Newform data - 448.6.a.q

Formats: - HTML - YAML - JSON - 2025-04-07T04:48:12.871744

• 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': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 177, 'field_disc_factorization': [[3, 1], [59, 1]], 'field_poly': [-44, -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, [-8, 26, 1]], [5, [-3464, -62, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594138591680, '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': '448.6.a.q', 'level': 448, '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, 7], 'level_radical': 14, 'minimal_twist': '56.6.a.c', 'nf_label': '2.2.177.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-13-\\beta )q^{3}+(31+5\\beta )q^{5}-7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.6.a', 'trace_display': [0, -26, 62, -98], 'trace_hash': 931913814108447608, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.896', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.936', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.688', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -26, 0, 62, 0, -98, 0, 206, 0, 972, 0, -78, 0, -2576, 0, 560, 0, 2642, 0, 1274, 0, -2272, 0, 4522, 0, -5564, 0, 7808, 0, -5444, 0, -10512, 0, -3038, 0, -576, 0, -24120, 0, -16888, 0, -8396, 0, 52406, 0, 4532, 0, 4802, 0, -9404, 0, -1420, 0, 19512, 0, -47444, 0, 34146, 0, -19106, 0, -10094, 0, 123252, 0, 56952, 0, -58256, 0, 7224, 0, 128828, 0, -168526, 0, -47628, 0, -52808, 0, 92366, 0, -84486, 0, 27980, 0, -106460, 0, -130972, 0, 3822, 0, 116792, 0, 147392, 0, 194624, 0, 44892, 0, 176622, 0, 333252, 0, 126224, 0, 91296, 0, -155480, 0, 237588, 0, -81576, 0, 368528, 0, 645450, 0, -27440, 0, 163034, 0, 85732, 0, 495132, 0, 343544, 0, 228800, 0, -284558, 0, -129458, 0, -522944, 0, 130828, 0, 306942, 0, 379336, 0, -188712, 0, 266828, 0, -62426, 0, -88628, 0, -729128, 0, 112904, 0, -398864, 0, 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0, -1079028936, 0, -441299008, 0, 97419818, 0, -148808958, 0, 47897010, 0, -1038812532, 0, -529710272, 0, -51229904, 0, -1157717968, 0, -182231808, 0, -129035954, 0, 2690786, 0, -212190672, 0, -388872204, 0, 228074338, 0, 260531644, 0, -417280304, 0, 497226528, 0, -86409932, 0, -620267604, 0, 405608168, 0, -1448241612, 0, -529147656, 0, -953397728, 0, -198743888, 0, -298920776, 0, -135142668, 0, -9747288, 0, 501739212, 0, 610406068, 0, -256728382, 0, -522772960, 0, -85242752, 0, -939223296, 0, 58723632, 0, 638574448, 0, -393457920, 0, -11741828, 0, -892647056, 0, -3409420, 0, 486856416, 0, -244102070, 0, 64215172, 0, 486806460, 0, 53978112, 0, -334808336, 0, 147792820, 0, -1074881760, 0, 159669616, 0, 536651456, 0, -565976168, 0, -114507014, 0, 480682232, 0, 407159424, 0, 158989488, 0, 186921216, 0, -742231772, 0, -168100304, 0, -149149280, 0, -538088322, 0, -2320836, 0, 513227628, 0, 212268124, 0, -641414738, 0, -426521696, 0, 363719848, 0, -462639528, 0, -94195836, 0, 1046708688, 0, 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-927567588, 0, -84742462, 0, -1465174624, 0, 1022315616, 0, 987515670, 0, 236906516, 0, 489600248, 0, -757948064, 0, -8669668, 0, 1372115064, 0, -860228664, 0, -336554520, 0, 1902180768, 0, 926311110, 0, 1063812312, 0, 535460044, 0, 408729836, 0, 216361020, 0, 494392064, 0, 527444484, 0, -152269034, 0, 352433952, 0, -94305400, 0, 916851636, 0, 1291685092, 0, -693145152, 0, 1038224616, 0, 842041504, 0, 1289646744, 0, -45873506, 0, 912713600, 0, -1256426752, 0, -359459600, 0, 194754792, 0, 970442572, 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], [0, 0], [-13, -1], [0, 0], [31, 5], [0, 0], [-49, 0], [0, 0], [103, 26], [0, 0], [486, -6], [0, 0], [-39, 71], [0, 0], [-1288, -96], [0, 0], [280, 6], [0, 0], [1321, 37], [0, 0], [637, 49], [0, 0], [-1136, 248], [0, 0], [2261, 310], [0, 0], [-2782, -198], [0, 0], [3904, 14], [0, 0], [-2722, -130], [0, 0], [-5256, -408], [0, 0], [-1519, -245], [0, 0], [-288, -650], [0, 0], [-12060, -884], [0, 0], [-8444, 378], [0, 0], [-4198, -338], [0, 0], [26203, 1321], [0, 0], [2266, -1238], [0, 0], [2401, 0], [0, 0], [-4702, -358], [0, 0], [-710, 1152], [0, 0], [9756, 2244], [0, 0], [-23722, -1802], [0, 0], [17073, 325], [0, 0], [-9553, -3347], [0, 0], [-5047, -1274], [0, 0], [61626, 2006], [0, 0], [28476, 1240], [0, 0], [-29128, -2088], [0, 0], [3612, -700], [0, 0], [64414, -1260], [0, 0], [-84263, -6291], [0, 0], [-23814, 294], [0, 0], [-26404, 1548], [0, 0], [46183, -962], [0, 0], [-42243, 5209], [0, 0], [13990, 1586], [0, 0], [-53230, -4086], [0, 0], [-65486, -2312], [0, 0], [1911, -3479], [0, 0], [58396, 4412], [0, 0], [73696, 7752], [0, 0], [97312, 350], [0, 0], [22446, 12018], [0, 0]], 'ap': [[0, 0], [-13, -1], [31, 5], [-49, 0], [486, -6], [-39, 71], [280, 6], [1321, 37], [-1136, 248], [3904, 14], [-2722, -130], [-288, -650], [-8444, 378], [-4198, -338], [2266, -1238], [-710, 1152], [17073, 325], [-9553, -3347], [28476, 1240], [3612, -700], [64414, -1260], [-26404, 1548], [-42243, 5209], [-65486, -2312], [97312, 350], [88311, -4995], [166626, -2294], [45648, -1372], [-77740, -814], [-40788, 4490], [171772, 1260], [-142279, -5403], [65414, -8292], [153471, 8227], [-44314, -12436], [-364564, 2548], [323409, 14031], [321274, -24138], [-118314, -30754], [453925, -8141], [18680, 