Newform data - 600.6.a.e

Formats: - HTML - YAML - JSON - 2024-06-13T02:03:07.299765

• 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': 21600, 'analytic_conductor': 96.23029188778838, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [600, 1, [151, 301, 401, 577], [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': [[7, [128, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145880, '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': '600.6.a.e', 'level': 600, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '120.6.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+9q^{3}-2^{7}q^{7}+3^{4}q^{9}-308q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '600.6.a', 'trace_display': [0, 9, 0, -128], 'trace_hash': 540833839894980914, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.964', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.769', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 9, 0, 0, 0, -128, 0, 81, 0, -308, 0, 1058, 0, 0, 0, -1586, 0, 2308, 0, -1152, 0, -2656, 0, 0, 0, 729, 0, 1198, 0, 9520, 0, -2772, 0, 0, 0, -4470, 0, 9522, 0, -6198, 0, 6332, 0, 0, 0, -14920, 0, -423, 0, -14274, 0, -38310, 0, 0, 0, 20772, 0, 11564, 0, -48338, 0, -10368, 0, 0, 0, -56972, 0, -23904, 0, 44856, 0, 19446, 0, 0, 0, 39424, 0, -77328, 0, 6561, 0, -40364, 0, 0, 0, 10782, 0, 35706, 0, -135424, 0, 85680, 0, 0, 0, 97022, 0, -24948, 0, -123690, 0, -60688, 0, 0, 0, 34956, 0, -51106, 0, -40230, 0, -46962, 0, 0, 0, 85698, 0, 203008, 0, -66187, 0, -55782, 0, 0, 0, 225768, 0, 56988, 0, 47172, 0, -295424, 0, 0, 0, -348970, 0, -152196, 0, -134280, 0, -325864, 0, 0, 0, -3807, 0, -46042, 0, 1736, 0, -128466, 0, 0, 0, 59954, 0, -344790, 0, 339968, 0, 187364, 0, 0, 0, 109248, 0, 748071, 0, 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-94835136, 0, 142258140, 0, -289244416, 0, 170788138, 0, 0, 0, 104972582, 0, 53737488, 0, 64029366, 0, 31901096, 0, 0, 0, -364787820, 0, 10893126, 0, -117952648, 0, -29075148, 0, 0, 0, -542373440, 0, 28740096, 0, -103356894, 0, 254459780, 0, 0, 0, -281337536, 0, 104807818, 0, 88470252, 0, 359686144, 0, 0, 0, -68852106, 0, -44119388, 0, 181611584, 0, -93715362, 0, 0, 0, -2678436, 0, -92850840, 0, 62643984, 0, -281789506, 0, 0, 0, 23296308, 0, 198231112, 0, 142490880, 0, 216152552, 0, 0, 0, -227235546, 0, -165956270, 0, 185210996, 0, -56372112, 0, 0, 0, 282866182, 0, -227566080, 0, 278369742, 0, 168592856, 0, 0, 0, -108388296, 0, 242163200, 0, 58145040, 0, 56205878, 0, 0, 0, -163357200, 0, -358068048, 0, -45425742, 0, 69912576, 0, 0, 0, -297240328, 0, -120679470, 0, 115584384, 0, 237445380, 0, 0, 0, -345342976, 0, 53457652, 0, 136252080, 0, -51691080, 0, 0, 0, 4782969, 0, 91983584, 0, 109833472, 0, -90382968, 0, 0, 0, 398631124, 0, 102867138, 0, 427029120, 0, -66721556, 0, 0, 0, 40117768, 0, -6738607, 0, 157926384, 0, -134047254, 0, 0, 0, 152437140, 0, 400156416, 0, -30941026, 0, 197790984, 0, 0, 0, -74814792, 0, -45314640, 0, -257690432, 0, 47229952, 0, 0, 0, 415463954, 0, 469661728, 0, -29425356, 0, -147092956, 0, 0, 0, -40269312, 0, -777568636, 0, -169302452, 0, -109168128, 0, 0, 0, 216070860, 0, 17407548, 0, 468542464, 0, 185125920, 0, 0, 0, 72105180, 0, 242962190, 0, -1577142, 0, 136384158, 0, 0, 0, 66261888, 0, -242578920, 0, 202937674, 0, -44574678, 0, 0, 0, 263836632, 0, 58874112, 0, -92638944, 0, 224690746, 0, 0, 0, -21879066, 0, -152759596, 0, 110112408, 0, 6311160, 0, 0, 0, 189419346, 0, -393258026, 0, 79961144, 0, 17661726, 0, 0, 0, 69683712, 0, -95761062, 0, 204781808, 0, 328520640, 0, 0, 0, -529097336, 0, 553466420, 0, 46344960, 0, 300194738, 0, 0, 0, -128744856, 0, 158681620, 0, -261737162, 0, -124340832, 0, 0, 0, -151520692, 0, 7860078, 0, -101854464, 0, 21166348, 0, 0, 0, -48798438, 0, 495905024, 0, -177021468, 0, 241382856, 0, 0, 0, 109412208, 0, 161187328, 