Newform data - 75.18.a.d

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• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 6630499136089, 'field_disc_factorization': [[61, 1], [108696707149, 1]], 'field_poly': [3921120, -182396, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [18642624, -161060, -253, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101451, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [5, 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': '75.18.a.d', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(84+\\beta _{1})q^{2}-3^{8}q^{3}+(-2408+137\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.a', 'trace_display': [253, -19683, 0, 4332484], 'trace_hash': 180355448388350333, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.965', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '265.642', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 253, -19683, -7087, 0, -1659933, 4332484, 16188513, 129140163, 0, 943563680, 46497807, -4257013150, 1847483988, 0, -21943871359, -3063169514, 10890820413, -78122492996, 0, -28425427524, -183716401088, -234308204088, -106212833793, 0, 2665740430886, -847288609443, -3864204264572, 5775268588078, 0, 5565463149104, -4307021228191, -6190721304480, 21993554360306, 0, -305072111727, -31751809399326, -29204227700564, 27930263277150, 0, 167461457288254, -12121342445268, -150679282040884, 108118677568192, 0, -194531605879776, 72221896199032, 143973739986399, 68970332513947, 0, 20097455181354, 1053111710992926, -76290818594558, -71454672729693, 0, -1101493182837180, 512561676546756, 962781990480722, 465601947196256, 0, -2317809676510478, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0], [84, 1, 0], [-6561, 0, 0], [-2408, 137, 1], [0, 0, 0], [-551124, -6561, 0], [1442812, 4048, -186], [5418312, -66423, 253], [43046721, 0, 0], [0, 0, 0], [314761632, -721216, 6712], [15798888, -898857, -6561], [-1421769050, 8294000, 28834], [618982896, -9464700, -17528], [0, 0, 0], [-7314313592, -930583, -168147], [-1041379614, 60969328, -367102], [3615924564, 43046721, 0], [-26020168828, -61986512, 125786], [0, 0, 0], [-9466289532, -26558928, 1220346], [-61464763008, 677887936, 57376], [-77943119736, -478844880, 3168698], [-35549545032, 435801303, -1659933], [0, 0, 0], [888332820024, 741970814, 11638744], [-282429536481, 0, 0], [-1287580978208, -1461329948, 12881444], [1924655088570, 1303322368, -9997856], [0, 0, 0], [1851815203424, 10017538832, -11622322], [-1432769757048, -8711957047, -53596851], [-2065151067552, 4731898176, -44037432], [7337771865576, -19761236422, 18385496], [0, 0, 0], [-103656504168, 5897400777, 43046721], [-10595958294746, 36065484912, 183068258], [-9727481248752, -21783954308, -47395336], [9328226737050, -54416934000, -189179874], [0, 0, 0], [55845688385226, -75607867424, -225252188], [-4061146780656, 62097896700, 115001208], [-50224789304636, -4914126976, -1451135440], [36015417397248, 72425376448, -195211712], [0, 0, 0], [-64872586482336, 86153567232, -111275912], [24262955519160, -566970358448, -485313226], [47989211477112, 6105555063, 1103212467], [22994677142409, -13698913280, -2637229568], [0, 0, 0], [6832491647454, -400019761008, 2408556222], [350858404850512, 536496441390, -1687264930], [-24821384705802, -1826664477152, 1557091356], [-23724081064404, -282429536481, 0], [0, 0, 0], [-367379655785184, 645784518372, 2330347572], [170718327680508, 406693505232, -825281946], [320462030368008, 1395899376698, 143571072], [154887479593824, 939508414784, 6762778056], [0, 0, 0], [-772073476590586, -1589246738720, -6281002748], [1374110103929280, 1687776395208, 8669349480], [62108325619452, 174253126608, -8006690106], 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[-15077697753382063674471670870, 94411554019621382746320192, 255437657443229838144024], [34755348602222290448430530020, 39983527606898180185152976, 155130766508609100023526], [10947643853291730555430597870, 50616321811758735079810256, 179123137620661453562422], [-31699393093863655078608156966, -23888469856967689443551248, -399189213740276350402062], [-30965683157038729538884760910, 