24868], [107521, 27191], [-331132, -39100], [391656, -20202], [20886, -57556], [-343634, 1270], [-399244, 55296], [75036, -53284], [151673, -33755], [-1037435, 33259], [-446302, 44888], [281776, 40944], [-215864, 119030], [1401079, 25163], [-685782, -102296], [51900, 26596], [1148901, 24915], [-677048, 16504], [-274342, -88992], [-569814, -100112], [971465, 3037], [-756669, -41527], [-1422455, -31163], [-1598448, 13448], [470804, 165498], [1093326, -84740], [-450838, 150430], [-2783296, -53666], [519426, 205862], [-760163, 162779], [-329790, 203200], [-1440180, 167300], [3050212, -31820], [-1508090, -69652], [961182, -65950], [-946614, -60694], [-2987896, -57730], [248333, 56699], [3690024, 122022], [690240, -396634], [864719, 107771], [88466, -6232], [-293688, 335656], [1151836, 39722], [3687384, -117136], [93884, -417568], [992986, 13592], [1477696, 180742], [2400777, -95433], [2223328, -36176], [-1638099, 496553], [410270, -160834], [-1882768, 434856], [356004, -674728], [-4104260, -219000], [776948, 234444], [2574813, -309893], [6463980, 48610], [7815173, -183543], [-5263402, 196], [4583662, -23702], [7230086, -146524], [4366411, 346951], [11903448, -93682], [5787830, -700230], [952650, 126312], [963643, -861537], [5324670, -64276], [-10751680, 173528], [-2393102, -857736], [10060928, -272288], [2766200, -110226], [-1096056, -332370], [-10683207, 98877], [-8751212, 93836], [-1526768, 123230], [702043, -18681], [1878366, -720730], [4398004, 119410], [-9332650, -382942], [8163931, 742097], [-2337098, -1012780], [2344473, 784959], [-9580644, 406320], [6770417, -1133971], [6929516, -394790], [-4289464, -926018], [20474166, 210918], [131098, 1301970], [-5121433, 314245], [-786278, 915222], [-7404332, 536844], [-7800872, 503160], [-27851344, -215754], [13761432, -142658], [16921252, 291586], [1672571, -972319], [188725, 1984753], [-7963491, -342181], [-3500760, 1034254], [18732357, -415607], [-12757326, -1206888], [-24365312, -213800], [13157424, 1538868], [28203655, 366789], [4216122, -1708158], [-1634347, -1025749], [1195008, 293990], [-15444665, -589957], [-11266004, -976436], [10462360, 1328278], [-23689346, 1140268], [796048, -1085924], [-3802494, -486502], [11185208, 1478220], [12077180, -2023396], [28968896, 183224], [995200, -657826], [28642494, -265836], [5898735, 2621661], [13592782, 1321850], [3864898, -2164888], [9570696, 4384], [-13877783, -3293779], [42575790, -506788], [-48312630, -327646], [-19135608, 409864], [-3608077, -2313287], [23200536, 2528918], [-3956659, -3817725], [-26528204, 864664], [4867593, -344345], [-33342852, 1993636], [21174994, -461272], [-11922738, -2944834], [10478606, 751444], [-6101128, 810972], [40954248, 789182], [45063740, 1252516], [31953119, -494195], [-38998408, 2413992], [18897923, -1585745], [23109428, 130986], [-13420334, 1823176], [-43586292, 1485292], [10211409, -2311769], [13893562, 1848328], [-32325607, -3443771], [-25481754, 3493020], [-56316822, -943574], [-39160726, -866360], [-1089900, 1187464], [20684720, 4900060], [32402769, -473137], [50283784, 7652], [58905414, 713724], [25632448, -5177538], [-27317264, -772322], [14185918, -1725156], [26168000, -1521816], [11839714, -1944736], [-21037590, -1688198], [8428963, -201895], [9080398, -3721972], [37778589, 1921985], [62998959, 2350445], [-19190390, 3073098], [-8230470, -4238026], [8319524, -3043254], [-79231565, -531529], [16944912, -4274802], [61128207, 4155589], [-2833684, 366068], [33450441, 354717], [29103424, 1792776], [19793736, 1435390], [-55197360, -4282944], [-33092500, -266758], [82493472, -2977352], [9487316, -613150], [-24107604, -7495774], [-60003040, 3889912], [14309354, -6511704], [14015808, -3517216], [87401929, 838213], [-3475124, -1897166], [45364458, -5129296], [-29220968, -3594744], [-38381380, -4187644], [-12958530, -3322254], [45881972, 3062930], [-30233401, -3818013], [-71446888, 3751832], [-33273950, 3201016], [18471133, -4510719], [-12497184, 8530960], [-17367112, -5079642], [17538990, 7720052], [-8522660, -6254880], [36125124, 963436], [40530038, 1463554], [1385261, -6623743], [19514716, -9300540], [5903858, -3433872], [-50489154, 2287884], [-21253354, -9532370], [-59344888, -8577816], [59218721, 5244077], [-10662342, -11918994], [-27701576, 8079560], [35067766, 3274692], [40496762, 8890712], [-6481636, -3509916], [74157546, -381120], [-9263233, 3219469], [-101161872, -4722244], [-72939452, -7273110], [-142485133, 4952839], [107590335, 981957], [-85675752, 6512606], [59327632, 2828768], [-127570494, -1963650], [-150395601, 1418069], [16153031, 1340517], [70244784, 3204270], [-126249529, -1249389], [148971734, 3102228], [-4908350, 2711272], [23094000, 14059252], [-76871844, -7973230], [-27397051, 5513075], [119910694, 10151506], [-84990346, -3470980], [-37732284, 5365396], [-166425678, 1974080], [-15081212, -9859396], [-19271638, 7054478], [-156863770, -2743724], [-62189596, -14932854], [-111855195, -6627711], [34340124, 2470172], [162464968, 7037136], [-147222294, -5633470], [-74793525, 14632945], [12674717, 11879809], [103280268, -6461332], [31435914, 14140728], [17265758, 4444164], [-197839734, -1455614], [128926722, 7954752], [-62322294, 4333032], [-147856475, 2305953], [69516536, -4196466], [41378629, -208215], [76198522, 