0, -367277180, 0, 54100224, 0, 0, 0, -188239146, 0, -460274436, 0, -215753858, 0, 426696136, 0, 0, 0, 375316480, 0, 67639814, 0, -28190430, 0, 273188582, 0, 0, 0, 212968080, 0, 77594304, 0, -275186959, 0, 26029674, 0, 0, 0, -48356072, 0, -53904312, 0, 11347468, 0, 521072544, 0, 0, 0, 25768238, 0, -71673672, 0, -103166946, 0, 152077600, 0, 0, 0, -112033638, 0, -415706624, 0, 516820304, 0, -166571892, 0, 0, 0, 220140490, 0, 47153664, 0, 144527530, 0, -37918464, 0, 0, 0, -144778952, 0, -736162560, 0, 131528304, 0, -20606432, 0, 0, 0, -98724096, 0, 408761100, 0, -92843136, 0, -152616330, 0, 0, 0, 11021556, 0, 68262336, 0, 42627328, 0, -29310634, 0, 0, 0, -14504190, 0, 254664840, 0, -319872996, 0, -623847584, 0, 0, 0, 209416734, 0, 108872976, 0, 571585200, 0, 7166394, 0, 0, 0, 52605168, 0, 6037902, 0, 299598924, 0, 145754224, 0, 0, 0, 135737536, 0, -742498052, 0, 62460720, 0, -331588608, 0, 0, 0, 88746696, 0, -243469688, 0, 210096698, 0, -171683505, 0, 0, 0, -364897920, 0, -103851558, 0, -573005724, 0, 73022612, 0, 0, 0, 73223248, 0, 144142268, 0, 76247424, 0, -494080184, 0, 0, 0, -146151540, 0, 494312070, 0, 219479208, 0, 106850880, 0, 0, 0, 390383218, 0, -151275510, 0, 1021039828, 0, 261808008, 0, 0, 0, -2753296, 0, 155825152, 0, 290812086, 0, -384265280, 0, 0, 0, -236667348, 0, -48510780, 0, 42775788, 0, 64260864, 0, 0, 0, -315969584, 0, -158860872, 0, -560817616, 0, 314960350, 0, 0, 0, 16205130, 0, 124731072, 0, 88738659, 0, -805422760, 0, 0, 0, 214353216, 0, 166886706, 0, -677158144, 0, -542487384, 0, 0, 0, -138833690, 0, 70729038, 0, -266385586, 0, -306076216, 0, 0, 0, -200506320, 0, -221094720, 0, -196735374, 0, 366677846, 0, 0, 0, 183037482, 0, -162237952, 0, -351268368, 0, 136153602, 0, 0, 0, 128516016, 0, -230163948, 0, 458879960, 0, -596715008, 0, 0, 0, 78096990, 0, 497566740, 0, -188050608, 0, -235098160, 0, 0, 0, -260084736, 0, -95087044, 0, -650729312, 0, -18187092, 0, 0, 0, 332812410, 0, -309918240, 0, -216456192, 0, 52763148, 0, 0, 0, -204672280, 0, 582101698, 0, -227613888, 0, -96919254, 0, 0, 0, 102644640, 0, 404148732, 0, -86923620, 0, 546836940, 0, 0, 0, -252223804, 0, -65650176, 0, -314438584, 0, 197680966, 0, 0, 0, -752094112, 0, -534450112, 0, 247428972, 0, 58078464, 0, 0, 0, -90170010, 0, 606225354, 0, -519408532, 0, -8044128, 0, 0, 0, -539189248, 0, 111889008, 0, 628440966, 0, -703438808, 0, 0, 0, 353112456, 0, -428722962, 0, -54342144, 0, 89824158, 0, 0, 0, 133561944, 0, 339921120, 0, -66191664, 0, -153243900, 0, 0, 0, 238258616, 0, 427118832, 0, -297159304, 0, -172534880, 0, 0, 0, 218214342, 0, -178016512, 0, -44241552, 0, 175792672, 0, 0, 0, 236572146, 0, 386702838, 0, 51507096, 0, -8786556, 0, 0, 0, 298991042, 0, 218537352, 0, 331257522, 0, -500001484, 0, 0, 0, -390686976, 0, 1049460607, 0, -126557946, 0, 116232356, 0, 0, 0, -69503994, 0, -705093228, 0, -1289236480, 0, -97936146, 0, 0, 0, -67158168, 0, 148156992, 0, -106264936, 0, -124854802, 0, 0, 0, -107341542, 0, -173267328, 0, 106459236, 0, -47522996, 0, 0, 0, 185164812, 0, -176225280, 0, 329880484, 0, -253223982, 0, 0, 0, 402229526, 0, -107544618, 0, -843113154, 0, -25099520, 0, 0, 0, 721202960, 0, 4006688, 0, -29887704, 0, -1186440606, 0, 0, 0, 402013440, 0, -829261376, 0, -360746704, 0, 558011241, 0, 0, 0, -529799200, 0, 25482924, 0, -4891572, 0, -416036544, 0, 0, 0, -1274226, 0, 70784432, 0, 344611584, 0, 779682048, 0, 0, 0, -296499528, 0, -721021362, 0, -278017488, 0, -293598900, 0, 0, 0, -42304342, 0, 175329792, 0, -599639808, 0, 345656160, 0, 0, 0, 892710584, 0, -148180620, 0, -219843522, 0, 646497792, 0, 0, 0, -98977032, 0, -859786580, 0, 1165618012, 0, -37256274, 0, 0, 0, 505644288, 0, -174926304, 0, -180702168, 0, -2388906, 0, 0, 0, -90895806, 0, 392289128, 0, 154690560, 0, -322951500, 0, 0, 0, -151360128, 0, 432236538, 0, 