7039445912862385492181376, -361060859210888845542192], [5575021995737618317314795776, 97386421639921504397635568, 396768028169097374166898], [20041491903801476238384758238, -32531479537416161857783520, -144247553039653126059908], [-3764581598512151491324903272, -110130836416924270235917824, 148141144221017759865296], [-35925343555113890402462821258, -117523685953559986482005664, 148102116510724374892468], [2664233705281917683014052548, 147917063893493635217695616, 122667404970872169747984], [30998356794629263122741020328, -134405130832725895618896480, -278060080150733180783604], [-3362762085619249452442331898, 22640740433787612475197344, -145834907509562252076308], [23960687546932395312162821660, 164144765881033293121129520, -535295403158651704711142], [-5768598142672111882867410362, 89601765992780048802931456, 13279153297621599549984], [-61246356936846226555308009846, 5455680171719272030028992, -360532043165593719988312], [-20368468789141179545807755964, -124195944159150941530566928, -33651252602599889168254], [-15836588970340927051083438370, -38911917213053542728443296, -105581229219667388997548], [18951940028520219919149775674, 11465580355829837870710992, 457999058272281027017974], [-53239294450832375528447493840, 113774383590917800061706304, -17329432851644512117128], [60834902218432937778007699200, -22978442089078146611008992, 125153593219656116596332], [-43820366211506969765019797574, 58608272167338944016042192, -19151667603783262421770], [4306586123751542514090521832, 75810396248462552520643408, 312504967381488353574710], [13776113794657934184783706174, 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122121578075329779464734016, -720225728685890715756200], [65191198989429731326084260768, 225641150024348825250887680, 3958615785813820934315008], [68296390678947921979874107036, 314779165253720801782825424, -1713790447642443822880954], [-116336983326676123690394665110, 710802771849300211872991824, -597575869359210004355130], [133663102763438462248078526184, 768349029041110274145349808, -519950294699084463908118], [56403485900693617137346464882, 278958958834687235598320896, -842607914397642486959520], [125648423444933002893180976414, -340901891521901593423592752, -3235449199418594396183434], [144268298407418151232076462616, -16842950561785229955350928, -1667960416739623857896910], [-115022171933991352875524117064, -653860583345317518639423232, -891502002034683746297840], [122088709661254457604419031406, 368874074097144841745906592, 907707620449031218629676], [-30355038960511996825149183042, 23977640417194208814980128, 504907556633019812988060], [-103315818155345702049979483116, -642373794852505394636206720, -1347326280359547860944752], [381950826326381528876246001498, -96444182868879188995295424, 3080664250152302659275736], [229236041758622013992139635900, 137240607662714523643442160, 2838054105783505828609218], [217903562024482976426539959048, 113800919133103120393756352, -2080075939397857043697016]], 'char_orbit_index': 1, 'field_poly': [3921120, -182396, -1, 1], 'hecke_orbit_code': 13510799184101451, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [121608, -31, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-121608, 31, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '75.18.a.d', 'level': 75, 'maxp': 2999, 'weight': 18}
• mf_newspaces •

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

  
  {'ALdims': [12, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 28, 27], 'Nk2': 24300, 'analytic_conductor': 137.41656550841975, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 53, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989963, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 8, 8], 'label': '75.18.a', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 53, 'num_forms': 12, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 180, 'trace_bound': 2, 'trace_display': [286, 6561, 0, 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-17607051261624184934794128, -2244427165550463827673240, -76681723624334300318970996, 12541987445110198047954300, 0, 