10978264], [55023269, -4114589], [62347896, 6563064], [-15985391, -12886137], [-185908641, 7278131], [-194718949, -4259673], [63643208, -9972930], [46017036, -12920598], [-95763432, -2360536], [-75638070, 19064886], [4228482, -6708346], [-120818554, -3608860], [98296962, -1211242], [-70863325, -5396783], [213036344, 2131616], [80887642, -4490544], [98722924, 8173340], [96055960, 19451678], [120393358, -7818580], [-253072358, -8086154], [-110077292, -5570884], [150007546, 7512560], [120321019, -15126473], [72928256, -12518976], [-98147138, -478884], [330467658, 6348216], [46052015, 9906539], [17062958, -11986636], [258241023, -6056867], [26288828, 12884220], [95908544, -12612186], [23900924, -12638262], [150858622, 17052122], [-55358843, 5609561], [123656724, -6364668], [-295213812, 9444610], [-191571762, 8481068], [297618156, 8424794], [36529466, 11454362], [-30617081, -12160973], [171760952, -10993876], [-277007179, -7995863], [319342316, -6008486], [293933794, 2133984], [-6292390, 668016], [-360912574, -7787534], [-94250514, 7531060], [170468304, -6847162], [-86770167, 18768975], [-154355468, -6568580], [-152962652, -17022734], [2639310, -15834582], [-246381463, 1383247], [129809110, -4349142], [118495892, -6313500], [-163999013, 450289], [282879323, -6402265], [82375090, -12946232], [-322226478, 1285264], [92876010, 3046714], [217346190, -922508], [-275174250, -16327588], [-54385746, -892210], [313168865, 15280389], [-38545518, -32957792], [-145482792, 23359456], [210805174, 3939052], [-49843602, 7624804], [-367153596, -16050684], [-398090328, -7365652], [536763825, -730083], [214024352, 22485062], [13506597, -23365197], [291989616, -4059512], [-220649504, -7626154], [-264855136, -19600388], [-64517977, -34781397], [-106095336, -6512472], [130265822, -34768380], [-208640152, -2174112], [-310133802, 17451364], [-128364191, -22853219], [-196728960, -12777872], [-5870914, -1365764], [-167404168, 11247526], [268325728, -18716314], [-57253507, 24598427], [-84050152, 26362718], [-213260848, -8520184], [-70188102, -12400488], [-230328661, 4313079], [147655320, -34391200], [-21085028, -46975316], [-306814457, -16191779], [233705084, -35858016], [-140586454, -21264022], [-109363840, 22310510], [22151687, -5538131], [449077464, 5206668], [-489693969, 2740203], [241095812, 19303948], [-560883466, -13739204], [249458486, 16224726], [149229748, -16274614], [284351368, -22252260], [-406636848, -373034], [155718303, -17984611], [471520586, -18458104], [232162800, -2883200], [-520377024, -5677402], [104259349, 22891707], [-171741038, -42672006], [-27318758, -39504360], [-552518264, 843462], [-81336513, -16323813], [-257216493, 30771967], [105156390, -43290700], [-4551516, 25435786], [122363174, 45529866], [395452780, 4386696], [-188151990, 8876864], [-434783127, -15341513], [276193124, 4287556], [-43445038, 50779962], [-367476168, 34998278], [-185880940, -30724660], [-305524092, -15254350], [-154072517, 8586369], [-585416904, -4175800], [493757835, -9570081], [-168277260, 20330634], [463155555, 7370801], [204364918, -8266590], [263722242, 8761032], [-76134517, 42871935], [485221286, 8503550]], 'char_orbit_index': 1, 'field_poly': [-44, -1, 1], 'hecke_orbit_code': 72057594138591680, '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': '448.6.a.q', 'level': 448, '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, 15, 14], 'Nk2': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663744, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '448.6.a', 'level': 448, '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, 7], 'level_radical': 14, 'mf_dim': 332, 'mf_new_dim': 60, 'num_forms': 32, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 0, 0, 0, 0, 0, 4860, 0, 0, 0, 0, 0, 0, 0, -808, 0, 0, 0, 0, 0, 0, 0, 43732, 0, 0, 0, -4072, 0, 0, 0, -11344, 0, 0, 0, 10648, 0, 0, 0, 28168, 0, 0, 0, 72048, 0, 0, 0, 144060, 0, 0, 0, -52984, 0, 0, 0, 61616, 0, 0, 0, -96160, 0, 0, 0, -7680, 0, 0, 0, -240432, 0, 0, 0, -10072, 0, 0, 0, 7448, 0, 0, 0, 436076, 0, 0, 0, 264800, 0, 0, 0, -70232, 0, 0, 0, -728064, 0, 0, 0, -160808, 0, 0, 0, -28272, 0, 0, 0, 0, 0, 0, 0, 354168, 0, 0, 0, -65752, 0, 0, 0, 547728, 0, 0, 0, 924364, 0, 0, 0, -43152, 0, 0, 0, 241744, 0, 0, 0, 0, 0, 0, 0, -545800, 0, 0, 0, 2445408, 0, 0, 0, -891552, 0, 0, 0, 34568, 0, 0, 0, -1095240, 0, 0, 0, -1457984, 0, 0, 0, -485296, 0, 0, 0, -222816, 0, 0, 0, 2199220, 0, 0, 0, 2933760, 0, 0, 0, -549296, 0, 0, 0, 1300368, 0, 0, 0, -929280, 0, 0, 0, -1775760, 0, 0, 0, 786824, 0, 0, 0, -1264120, 0, 0, 0, -1435984, 0, 0, 0, 6366112, 0, 0, 0, -871856, 0, 0, 0, 7072992, 0, 0, 0, 0, 0, 0, 0, -4976928, 0, 0, 0, 4027348, 0, 0, 0, -2041024, 0, 0, 0, -1459880, 0, 0, 0, 4430016, 0, 0, 0, 1794072, 0, 0, 0, 0, 0, 0, 0, 1371632, 0, 0, 0, -12108064, 0, 0, 0, -395144, 0, 0, 0, -5123592, 0, 0, 0, 4974400, 0, 0, 0, 10810080, 0, 0, 0, 1522528, 0, 0, 0, 8002088, 0, 0, 0, -356456, 0, 0, 0, -21329776, 0, 0, 0, -997964, 0, 0, 0, -10890448, 0, 0, 0, -3670688, 0, 0, 0, 1918840, 0, 0, 0, -1738240, 0, 0, 0, -4992832, 0, 0, 0, 2517448, 0, 0, 0, -15335672, 0, 0, 0, -11874064, 0, 0, 0, -12243568, 0, 0, 0, 0, 0, 0, 0, 23554616, 0, 0, 0, -5431160, 0, 0, 0, -7596448, 0, 0, 0, 2067136, 0, 0, 0, -13327408, 0, 0, 0, -2254376, 