715955516, 0, -152864208, 0, 0, 0, 836334188, 0, -44096724, 0, -179300352, 0, 138373832, 0, 0, 0, -72704224, 0, 20446974, 0, 334166202, 0, -120526308, 0, 0, 0, -29327670, 0, 113758424, 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], [9], [0], [0], [0], [-128], [0], [81], [0], [-308], [0], [1058], [0], [0], [0], [-1586], [0], [2308], [0], [-1152], [0], [-2656], [0], [0], [0], [729], [0], [1198], [0], [9520], [0], [-2772], [0], [0], [0], [-4470], [0], [9522], [0], [-6198], [0], [6332], [0], [0], [0], [-14920], [0], [-423], [0], [-14274], [0], [-38310], [0], [0], [0], [20772], [0], [11564], [0], [-48338], [0], [-10368], [0], [0], [0], [-56972], [0], [-23904], [0], [44856], [0], [19446], [0], [0], [0], [39424], [0], [-77328], [0], [6561], [0], [-40364], [0], [0], [0], [10782], [0], [35706], [0], [-135424], [0], [85680], [0], [0], [0], [97022], [0], [-24948], [0]], 'ap': [[0], [9], [0], [-128], [-308], [1058], [-1586], [2308], [-2656], [1198], [9520], [-4470], [-6198], [6332], [-14920], [-38310], [11564], [-48338], [-56972], [44856], [19446], [-77328], [-40364], [35706], [97022], [-123690], [-60688], [34956], [-51106], [-46962], [225768], [47172], [-348970], [-152196], [-46042], [1736], [59954], [187364], [109248], [-734942], [-500092], [20006], [-589648], [-701794], [965066], [-298648], [-664876], [66904], [-170796], [790486], [-850026], [717840], [-1489870], [214908], [218046], [1350768], [-1273666], [582144], [88474], [-1282118], [-1804340], [2259722], [-1891900], [2697992], [-858074], [-3126222], [-544404], [-3874258], [3247708], [296238], [-333026], [2590536], [-1217384], [5290298], [4661836], [1691064], [-453738], [1390754], [3052242], [196090], [-5050764], [-3950346], [4431776], [5286382], [736024], [998796], [2970882], [252950], [-2373282], [5897832], [-2271356], [-9306368], [2092736], [4920876], [3842660], [7893984], [3468622], [10135594], [-9477604], [-3441170], [-1539500], [4613602], [723956], [-9126502], [8250076], [-4725506], [2490636], [-10339794], [6931416], [-9828230], [-9052728], [14903466], [12366870], [10999100], [-14542040], [-19875582], [-19016124], [5407008], [2431714], [12611940], [17861862], [19638270], [-4876630], [15806460], [-3230572], [-10412818], [-25248394], [-18150800], [15139120], [11429682], [16937460], [-5034960], [-12129792], [-175238], [-4952742], [21046594], [-10640118], [-19669052], [-3132270], [-12448182], [-18507988], [-16957370], [7584704], [-35541444], [23268526], [9860744], [-16808390], [32312454], [-26296372], [-17651208], [-21859486], [15128178], [-25573772], [-20894512], [27492108], [-893792], [14840216], [26285794], [-14061994], [-10881794], [11828804], [-11949402], [38290176], [-32622100], [-24427058], [-19436256], [-16984912], [37129578], [-26059150], [18772762], [-14296180], [-35684978], [-13475560], [13656694], [-33955888], [-44184390], [-2264708], [-57553450], [29206736], [6557278], [61612168], [54151428], [34952074], [2918966], [19816264], [74452550], [4757554], [1646308], [-3371254], [80090128], [-35535170], [80246652], [26010740], [31965326], [-978508], [10047382], [35215026], [83887218], [-73743362], [86181904], [-12681954], [-10947200], [-72479942], [-99146910], [-8261412], [33577426], [10321984], [-12297532], [20044266], [-3026452], [8371406], [-107820250], [-25012256], [43916220], [19534696], [86025162], [24778808], [-117188590], [96182928], [14860946], [-70996234], [-89139272], [-29692094], [-105424056], [20831748], [59523046], [-130959002], [33461216], [-89699168], [-138767860], [54155714], [12430116], [-31104016], [-131940566], [-134349444], [-91923048], [-46241454], [89129082], [7301164], [-95311176], [51684020], [12753340], [-2527984], [145460254], [-85067090], [98919800], [68442248], [34905284], [-74208740], [-117578936], [-61587918], [-42279614], [5444