21173923122393300329687171, -54453499782800528653928156, -27599821531055809293201606, 69714863375034758821462064, 0, 18967841748935998191807408, 28197694075705764471870360, 104727244369326378502545680, 21199147838166664202941818, 0, 23992115667417401905077912, 39319062010580158958254968, 15752879413360563089036814, -16189449295083700346270412, 0, 26730366979035185340178328, -80066931651104099609252798, -62669953031521002719846328, -57835709164899870453527220, 0, 12316785522116126759076096, 35354191461912413504184960, 56854290556832297168179256, -7969873225898856562353252, 0, -78931887715362779848077000, 33877240872207076126703187, -85047032908664168411948640, 86772332138736698425672320, 0, 37987101163060338957850234, -79785910935904753799727312, -6394618289551204434230622, 32635143040827761933892280, 0, 25870514852807699516859528, -34046603179341699977755050, 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43482892650497273997151362, 94870494109432206986043312, 41116178539334620320469904, -12937264733854302400626408, 0, 13404715567703141406933024, 15347320007118132933327096, -111270877340457070844819100, 7318010666870573217256578, 0, 93706256227078741441676144, 20233045887115422738038784, -36739792248473474923709304, -50787999256677025442518072, 0, 11341657527260689547697888, 10077550111594647477235914, 130283033625133547417199600, -37371915762671787637575888, 0, -110258331251771156828311698, 9485405649378970552115676, -28108924173038699553054240, 91783521005778854752705968, 0, 271548554000890771511977176, 61639392057342181560642276, -64488028950743498576700840, -2914118356672092824061344, 0, -7093379451975989205775878, -112681921516086926383876440, 51632998273405393328010802, 38103985284837304217796972, 0, -100697536722381415582530768, -28044425339191999168148952, -28886226411599783105430600, 102384367147656428148443244, 0, -30767741060734983284667669, -77890025851037971775865880, 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• 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: 66137
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.18.a.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '15.18.a.c', 'target_level': 15, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 66138
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.18.a.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '45.18.a.d', 'target_level': 45, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 18}
  • id: 66139
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.18.a.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.18.a.d', 'target_level': 75, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 66140
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.18.a.d', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '75.18.b.e', 'target_level': 75, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 237800
    {'charpoly_factorization': [[[18642624, -161060, -253, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 2}
  • id: 237801
    {'charpoly_factorization': [[[6561, 1], 3]], 'hecke_orbit_code': 13510799184101451, 'p': 3}
  • id: 237802
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 13510799184101451, 'p': 5}
  • id: 237803
    {'charpoly_factorization': [[[-2281164918471321140160, -374045728432656, -4332484, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 7}
  • id: 237804
    {'charpoly_factorization': [[[229546402713308722720014336, -289554112775155712, -943563680, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 11}
  • id: 237805
    {'charpoly_factorization': [[[-63193765847608691698163384728, -15566370522901382548, 4257013150, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 13}
  • id: 237806
    {'charpoly_factorization': [[[1278382414787578872129959478072, -2145227431775746206068, 3063169514, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 17}
  • id: 237807
    {'charpoly_factorization': [[[-15011010500079569709119180225600, 1160770091324800958960, 78122492996, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 19}
  • id: 237808