0, 0, 0, 0, 0, 0, 0, -6383620, 0, 0, 0, 20651296, 0, 0, 0, 20294952, 0, 0, 0, -3857336, 0, 0, 0, -2982432, 0, 0, 0, -20980016, 0, 0, 0, 1271648, 0, 0, 0, -25030152, 0, 0, 0, 1813488, 0, 0, 0, 26869936, 0, 0, 0, -3366424, 0, 0, 0, 55785360, 0, 0, 0, -8876792, 0, 0, 0, -1625232, 0, 0, 0, 1914256, 0, 0, 0, 3522984, 0, 0, 0, -8099672, 0, 0, 0, 15372832, 0, 0, 0, 3221912, 0, 0, 0, 26195888, 0, 0, 0, 11668860, 0, 0, 0, -9279872, 0, 0, 0, 1195800, 0, 0, 0, 24406832, 0, 0, 0, 17509736, 0, 0, 0, 14321392, 0, 0, 0, -34897056, 0, 0, 0, -6797672, 0, 0, 0, -15597536, 0, 0, 0, -28707320, 0, 0, 0, -19484480, 0, 0, 0, 34766016, 0, 0, 0, -41263088, 0, 0, 0, -3092688, 0, 0, 0, -217952, 0, 0, 0, 26364704, 0, 0, 0, 2176896, 0, 0, 0, -4874096, 0, 0, 0, 41287200, 0, 0, 0, -48383776, 0, 0, 0, 37850792, 0, 0, 0, -427280, 0, 0, 0, -1787812, 0, 0, 0, -51762592, 0, 0, 0, -22012816, 0, 0, 0, 3141064, 0, 0, 0, -8523584, 0, 0, 0, -23371184, 0, 0, 0, 7856464, 0, 0, 0, -15296920, 0, 0, 0, 2683744, 0, 0, 0, -77818960, 0, 0, 0, 13135272, 0, 0, 0, 80331680, 0, 0, 0, 42244920, 0, 0, 0, 17981040, 0, 0, 0, 26511232, 0, 0, 0, -50878912, 0, 0, 0, -54276616, 0, 0, 0, -54883328, 0, 0, 0, 5793192, 0, 0, 0, 50035648, 0, 0, 0, 0, 0, 0, 0, -42230376, 0, 0, 0, -28095160, 0, 0, 0, -26401248, 0, 0, 0, 108513436, 0, 0, 0, 49830000, 0, 0, 0, 60871472, 0, 0, 0, 0, 0, 0, 0, 11189480, 0, 0, 0, 123243744, 0, 0, 0, 72950096, 0, 0, 0, -103128168, 0, 0, 0, -69337176, 0, 0, 0, 11673296, 0, 0, 0, -1111712, 0, 0, 0, 199609888, 0, 0, 0, -42977000, 0, 0, 0, 80486992, 0, 0, 0, -51172048, 0, 0, 0, -160727872, 0, 0, 0, 90849152, 0, 0, 0, 3016440, 0, 0, 0, -10143920, 0, 0, 0, 34490424, 0, 0, 0, 74421024, 0, 0, 0, 30667032, 0, 0, 0, 66747040, 0, 0, 0, -95572752, 0, 0, 0, -4297888, 0, 0, 0, 119543144, 0, 0, 0, 21197388, 0, 0, 0, 14245056, 0, 0, 0, -86530752, 0, 0, 0, 38146288, 0, 0, 0, -108170784, 0, 0, 0, -8904280, 0, 0, 0, 95757584, 0, 0, 0, -128932520, 0, 0, 0, -20365176, 0, 0, 0, 118899072, 0, 0, 0, 16335160, 0, 0, 0, 48573600, 0, 0, 0, 12686688, 0, 0, 0, -164251072, 0, 0, 0, -16805056, 0, 0, 0, -355715872, 0, 0, 0, -29843648, 0, 0, 0, 101245184, 0, 0, 0, -163223000, 0, 0, 0, -24016272, 0, 0, 0, -140959576, 0, 0, 0, 22108192, 0, 0, 0, 26681136, 0, 0, 0, 22374024, 0, 0, 0, 781520, 0, 0, 0, 163539808, 0, 0, 0, -1940008, 0, 0, 0, -132915968, 0, 0, 0, 169125156, 0, 0, 0, -29780624, 0, 0, 0, -214118448, 0, 0, 0, -26968480, 0, 0, 0, -43473272, 0, 0, 0, 26253024, 0, 0, 0, 4467520, 0, 0, 0, 125082048, 0, 0, 0, -294096392, 0, 0, 0, 48099928, 0, 0, 0, 54985304, 0, 0, 0, 108069008, 0, 0, 0, -25682272, 0, 0, 0, 153821536, 0, 0, 0, -18620416, 0, 0, 0, 277809552, 0, 0, 0, 167444352, 0, 0, 0, -166170048, 0, 0, 0, -191516080, 0, 0, 0, 72014320, 0, 0, 0, 57650416, 0, 0, 0, -35997656, 0, 0, 0, -91416936, 0, 0, 0, -88965952, 0, 0, 0, -107576984, 0, 0, 0, -175162768, 0, 0, 0, 12024992, 0, 0, 0, 132446368, 0, 0, 0, -53910952, 0, 0, 0, -187990944, 0, 0, 0, 237283580, 0, 0, 0, -39797168, 0, 0, 0, 294543360, 0, 0, 0, -39650016, 0, 0, 0, -66293544, 0, 0, 0, -226434216, 0, 0, 0, -127031552, 0, 0, 0, 151069344, 0, 0, 0, -124332976, 0, 0, 0, -151826240, 0, 0, 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: 329365
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '56.6.a.c', 'target_level': 56, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 329366
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '112.6.a.k', 'target_level': 112, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 329367
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '392.6.a.f', 'target_level': 392, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 329368
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '392.6.i.g', 'target_level': 392, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 6}
  • id: 329369
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '392.6.i.l', 'target_level': 392, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '56.k', 'twisting_char_orbit': 11, 'weight': 6}
  • id: 329370
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '448.6.a.q', 'target_level': 448, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 329371
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '448.6.a.z', 'target_level': 448, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 329372
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '504.6.a.s', 'target_level': 504, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 329373
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '784.6.a.p', 'target_level': 784, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 329374
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '448.6.a.q', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 46, 'target_is_minimal': False, 'target_label': '1008.6.a.bt', 'target_level': 1008, 'twist_class_label': '56.6.a.c', 'twist_class_level': 56, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 905900
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 72057594138591680, 'p': 2}
  • id: 905901
    {'charpoly_factorization': [[[-8, 26, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 3}
  • id: 905902
    {'charpoly_factorization': [[[-3464, -62, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 5}
  • id: 905903