448], [-4971286], [64101058], [141050052], [-142018426], [127405788], [-6827190], [-61581018], [-135461800], [-133450700], [-50014218], [-199156430], [93518398], [-220916012], [158903614], [104836890], [109778700], [-204929494], [-26516962], [-176112124], [82460838], [135950624], [51142798], [-31210976], [-75418468], [136640654], [-46693654], [49658004], [26210616], [-16546440], [45870736], [105928822], [-30537076], [-38976800], [220465870], [117690042], [193545624], [118803234], [103374430], [-108315804], [205632774], [64872972], [-25200574], [59367246], [182313008], [-52368966], [226419532], [200203092], [-138368682], [-297250686], [-196877776], [-324270092], [-135803172], [26372798], [257393964], [174300094], [-18538536], [170788138], [31901096], [10893126], [-103356894], [254459780], [-281337536], [104807818], [-44119388], [62643984], [-281789506], [-165956270], [185210996], [282866182], [278369742], [168592856], [56205878], [-45425742], [53457652], [-66721556], [40117768], [-134047254], [-30941026], [415463954], [469661728], [-147092956], [-169302452], [72105180], [242962190], [136384158], [202937674], [263836632], [224690746], [-21879066], [-393258026], [79961144], [300194738], [158681620], [-261737162], [-151520692], [-101854464], [-48798438], [-367277180], [-188239146], [-215753858], [426696136], [67639814], [273188582], [77594304], [11347468], [25768238], [152077600], [220140490], [144527530], [-144778952], [408761100], [11021556], [-29310634], [-14504190], [145754224], [210096698], [-573005724], [144142268], [-494080184], [494312070], [219479208], [390383218], [-48510780], [-560817616], [314960350], [166886706], [-138833690], [-266385586], [366677846], [128516016], [78096990], [497566740], [-235098160], [-650729312], [332812410], [52763148], [-204672280], [582101698], [-96919254], [404148732], [-252223804], [-314438584], [197680966], [-534450112], [606225354], [-519408532], [628440966], [-428722962], [89824158], [238258616], [218214342], [386702838], [51507096], [298991042], [331257522], [-500001484], [-705093228], [-124854802], [-107341542], [-47522996], [329880484], [402229526], [-843113154], [-829261376], [-529799200], [-1274226], [779682048], [-721021362], [-42304342], [892710584], [-859786580], [-2388906], [-90895806], [-322951500], [432236538], [715955516], [113758424]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398610145880, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '600.6.a.e', 'level': 600, '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': [6, 6, 5, 6, 7, 5, 5, 7], 'Nk2': 21600, 'analytic_conductor': 96.23029188778838, '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': [600, 1, [151, 301, 401, 577], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 576, 'dim': 47, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 100663896, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4], 'label': '600.6.a', 'level': 600, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 624, 'mf_new_dim': 47, 'num_forms': 23, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 47, 'sturm_bound': 720, 'trace_bound': 7, 'trace_display': [0, -9, 0, 100], 'traces': [47, 0, -9, 0, 0, 0, 100, 0, 3807, 0, -20, 0, 662, 0, 0, 0, -1902, 0, 2128, 0, 180, 0, -2752, 0, 0, 0, -729, 0, -526, 0, -9564, 0, -4896, 0, 0, 0, 4854, 0, -5238, 0, -18946, 0, 10916, 0, 0, 0, -23360, 0, 62883, 0, 9162, 0, -13858, 0, 0, 0, 12276, 0, 61100, 0, -53978, 0, 8100, 0, 0, 0, -173276, 0, -36288, 0, 600, 0, -36090, 0, 0, 0, 272640, 0, 66776, 0, 308367, 0, 206804, 0, 0, 0, -169434, 0, -175938, 0, 138844, 0, -73512, 0, 0, 0, 331238, 0, -1620, 0, -367854, 0, 132644, 0, 0, 0, -317268, 0, -517410, 0, 356166, 0, 182922, 0, 0, 0, 53622, 0, 1062024, 0, 751555, 0, -113706, 0, 0, 0, -800052, 0, -117648, 0, -274148, 0, -483920, 