbit_code': 100664336, 'n': 877, 'trace_an': -6400158}
  • id: 3486852
    {'hecke_orbit_code': 100664336, 'n': 881, 'trace_an': -11457082}
  • id: 3486853
    {'hecke_orbit_code': 100664336, 'n': 883, 'trace_an': -24229634}
  • id: 3486854
    {'hecke_orbit_code': 100664336, 'n': 887, 'trace_an': -8660866}
  • id: 3486855
    {'hecke_orbit_code': 100664336, 'n': 907, 'trace_an': 7842874}
  • id: 3486856
    {'hecke_orbit_code': 100664336, 'n': 911, 'trace_an': 942576}
  • id: 3486857
    {'hecke_orbit_code': 100664336, 'n': 919, 'trace_an': 20073412}
  • id: 3486858
    {'hecke_orbit_code': 100664336, 'n': 929, 'trace_an': 11018074}
  • id: 3486859
    {'hecke_orbit_code': 100664336, 'n': 937, 'trace_an': 35953218}
  • id: 3486860
    {'hecke_orbit_code': 100664336, 'n': 941, 'trace_an': 12884514}
  • id: 3486861
    {'hecke_orbit_code': 100664336, 'n': 947, 'trace_an': 11891112}
  • id: 3486862
    {'hecke_orbit_code': 100664336, 'n': 953, 'trace_an': 44009394}
  • id: 3486863
    {'hecke_orbit_code': 100664336, 'n': 961, 'trace_an': -15423195}
  • id: 3486864
    {'hecke_orbit_code': 100664336, 'n': 967, 'trace_an': -21114424}
  • id: 3486865
    {'hecke_orbit_code': 100664336, 'n': 971, 'trace_an': -24429332}
  • id: 3486866
    {'hecke_orbit_code': 100664336, 'n': 977, 'trace_an': 51554898}
  • id: 3486867
    {'hecke_orbit_code': 100664336, 'n': 983, 'trace_an': 13893832}
  • id: 3486868
    {'hecke_orbit_code': 100664336, 'n': 991, 'trace_an': -33149616}
  • id: 3486869
    {'hecke_orbit_code': 100664336, 'n': 997, 'trace_an': 9458714}