    {'charpoly_factorization': [[[49, 1], 2]], 'hecke_orbit_code': 72057594138591680, 'p': 7}
  • id: 905904
    {'charpoly_factorization': [[[229824, -972, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 11}
  • id: 905905
    {'charpoly_factorization': [[[-890736, 78, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 13}
  • id: 905906
    {'charpoly_factorization': [[[72028, -560, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 17}
  • id: 905907
    {'charpoly_factorization': [[[1502728, -2642, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 19}
  • id: 905908
    {'charpoly_factorization': [[[-9595712, 2272, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 23}
  • id: 905909
    {'charpoly_factorization': [[[15206524, -7808, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 29}
  • id: 905910
    {'charpoly_factorization': [[[4417984, 5444, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 31}
  • id: 905911
    {'charpoly_factorization': [[[-74699556, 576, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 37}
  • id: 905912
    {'charpoly_factorization': [[[46010668, 16888, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 41}
  • id: 905913
    {'charpoly_factorization': [[[-2597984, 8396, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 43}
  • id: 905914
    {'charpoly_factorization': [[[-266143232, -4532, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 47}
  • id: 905915
    {'charpoly_factorization': [[[-234393308, 1420, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 53}
  • id: 905916
    {'charpoly_factorization': [[[272791704, -34146, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 59}
  • id: 905917
    {'charpoly_factorization': [[[-1891566584, 19106, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 61}
  • id: 905918
    {'charpoly_factorization': [[[538727376, -56952, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 67}
  • id: 905919
    {'charpoly_factorization': [[[-73683456, -7224, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 71}
  • id: 905920
    {'charpoly_factorization': [[[3868158196, -128828, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 73}
  • id: 905921
    {'charpoly_factorization': [[[273025408, 52808, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 79}
  • id: 905922
    {'charpoly_factorization': [[[-3018190488, 84486, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 83}
  • id: 905923
    {'charpoly_factorization': [[[3342290308, 130972, 1], 1]], 'hecke_orbit_code': 72057594138591680, 'p': 89}
  • id: 905924
    {'charpoly_factorization': [[[9447942844, -194624, 1], 1]], 'hecke_orbit_code': 72057594138591680, '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': 17, 'label': '448.6.a.q', 'level': 448, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61978027
    {'hecke_orbit_code': 72057594138591680, 'n': 1, 'trace_an': 2}
  • id: 61978028
    {'hecke_orbit_code': 72057594138591680, 'n': 2, 'trace_an': 0}
  • id: 61978029
    {'hecke_orbit_code': 72057594138591680, 'n': 3, 'trace_an': -26}
  • id: 61978030
    {'hecke_orbit_code': 72057594138591680, 'n': 4, 'trace_an': 0}
  • id: 61978031
    {'hecke_orbit_code': 72057594138591680, 'n': 5, 'trace_an': 62}
  • id: 61978032
    {'hecke_orbit_code': 72057594138591680, 'n': 6, 'trace_an': 0}
  • id: 61978033
    {'hecke_orbit_code': 72057594138591680, 'n': 7, 'trace_an': -98}
  • id: 61978034
    {'hecke_orbit_code': 72057594138591680, 'n': 8, 'trace_an': 0}
  • id: 61978035
    {'hecke_orbit_code': 72057594138591680, 'n': 9, 'trace_an': 206}
  • id: 61978036
    {'hecke_orbit_code': 72057594138591680, 'n': 10, 'trace_an': 0}
  • id: 61978037
    {'hecke_orbit_code': 72057594138591680, 'n': 11, 'trace_an': 972}
  • id: 61978038
    {'hecke_orbit_code': 72057594138591680, 'n': 12, 'trace_an': 0}
  • id: 61978039
    {'hecke_orbit_code': 72057594138591680, 'n': 13, 'trace_an': -78}
  • id: 61978040
    {'hecke_orbit_code': 72057594138591680, 'n': 14, 'trace_an': 0}
  • id: 61978041
    {'hecke_orbit_code': 72057594138591680, 'n': 15, 'trace_an': -2576}
  • id: 61978042
    {'hecke_orbit_code': 72057594138591680, 'n': 16, 'trace_an': 0}
  • id: 61978043
    {'hecke_orbit_code': 72057594138591680, 'n': 17, 'trace_an': 560}
  • id: 61978044
    {'hecke_orbit_code': 72057594138591680, 'n': 18, 'trace_an': 0}
  • id: 61978045
    {'hecke_orbit_code': 72057594138591680, 'n': 19, 'trace_an': 2642}
  • id: 61978046
    {'hecke_orbit_code': 72057594138591680, 'n': 20, 'trace_an': 0}
  • id: 61978047
    {'hecke_orbit_code': 72057594138591680, 'n': 21, 'trace_an': 1274}
  • id: 61978048
    {'hecke_orbit_code': 72057594138591680, 'n': 22, 'trace_an': 0}
  • id: 61978049
    {'hecke_orbit_code': 72057594138591680, 'n': 23, 'trace_an': -2272}
  • id: 61978050
    {'hecke_orbit_code': 72057594138591680, 'n': 24, 'trace_an': 0}
  • id: 61978051
    {'hecke_orbit_code': 72057594138591680, 'n': 25, 'trace_an': 4522}
  • id: 61978052
    {'hecke_orbit_code': 72057594138591680, 'n': 26, 'trace_an': 0}
  • id: 61978053
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  • id: 61978060
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  • id: 61978062
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  • id: 61978063