0, 0, 0, 888626, 0, 1204580, 0, 11448, 0, 984448, 0, 0, 0, -163377, 0, 889210, 0, -139876, 0, -154062, 0, 0, 0, 571862, 0, 457038, 0, 373352, 0, 635108, 0, 0, 0, -1247104, 0, 1969149, 0, 172368, 0, 94214, 0, 0, 0, 110304, 0, -513724, 0, 1938998, 0, 9738, 0, 0, 0, -295808, 0, 14580, 0, -1326264, 0, 822878, 0, 0, 0, 684318, 0, -1411108, 0, -577368, 0, -1821720, 0, 0, 0, -222912, 0, 1599704, 0, 2478656, 0, 969408, 0, 0, 0, -965600, 0, -142686, 0, 3991900, 0, 1942348, 0, 0, 0, 282668, 0, 2747574, 0, -2725344, 0, -1416790, 0, 0, 0, -278568, 0, -2342352, 0, -610526, 0, -59049, 0, 0, 0, 3214472, 0, 1820124, 0, 5463428, 0, 3243392, 0, 0, 0, -3831222, 0, -1974152, 0, -42606, 0, 3829888, 0, 0, 0, 2262654, 0, 4097362, 0, -7212464, 0, 1800360, 0, 0, 0, -3358154, 0, -774684, 0, 6114982, 0, -7663172, 0, 0, 0, -599000, 0, 7521197, 0, 2535750, 0, -483682, 0, 0, 0, -396576, 0, -10458984, 0, -3832524, 0, -1463058, 0, 0, 0, 5815628, 0, 546840, 0, -8245536, 0, 2896966, 0, 0, 0, -5740346, 0, -8847280, 0, -1829556, 0, -7032232, 0, 0, 0, 925578, 0, 10812456, 0, -1822684, 0, 393174, 0, 0, 0, -1785298, 0, -2860398, 0, 8857576, 0, 7707080, 0, 0, 0, 6387732, 0, 16402402, 0, -424278, 0, -5501102, 0, 0, 0, -1387080, 0, -1937432, 0, 1935927, 0, -8379405, 0, 0, 0, -5019332, 0, -1534626, 0, -9351200, 0, 4809470, 0, 0, 0, 8323932, 0, -7279520, 0, -404064, 0, 17006720, 0, 0, 0, 884196, 0, -10751038, 0, -12970176, 0, 4146336, 0, 0, 0, -306994, 0, -9737028, 0, 3603622, 0, -20106064, 0, 0, 0, -10209664, 0, -7275206, 0, 10142082, 0, -15294720, 0, 0, 0, -2832012, 0, -7730484, 0, -1605238, 0, -1892160, 0, 0, 0, 5609560, 0, 2168352, 0, -24682648, 0, 6146734, 0, 0, 0, 22172928, 0, 337236, 0, 5093523, 0, -179180, 0, 0, 0, -2188026, 0, -3565450, 0, 25208936, 0, 5278104, 0, 0, 0, 4478222, 0, 742122, 0, -139414, 0, 13930212, 0, 0, 0, -6577404, 0, -24264652, 0, 2943954, 0, -18582656, 0, 0, 0, -1122498, 0, -27063816, 0, 10371572, 0, -17182080, 0, 0, 0, -12217348, 0, -3963744, 0, -30610012, 0, -1565132, 0, 0, 0, 12572160, 0, -7997360, 0, -17748504, 0, 52650536, 0, 0, 0, 994401, 0, 12572098, 0, -12551776, 0, 994356, 0, 0, 0, 22847360, 0, -664362, 0, 17544038, 0, -29588404, 0, 0, 0, -38270576, 0, 19795927, 0, 4949100, 0, -39531972, 0, 0, 0, -2455128, 0, 6597748, 0, -16781890, 0, -13364334, 0, 0, 0, -16715204, 0, -4372218, 0, -37720544, 0, 14626080, 0, 0, 0, 28029446, 0, 5936244, 0, -9874296, 0, 8963372, 0, 0, 0, 656100, 0, 2570438, 0, 26163320, 0, 14781240, 0, 0, 0, 9254758, 0, 1145934, 0, 3622456, 0, 1442688, 0, 0, 0, -8700756, 0, 8617116, 0, 27730134, 0, -41025766, 0, 0, 0, -15364584, 0, 36667480, 0, -39050358, 0, -14035356, 0, 0, 0, -10787100, 0, -16440048, 0, -31425960, 0, 32966262, 0, 0, 0, 26399418, 0, 66903512, 0, -2939328, 0, 70806920, 0, 0, 0, 16815744, 0, -51808908, 0, 7461916, 0, 31201020, 0, 0, 0, -45386874, 0, 48600, 0, 88071926, 0, -40325532, 0, 0, 0, -35276248, 0, -30726216, 0, 6920100, 0, -58963066, 0, 0, 0, -2923290, 0, -13497636, 0, -11120246, 0, -36431244, 0, 0, 0, 58992128, 0, -3202884, 0, -1721424, 0, 52731246, 0, 0, 0, 6865182, 0, -4368332, 0, -34682004, 0, 31234796, 0, 0, 0, 28021482, 0, 43624348, 0, 18133980, 0, 22083840, 0, 0, 0, -11037228, 0, -2905398, 0, 72538018, 0, 6048264, 0, 0, 0, -5969720, 0, 10234742, 0, 5408856, 0, -82110976, 0, 0, 0, -22698936, 0, -19515816, 0, -31910968, 0, -55289682, 0, 0, 0, 49571452, 0, 24977727, 0, 87346096, 0, 90422286, 0, 0, 0, -37433984, 0, -44241300, 0, -54141588, 0, 79240728, 0, 0, 0, 16751124, 0, -5228240, 0, 25687048, 0, 72313560, 0, 0, 0, -25822538, 0, 3028032, 0, 121187246, 0, -58489000, 0, 0, 0, -5441792, 0, 73563554, 0, 69821442, 0, -85957202, 0, 0, 0, -21268440, 0, 11600728, 0, -159502864, 0, -13724154, 0, 0, 0, 55120612, 0, 12933720, 0, -94245712, 0, 69987716, 0, 0, 0, -33497802, 0, 118773648, 