    {'charpoly_factorization': [[[-10472728418890889997225474882109440, -133066032591174285441024, 234308204088, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 23}
  • id: 237809
    {'charpoly_factorization': [[[-4583865935517129706370682234433065000, 9717604190152797397841260, -5775268588078, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 29}
  • id: 237810
    {'charpoly_factorization': [[[58016346799311129605698307313903974400, -9455392616280047663080896, -5565463149104, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 31}
  • id: 237811
    {'charpoly_factorization': [[[-8369851236371297589322015530074719985560, -266486214351513087258614676, 31751809399326, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 37}
  • id: 237812
    {'charpoly_factorization': [[[-60777569628229679539281756085288142035560, 7752262759292862779366464684, -167461457288254, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 41}
  • id: 237813
    {'charpoly_factorization': [[[-2347603316067164639218175960591876778163264, -15401160318007723582867423696, 150679282040884, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 43}
  • id: 237814
    {'charpoly_factorization': [[[4200790456214342157032664037924760260804608, -59454178282490901350275794944, -72221896199032, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 47}
  • id: 237815
    {'charpoly_factorization': [[[-148297774162125776905755705853152154985149080, -633186463874476262022338309204, 76290818594558, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 53}
  • id: 237816
    {'charpoly_factorization': [[[76493242295979955309495870103524158652416000, -587321219714583214398786744320, -465601947196256, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 59}
  • id: 237817
    {'charpoly_factorization': [[[39075879080316939383436853521587249014432168, 900120686082932314939455486956, 2317809676510478, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 61}
  • id: 237818
    {'charpoly_factorization': [[[-7942349301465040541314986283111467226606459968, 12903292727871534120891833101872, -6392459657973196, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 67}
  • id: 237819
    {'charpoly_factorization': [[[-7129585014242705755665252236799693597922295808, 12767824606574840477513588211712, -6465608483990656, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 71}
  • id: 237820
    {'charpoly_factorization': [[[-74918420415121097250200492818607987407979450680, -80864183011728251972514805170484, 5113761577485238, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 73}
  • id: 237821
    {'charpoly_factorization': [[[-7706404351100559083815235585863650191928192000, -113016836305262759887024882449600, -8740508940658880, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 79}
  • id: 237822
    {'charpoly_factorization': [[[-6517535231959721395721791751989605104016048505152, -45662204211239946099237999086160, 38179195227158436, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 83}
  • id: 237823
    {'charpoly_factorization': [[[-77658766253822934708675444370784220215635747499400, -2858304241977114844679081509206900, 17217755358726426, 1], 1]], 'hecke_orbit_code': 13510799184101451, 'p': 89}
  • id: 237824
    {'charpoly_factorization': [[[413526228679056185471612627326451380337895259236872, -3978746278053006245289703204001268, -94917192725726586, 1], 1]], 'hecke_orbit_code': 13510799184101451, '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': 4, 'label': '75.18.a.d', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35646031
    {'hecke_orbit_code': 13510799184101451, 'n': 1, 'trace_an': 3}
  • id: 35646032
    {'hecke_orbit_code': 13510799184101451, 'n': 2, 'trace_an': 253}
  • id: 35646033
    {'hecke_orbit_code': 13510799184101451, 'n': 3, 'trace_an': -19683}
  • id: 35646034
    {'hecke_orbit_code': 13510799184101451, 'n': 4, 'trace_an': -7087}
  • id: 35646035
    {'hecke_orbit_code': 13510799184101451, 'n': 5, 'trace_an': 0}
  • id: 35646036
    {'hecke_orbit_code': 13510799184101451, 'n': 6, 'trace_an': -1659933}
  • id: 35646037
    {'hecke_orbit_code': 13510799184101451, 'n': 7, 'trace_an': 4332484}