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  • id: 61978064
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  • id: 61978065
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  • id: 61978066
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  • id: 61978067
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  • id: 61978068
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  • id: 61978069
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  • id: 61978072
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  • id: 61978073
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  • id: 61978074
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  • id: 61978075
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  • id: 61978077
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  • id: 61978080
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  • id: 61978081
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  • id: 61978083
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  • id: 61978084
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  • id: 61978086
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  • id: 61978087
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  • id: 61978090
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  • id: 61978092
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  • id: 61978093
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  • id: 61978094
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  • id: 61978095
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  • id: 61978096
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  • id: 61978098
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  • id: 61978099
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  • id: 61978100
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  • id: 61978101
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  • id: 61978102
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  • id: 61978104
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  • id: 61978105
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  • id: 61978106
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  • id: 61978107
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  • id: 61978108
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  • id: 61978109
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  • id: 61978110
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  • id: 61978111
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  • id: 61978112
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  • id: 61978113
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  • id: 61978114
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  • id: 61978115
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  • id: 61978116
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  • id: 61978117
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  • id: 61978118
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  • id: 61978119
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  • id: 61978120
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  • id: 61978121
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  • id: 61978122
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  • id: 61978123
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  • id: 61978124
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  • id: 61978125
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  • id: 61978126
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  • id: 61978127
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  • id: 61978128
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  • id: 61978129
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  • id: 61978130
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  • id: 61978131
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  • id: 61978132
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  • id: 61978133
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  • id: 61978134
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  • id: 61978135
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  • id: 61978136
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  • id: 61978137
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  • id: 61978138
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  • id: 61978139
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  • id: 61978140
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  • id: 61978141
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  • id: 61978142
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  • id: 61978143
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  • id: 61978144
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  • id: 61978145
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  • id: 61978146
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  • id: 61978147
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  • id: 61978148
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  • id: 61978149
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  • id: 61978150