0, -14250978, 0, 107818240, 0, 0, 0, 43657830, 0, 14437342, 0, 64768152, 0, 96603408, 0, 0, 0, -109702864, 0, 11246364, 0, 31002570, 0, -65997364, 0, 0, 0, -15058092, 0, 33670994, 0, 68334210, 0, -109346846, 0, 0, 0, -5954472, 0, -29658336, 0, 59246641, 0, -83934594, 0, 0, 0, 94174580, 0, -3773160, 0, -38275136, 0, -4033370, 0, 0, 0, 71079658, 0, 18300548, 0, -60736464, 0, 110768872, 0, 0, 0, 25904277, 0, -50368640, 0, 95080948, 0, 26830278, 0, 0, 0, -100250602, 0, 15035094, 0, 46606982, 0, -52835996, 0, 0, 0, -41930368, 0, 69423768, 0, -131220, 0, -140977920, 0, 0, 0, -76195584, 0, 100556808, 0, -102376668, 0, -133134480, 0, 0, 0, -46874124, 0, -29796174, 0, -191960968, 0, 144048256, 0, 0, 0, 89228800, 0, -46734732, 0, -103769712, 0, 264953216, 0, 0, 0, 10744164, 0, 46624926, 0, 124535748, 0, 92408256, 0, 0, 0, 17117198, 0, 4650822, 0, 41957714, 0, -177007488, 0, 0, 0, -13244612, 0, -227915348, 0, 150904350, 0, -156181646, 0, 0, 0, -85559616, 0, 266368744, 0, 87277795, 0, -25698708, 0, 0, 0, 63390756, 0, -60065424, 0, -245487492, 0, 126195120, 0, 0, 0, 65543810, 0, 120359352, 0, -41910210, 0, 166163864, 0, 0, 0, 12551040, 0, 21203864, 0, 166042076, 0, 125678700, 0, 0, 0, 43266366, 0, 28849446, 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: 410526
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '120.6.a.d', 'target_level': 120, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 410527
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '240.6.a.l', 'target_level': 240, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 410528
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '360.6.a.d', 'target_level': 360, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 410529
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '600.6.a.e', 'target_level': 600, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 410530
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '600.6.f.c', 'target_level': 600, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 410531
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '720.6.a.b', 'target_level': 720, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 410532
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '960.6.a.b', 'target_level': 960, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 410533
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '600.6.a.e', 'source_level': 600, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '960.6.a.s', 'target_level': 960, 'twist_class_label': '120.6.a.d', 'twist_class_level': 120, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1106000
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 2}
  • id: 1106001
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 3}
  • id: 1106002
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 5}
  • id: 1106003
    {'charpoly_factorization': [[[128, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 7}
  • id: 1106004
    {'charpoly_factorization': [[[308, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 11}
  • id: 1106005
    {'charpoly_factorization': [[[-1058, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 13}
  • id: 1106006
    {'charpoly_factorization': [[[1586, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 17}
  • id: 1106007
    {'charpoly_factorization': [[[-2308, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 19}
  • id: 1106008
    {'charpoly_factorization': [[[2656, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 23}
  • id: 1106009
    {'charpoly_factorization': [[[-1198, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 29}
  • id: 1106010
    {'charpoly_factorization': [[[-9520, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 31}
  • id: 1106011
    {'charpoly_factorization': [[[4470, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 37}