  • id: 35646038
    {'hecke_orbit_code': 13510799184101451, 'n': 8, 'trace_an': 16188513}
  • id: 35646039
    {'hecke_orbit_code': 13510799184101451, 'n': 9, 'trace_an': 129140163}
  • id: 35646040
    {'hecke_orbit_code': 13510799184101451, 'n': 10, 'trace_an': 0}
  • id: 35646041
    {'hecke_orbit_code': 13510799184101451, 'n': 11, 'trace_an': 943563680}
  • id: 35646042
    {'hecke_orbit_code': 13510799184101451, 'n': 12, 'trace_an': 46497807}
  • id: 35646043
    {'hecke_orbit_code': 13510799184101451, 'n': 13, 'trace_an': -4257013150}
  • id: 35646044
    {'hecke_orbit_code': 13510799184101451, 'n': 14, 'trace_an': 1847483988}
  • id: 35646045
    {'hecke_orbit_code': 13510799184101451, 'n': 15, 'trace_an': 0}
  • id: 35646046
    {'hecke_orbit_code': 13510799184101451, 'n': 16, 'trace_an': -21943871359}
  • id: 35646047
    {'hecke_orbit_code': 13510799184101451, 'n': 17, 'trace_an': -3063169514}
  • id: 35646048
    {'hecke_orbit_code': 13510799184101451, 'n': 18, 'trace_an': 10890820413}
  • id: 35646049
    {'hecke_orbit_code': 13510799184101451, 'n': 19, 'trace_an': -78122492996}
  • id: 35646050
    {'hecke_orbit_code': 13510799184101451, 'n': 20, 'trace_an': 0}
  • id: 35646051
    {'hecke_orbit_code': 13510799184101451, 'n': 21, 'trace_an': -28425427524}
  • id: 35646052
    {'hecke_orbit_code': 13510799184101451, 'n': 22, 'trace_an': -183716401088}
  • id: 35646053
    {'hecke_orbit_code': 13510799184101451, 'n': 23, 'trace_an': -234308204088}
  • id: 35646054
    {'hecke_orbit_code': 13510799184101451, 'n': 24, 'trace_an': -106212833793}
  • id: 35646055
    {'hecke_orbit_code': 13510799184101451, 'n': 25, 'trace_an': 0}
  • id: 35646056
    {'hecke_orbit_code': 13510799184101451, 'n': 26, 'trace_an': 2665740430886}
  • id: 35646057
    {'hecke_orbit_code': 13510799184101451, 'n': 27, 'trace_an': -847288609443}
  • id: 35646058
    {'hecke_orbit_code': 13510799184101451, 'n': 28, 'trace_an': -3864204264572}
  • id: 35646059
    {'hecke_orbit_code': 13510799184101451, 'n': 29, 'trace_an': 5775268588078}
  • id: 35646060
    {'hecke_orbit_code': 13510799184101451, 'n': 30, 'trace_an': 0}
  • id: 35646061
    {'hecke_orbit_code': 13510799184101451, 'n': 31, 'trace_an': 5565463149104}
  • id: 35646062
    {'hecke_orbit_code': 13510799184101451, 'n': 32, 'trace_an': -4307021228191}
  • id: 35646063
    {'hecke_orbit_code': 13510799184101451, 'n': 33, 'trace_an': -6190721304480}
  • id: 35646064
    {'hecke_orbit_code': 13510799184101451, 'n': 34, 'trace_an': 21993554360306}
  • id: 35646065
    {'hecke_orbit_code': 13510799184101451, 'n': 35, 'trace_an': 0}
  • id: 35646066
    {'hecke_orbit_code': 13510799184101451, 'n': 36, 'trace_an': -305072111727}
  • id: 35646067
    {'hecke_orbit_code': 13510799184101451, 'n': 37, 'trace_an': -31751809399326}
  • id: 35646068
    {'hecke_orbit_code': 13510799184101451, 'n': 38, 'trace_an': -29204227700564}
  • id: 35646069
    {'hecke_orbit_code': 13510799184101451, 'n': 39, 'trace_an': 27930263277150}
  • id: 35646070
    {'hecke_orbit_code': 13510799184101451, 'n': 40, 'trace_an': 0}
  • id: 35646071
    {'hecke_orbit_code': 13510799184101451, 'n': 41, 'trace_an': 167461457288254}
  • id: 35646072
    {'hecke_orbit_code': 13510799184101451, 'n': 42, 'trace_an': -12121342445268}
  • id: 35646073
    {'hecke_orbit_code': 13510799184101451, 'n': 43, 'trace_an': -150679282040884}
  • id: 35646074
    {'hecke_orbit_code': 13510799184101451, 'n': 44, 'trace_an': 108118677568192}
  • id: 35646075
    {'hecke_orbit_code': 13510799184101451, 'n': 45, 'trace_an': 0}
  • id: 35646076
    {'hecke_orbit_code': 13510799184101451, 'n': 46, 'trace_an': -194531605879776}
  • id: 35646077
    {'hecke_orbit_code': 13510799184101451, 'n': 47, 'trace_an': 72221896199032}
  • id: 35646078
    {'hecke_orbit_code': 13510799184101451, 'n': 48, 'trace_an': 143973739986399}
  • id: 35646079
    {'hecke_orbit_code': 13510799184101451, 'n': 49, 'trace_an': 68970332513947}
  • id: 35646080
    {'hecke_orbit_code': 13510799184101451, 'n': 50, 'trace_an': 0}
  • id: 35646081