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  • id: 61978151
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  • id: 61978152
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  • id: 61978153
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  • id: 61978154
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  • id: 61978155
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  • id: 61978156
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  • id: 61978157
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  • id: 61978158
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  • id: 61978159
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  • id: 61978160
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  • id: 61978161
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  • id: 61978162
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  • id: 61978163
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  • id: 61978164
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  • id: 61978165
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  • id: 61978166
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  • id: 61978167
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  • id: 61978168
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  • id: 61978169
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  • id: 61978170
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  • id: 61978171
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  • id: 61978172
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  • id: 61978173
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  • id: 61978174
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  • id: 61978175
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  • id: 61978176
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  • id: 61978177
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  • id: 61978178
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  • id: 61978179
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  • id: 61978180
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  • id: 61978181
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  • id: 61978182
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  • id: 61978183
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  • id: 61978184
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  • id: 61978185
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  • id: 61978186
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  • id: 61978187
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  • id: 61978188
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  • id: 61978189
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  • id: 61978190
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  • id: 61978191
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  • id: 61978192
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  • id: 61978193
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  • id: 61978194
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  • id: 61978195
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  • id: 61978196
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  • id: 61978197
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  • id: 61978198
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  • id: 61978199
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  • id: 61978200
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  • id: 61978201
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  • id: 61978202
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  • id: 61978203
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  • id: 61978204
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  • id: 61978205
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  • id: 61978206
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  • id: 61978207
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  • id: 61978208
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  • id: 61978209
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  • id: 61978210
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  • id: 61978211
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  • id: 61978212
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  • id: 61978213
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  • id: 61978214
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  • id: 61978215
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  • id: 61978216
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  • id: 61978217
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  • id: 61978218
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  • id: 61978219
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  • id: 61978220
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  • id: 61978221
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  • id: 61978222
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  • id: 61978223
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  • id: 61978224