  • id: 1106012
    {'charpoly_factorization': [[[6198, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 41}
  • id: 1106013
    {'charpoly_factorization': [[[-6332, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 43}
  • id: 1106014
    {'charpoly_factorization': [[[14920, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 47}
  • id: 1106015
    {'charpoly_factorization': [[[38310, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 53}
  • id: 1106016
    {'charpoly_factorization': [[[-11564, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 59}
  • id: 1106017
    {'charpoly_factorization': [[[48338, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 61}
  • id: 1106018
    {'charpoly_factorization': [[[56972, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 67}
  • id: 1106019
    {'charpoly_factorization': [[[-44856, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 71}
  • id: 1106020
    {'charpoly_factorization': [[[-19446, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 73}
  • id: 1106021
    {'charpoly_factorization': [[[77328, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 79}
  • id: 1106022
    {'charpoly_factorization': [[[40364, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 83}
  • id: 1106023
    {'charpoly_factorization': [[[-35706, 1], 1]], 'hecke_orbit_code': 18014398610145880, 'p': 89}
  • id: 1106024
    {'charpoly_factorization': [[[-97022, 1], 1]], 'hecke_orbit_code': 18014398610145880, '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': 5, 'label': '600.6.a.e', 'level': 600, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40144003
    {'hecke_orbit_code': 18014398610145880, 'n': 1, 'trace_an': 1}
  • id: 40144004
    {'hecke_orbit_code': 18014398610145880, 'n': 2, 'trace_an': 0}
  • id: 40144005
    {'hecke_orbit_code': 18014398610145880, 'n': 3, 'trace_an': 9}
  • id: 40144006
    {'hecke_orbit_code': 18014398610145880, 'n': 4, 'trace_an': 0}
  • id: 40144007
    {'hecke_orbit_code': 18014398610145880, 'n': 5, 'trace_an': 0}
  • id: 40144008
    {'hecke_orbit_code': 18014398610145880, 'n': 6, 'trace_an': 0}
  • id: 40144009
    {'hecke_orbit_code': 18014398610145880, 'n': 7, 'trace_an': -128}
  • id: 40144010
    {'hecke_orbit_code': 18014398610145880, 'n': 8, 'trace_an': 0}
  • id: 40144011
    {'hecke_orbit_code': 18014398610145880, 'n': 9, 'trace_an': 81}
  • id: 40144012
    {'hecke_orbit_code': 18014398610145880, 'n': 10, 'trace_an': 0}
  • id: 40144013
    {'hecke_orbit_code': 18014398610145880, 'n': 11, 'trace_an': -308}
  • id: 40144014
    {'hecke_orbit_code': 18014398610145880, 'n': 12, 'trace_an': 0}
  • id: 40144015
    {'hecke_orbit_code': 18014398610145880, 'n': 13, 'trace_an': 1058}
  • id: 40144016
    {'hecke_orbit_code': 18014398610145880, 'n': 14, 'trace_an': 0}
  • id: 40144017
    {'hecke_orbit_code': 18014398610145880, 'n': 15, 'trace_an': 0}
  • id: 40144018
    {'hecke_orbit_code': 18014398610145880, 'n': 16, 'trace_an': 0}
  • id: 40144019
    {'hecke_orbit_code': 18014398610145880, 'n': 17, 'trace_an': -1586}
  • id: 40144020
    {'hecke_orbit_code': 18014398610145880, 'n': 18, 'trace_an': 0}
  • id: 40144021
    {'hecke_orbit_code': 18014398610145880, 'n': 19, 'trace_an': 2308}
  • id: 40144022
    {'hecke_orbit_code': 18014398610145880, 'n': 20, 'trace_an': 0}
  • id: 40144023
    {'hecke_orbit_code': 18014398610145880, 'n': 21, 'trace_an': -1152}
  • id: 40144024
    {'hecke_orbit_code': 18014398610145880, 'n': 22, 'trace_an': 0}
  • id: 40144025
    {'hecke_orbit_code': 18014398610145880, 'n': 23, 'trace_an': -2656}
  • id: 40144026
    {'hecke_orbit_code': 18014398610145880, 'n': 24, 'trace_an': 0}
  • id: 40144027
    {'hecke_orbit_code': 18014398610145880, 'n': 25, 'trace_an': 0}