    {'hecke_orbit_code': 13510799184101451, 'n': 51, 'trace_an': 20097455181354}
  • id: 35646082
    {'hecke_orbit_code': 13510799184101451, 'n': 52, 'trace_an': 1053111710992926}
  • id: 35646083
    {'hecke_orbit_code': 13510799184101451, 'n': 53, 'trace_an': -76290818594558}
  • id: 35646084
    {'hecke_orbit_code': 13510799184101451, 'n': 54, 'trace_an': -71454672729693}
  • id: 35646085
    {'hecke_orbit_code': 13510799184101451, 'n': 55, 'trace_an': 0}
  • id: 35646086
    {'hecke_orbit_code': 13510799184101451, 'n': 56, 'trace_an': -1101493182837180}
  • id: 35646087
    {'hecke_orbit_code': 13510799184101451, 'n': 57, 'trace_an': 512561676546756}
  • id: 35646088
    {'hecke_orbit_code': 13510799184101451, 'n': 58, 'trace_an': 962781990480722}
  • id: 35646089
    {'hecke_orbit_code': 13510799184101451, 'n': 59, 'trace_an': 465601947196256}
  • id: 35646090
    {'hecke_orbit_code': 13510799184101451, 'n': 60, 'trace_an': 0}
  • id: 35646091
    {'hecke_orbit_code': 13510799184101451, 'n': 61, 'trace_an': -2317809676510478}
  • id: 35646092
    {'hecke_orbit_code': 13510799184101451, 'n': 62, 'trace_an': 4124018088183048}
  • id: 35646093
    {'hecke_orbit_code': 13510799184101451, 'n': 63, 'trace_an': 186499229984964}
  • id: 35646094
    {'hecke_orbit_code': 13510799184101451, 'n': 64, 'trace_an': -663491579542719}
  • id: 35646095
    {'hecke_orbit_code': 13510799184101451, 'n': 65, 'trace_an': 0}
  • id: 35646096
    {'hecke_orbit_code': 13510799184101451, 'n': 66, 'trace_an': 1205363307538368}
  • id: 35646097
    {'hecke_orbit_code': 13510799184101451, 'n': 67, 'trace_an': 6392459657973196}
  • id: 35646098
    {'hecke_orbit_code': 13510799184101451, 'n': 68, 'trace_an': -4953005408361574}
  • id: 35646099
    {'hecke_orbit_code': 13510799184101451, 'n': 69, 'trace_an': 1537296127021368}
  • id: 35646100
    {'hecke_orbit_code': 13510799184101451, 'n': 70, 'trace_an': 0}
  • id: 35646101
    {'hecke_orbit_code': 13510799184101451, 'n': 71, 'trace_an': 6465608483990656}
  • id: 35646102
    {'hecke_orbit_code': 13510799184101451, 'n': 72, 'trace_an': 696862402515873}
  • id: 35646103
    {'hecke_orbit_code': 13510799184101451, 'n': 73, 'trace_an': -5113761577485238}
  • id: 35646104
    {'hecke_orbit_code': 13510799184101451, 'n': 74, 'trace_an': 10473343628804518}
  • id: 35646105
    {'hecke_orbit_code': 13510799184101451, 'n': 75, 'trace_an': 0}
  • id: 35646106
    {'hecke_orbit_code': 13510799184101451, 'n': 76, 'trace_an': -168461495772804}
  • id: 35646107
    {'hecke_orbit_code': 13510799184101451, 'n': 77, 'trace_an': -26936973780565632}
  • id: 35646108
    {'hecke_orbit_code': 13510799184101451, 'n': 78, 'trace_an': -17489922967043046}
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  • id: 35646276
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  • id: 35646277
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  • id: 35646278
    {'hecke_orbit_code': 13510799184101451, 'n': 937, 'trace_an': 17817278223616112990660530}
  • id: 35646279
    {'hecke_orbit_code': 13510799184101451, 'n': 941, 'trace_an': 55358903102627035787734}
  • id: 35646280
    {'hecke_orbit_code': 13510799184101451, 'n': 947, 'trace_an': -67602378915825167773829532}
  • id: 35646281
    {'hecke_orbit_code': 13510799184101451, 'n': 953, 'trace_an': 38850794814256930531080550}
  • id: 35646282
    {'hecke_orbit_code': 13510799184101451, 'n': 961, 'trace_an': -17765185025893521673884125}
  • id: 35646283
    {'hecke_orbit_code': 13510799184101451, 'n': 967, 'trace_an': -26859993250140732599686284}
  • id: 35646284
    {'hecke_orbit_code': 13510799184101451, 'n': 971, 'trace_an': 27672346068444715408520664}
  • id: 35646285
    {'hecke_orbit_code': 13510799184101451, 'n': 977, 'trace_an': 13365222217863270863769766}
  • id: 35646286
    {'hecke_orbit_code': 13510799184101451, 'n': 983, 'trace_an': -80502343101293172156109968}
  • id: 35646287
    {'hecke_orbit_code': 13510799184101451, 'n': 991, 'trace_an': 45603099646643928942961656}
  • id: 35646288
    {'hecke_orbit_code': 13510799184101451, 'n': 997, 'trace_an': -11482003541722547472235382}