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  • id: 61978225
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  • id: 61978226
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  • id: 61978227
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  • id: 61978228
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  • id: 61978229
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  • id: 61978230
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  • id: 61978231
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  • id: 61978232
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  • id: 61978233
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  • id: 61978234
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  • id: 61978235
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  • id: 61978236
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  • id: 61978237
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  • id: 61978238
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  • id: 61978239
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  • id: 61978240
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  • id: 61978241
    {'hecke_orbit_code': 72057594138591680, 'n': 719, 'trace_an': 40948332}
  • id: 61978242
    {'hecke_orbit_code': 72057594138591680, 'n': 727, 'trace_an': 262196}
  • id: 61978243
    {'hecke_orbit_code': 72057594138591680, 'n': 729, 'trace_an': -33949582}
  • id: 61978244
    {'hecke_orbit_code': 72057594138591680, 'n': 733, 'trace_an': -10242866}
  • id: 61978245
    {'hecke_orbit_code': 72057594138591680, 'n': 739, 'trace_an': -1572556}
  • id: 61978246
    {'hecke_orbit_code': 72057594138591680, 'n': 743, 'trace_an': -14808664}
  • id: 61978247
    {'hecke_orbit_code': 72057594138591680, 'n': 751, 'trace_an': -15601744}
  • id: 61978248
    {'hecke_orbit_code': 72057594138591680, 'n': 757, 'trace_an': -55702688}
  • id: 61978249
    {'hecke_orbit_code': 72057594138591680, 'n': 761, 'trace_an': 27522864}
  • id: 61978250
    {'hecke_orbit_code': 72057594138591680, 'n': 769, 'trace_an': 33842504}
  • id: 61978251
    {'hecke_orbit_code': 72057594138591680, 'n': 773, 'trace_an': 3345142}
  • id: 61978252
    {'hecke_orbit_code': 72057594138591680, 'n': 787, 'trace_an': 377450}
  • id: 61978253
    {'hecke_orbit_code': 72057594138591680, 'n': 797, 'trace_an': -15926982}
  • id: 61978254
    {'hecke_orbit_code': 72057594138591680, 'n': 809, 'trace_an': -7001520}
  • id: 61978255
    {'hecke_orbit_code': 72057594138591680, 'n': 811, 'trace_an': 37464714}
  • id: 61978256
    {'hecke_orbit_code': 72057594138591680, 'n': 821, 'trace_an': -25514652}
  • id: 61978257
    {'hecke_orbit_code': 72057594138591680, 'n': 823, 'trace_an': -48730624}
  • id: 61978258
    {'hecke_orbit_code': 72057594138591680, 'n': 827, 'trace_an': 26314848}
  • id: 61978259
    {'hecke_orbit_code': 72057594138591680, 'n': 829, 'trace_an': 56407310}
  • id: 61978260
    {'hecke_orbit_code': 72057594138591680, 'n': 839, 'trace_an': 8432244}
  • id: 61978261
    {'hecke_orbit_code': 72057594138591680, 'n': 841, 'trace_an': -10470482}
  • id: 61978262
    {'hecke_orbit_code': 72057594138591680, 'n': 853, 'trace_an': -3268694}
  • id: 61978263
    {'hecke_orbit_code': 72057594138591680, 'n': 857, 'trace_an': 2390016}
  • id: 61978264
    {'hecke_orbit_code': 72057594138591680, 'n': 859, 'trace_an': -30889330}
  • id: 61978265
    {'hecke_orbit_code': 72057594138591680, 'n': 863, 'trace_an': -22532008}
  • id: 61978266
    {'hecke_orbit_code': 72057594138591680, 'n': 877, 'trace_an': 20924720}
  • id: 61978267
    {'hecke_orbit_code': 72057594138591680, 'n': 881, 'trace_an': -47378692}
  • id: 61978268
    {'hecke_orbit_code': 72057594138591680, 'n': 883, 'trace_an': 1592096}
  • id: 61978269
    {'hecke_orbit_code': 72057594138591680, 'n': 887, 'trace_an': -7604988}
  • id: 61978270
    {'hecke_orbit_code': 72057594138591680, 'n': 907, 'trace_an': 22370416}
  • id: 61978271
    {'hecke_orbit_code': 72057594138591680, 'n': 911, 'trace_an': 24154360}
  • id: 61978272
    {'hecke_orbit_code': 72057594138591680, 'n': 919, 'trace_an': 57937792}
  • id: 61978273
    {'hecke_orbit_code': 72057594138591680, 'n': 929, 'trace_an': 1990400}
  • id: 61978274
    {'hecke_orbit_code': 72057594138591680, 'n': 937, 'trace_an': 57284988}
  • id: 61978275
    {'hecke_orbit_code': 72057594138591680, 'n': 941, 'trace_an': 11797470}
  • id: 61978276
    {'hecke_orbit_code': 72057594138591680, 'n': 947, 'trace_an': 27185564}
  • id: 61978277
    {'hecke_orbit_code': 72057594138591680, 'n': 953, 'trace_an': 7729796}
  • id: 61978278
    {'hecke_orbit_code': 72057594138591680, 'n': 961, 'trace_an': -36457134}
  • id: 61978279
    {'hecke_orbit_code': 72057594138591680, 'n': 967, 'trace_an': 19141392}
  • id: 61978280
    {'hecke_orbit_code': 72057594138591680, 'n': 971, 'trace_an': -27755566}
  • id: 61978281
    {'hecke_orbit_code': 72057594138591680, 'n': 977, 'trace_an': 85151580}
  • id: 61978282
    {'hecke_orbit_code': 72057594138591680, 'n': 983, 'trace_an': -96625260}
  • id: 61978283
    {'hecke_orbit_code': 72057594138591680, 'n': 991, 'trace_an': -38271216}
  • id: 61978284
    {'hecke_orbit_code': 72057594138591680, 'n': 997, 'trace_an': -7216154}