  • id: 40144028
    {'hecke_orbit_code': 18014398610145880, 'n': 26, 'trace_an': 0}
  • id: 40144029
    {'hecke_orbit_code': 18014398610145880, 'n': 27, 'trace_an': 729}
  • id: 40144030
    {'hecke_orbit_code': 18014398610145880, 'n': 28, 'trace_an': 0}
  • id: 40144031
    {'hecke_orbit_code': 18014398610145880, 'n': 29, 'trace_an': 1198}
  • id: 40144032
    {'hecke_orbit_code': 18014398610145880, 'n': 30, 'trace_an': 0}
  • id: 40144033
    {'hecke_orbit_code': 18014398610145880, 'n': 31, 'trace_an': 9520}
  • id: 40144034
    {'hecke_orbit_code': 18014398610145880, 'n': 32, 'trace_an': 0}
  • id: 40144035
    {'hecke_orbit_code': 18014398610145880, 'n': 33, 'trace_an': -2772}
  • id: 40144036
    {'hecke_orbit_code': 18014398610145880, 'n': 34, 'trace_an': 0}
  • id: 40144037
    {'hecke_orbit_code': 18014398610145880, 'n': 35, 'trace_an': 0}
  • id: 40144038
    {'hecke_orbit_code': 18014398610145880, 'n': 36, 'trace_an': 0}
  • id: 40144039
    {'hecke_orbit_code': 18014398610145880, 'n': 37, 'trace_an': -4470}
  • id: 40144040
    {'hecke_orbit_code': 18014398610145880, 'n': 38, 'trace_an': 0}
  • id: 40144041
    {'hecke_orbit_code': 18014398610145880, 'n': 39, 'trace_an': 9522}
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  • id: 40144234
    {'hecke_orbit_code': 18014398610145880, 'n': 827, 'trace_an': -35541444}
  • id: 40144235
    {'hecke_orbit_code': 18014398610145880, 'n': 829, 'trace_an': 23268526}
  • id: 40144236
    {'hecke_orbit_code': 18014398610145880, 'n': 839, 'trace_an': 9860744}
  • id: 40144237
    {'hecke_orbit_code': 18014398610145880, 'n': 841, 'trace_an': -19075945}
  • id: 40144238
    {'hecke_orbit_code': 18014398610145880, 'n': 853, 'trace_an': -16808390}
  • id: 40144239
    {'hecke_orbit_code': 18014398610145880, 'n': 857, 'trace_an': 32312454}
  • id: 40144240
    {'hecke_orbit_code': 18014398610145880, 'n': 859, 'trace_an': -26296372}
  • id: 40144241
    {'hecke_orbit_code': 18014398610145880, 'n': 863, 'trace_an': -17651208}
  • id: 40144242
    {'hecke_orbit_code': 18014398610145880, 'n': 877, 'trace_an': -21859486}
  • id: 40144243
    {'hecke_orbit_code': 18014398610145880, 'n': 881, 'trace_an': 15128178}
  • id: 40144244
    {'hecke_orbit_code': 18014398610145880, 'n': 883, 'trace_an': -25573772}
  • id: 40144245
    {'hecke_orbit_code': 18014398610145880, 'n': 887, 'trace_an': -20894512}
  • id: 40144246
    {'hecke_orbit_code': 18014398610145880, 'n': 907, 'trace_an': 27492108}
  • id: 40144247
    {'hecke_orbit_code': 18014398610145880, 'n': 911, 'trace_an': -893792}
  • id: 40144248
    {'hecke_orbit_code': 18014398610145880, 'n': 919, 'trace_an': 14840216}
  • id: 40144249
    {'hecke_orbit_code': 18014398610145880, 'n': 929, 'trace_an': 26285794}
  • id: 40144250
    {'hecke_orbit_code': 18014398610145880, 'n': 937, 'trace_an': -14061994}
  • id: 40144251
    {'hecke_orbit_code': 18014398610145880, 'n': 941, 'trace_an': -10881794}
  • id: 40144252
    {'hecke_orbit_code': 18014398610145880, 'n': 947, 'trace_an': 11828804}
  • id: 40144253
    {'hecke_orbit_code': 18014398610145880, 'n': 953, 'trace_an': -11949402}
  • id: 40144254
    {'hecke_orbit_code': 18014398610145880, 'n': 961, 'trace_an': 62001249}
  • id: 40144255
    {'hecke_orbit_code': 18014398610145880, 'n': 967, 'trace_an': 38290176}
  • id: 40144256
    {'hecke_orbit_code': 18014398610145880, 'n': 971, 'trace_an': -32622100}
  • id: 40144257
    {'hecke_orbit_code': 18014398610145880, 'n': 977, 'trace_an': -24427058}
  • id: 40144258
    {'hecke_orbit_code': 18014398610145880, 'n': 983, 'trace_an': -19436256}
  • id: 40144259
    {'hecke_orbit_code': 18014398610145880, 'n': 991, 'trace_an': -16984912}
  • id: 40144260
    {'hecke_orbit_code': 18014398610145880, 'n': 997, 'trace_an': 37129578}