Newform data - 4.9.b.b

Formats: - HTML - YAML - JSON - 2025-05-15T15:59:08.433266

• 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': 324, 'analytic_conductor': 1.6295144402445088, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [4, 2, [3], [1]], 'cm_discs': [], 'conrey_index': 3, 'dim': 2, 'field_disc': -39, 'field_disc_factorization': [[-1, 1], [3, 1], [13, 1]], 'field_poly': [10, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [9984, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668497842180, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '4.9.b.b', 'level': 4, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.9.b.b', 'nf_label': '2.0.39.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(-10-\\beta )q^{2}-8\\beta q^{3}+(-56+20\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4.9.b', 'trace_display': [-20, 0, 1220, 0], 'trace_hash': 1329932654748601966, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.923', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.862', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '144.229', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': [2, -20, 0, -112, 1220, -2496, 0, 7360, -6846, -12200, 0, 49920, -10940, -34944, 0, -118528, 146180, 68460, 0, -68320, -279552, 461760, 0, -359424, -37050, 109400, 0, 698880, -256444, -1522560, 0, 486400, 3694080, -1461800, 0, 383376, -6944060, 486720, 0, 4489600, 4293764, 2795520, 0, -9235200, -4176060, 5925504, 0, -5591040, 7615874, 370500, 0, 612640, 1648580, -7832448, 0, -5031936, 3893760, 2564440, 0, 30451200, -29492156, 1697280, 0, 20615168, -6673400, -36940800, 0, -8186080, 47404032, -21315840, 0, -25193280, -11451260, 69440600, 0, -9734400, 51717120, 13653120, 0, -72302080, -107576190, -42937640, 0, 15654912, 89169800, 148085184, 0, 66493440, -166648444, 41760600, 0, -118510080, 13578240, -190504704, 0, 203833344, 241238020, -76158740, 0, 2074800, 55449284, -182432640, 0, -40259200, -170526720, -16485800, 0, 156648960, -118143164, 281673600, 0, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [-10, -1], [0, -8], [-56, 20], [610, 0], [-1248, 80], [0, -112], [3680, -144], [-3423, 0], [-6100, -610], [0, 1480], [24960, 448], [-5470, 0], [-17472, 1120], [0, -4880], [-59264, -2240], [73090, 0], [34230, 3423], [0, 1560], [-34160, 12200], [-139776, 0], [230880, -14800], [0, 18992], [-179712, -29440], [-18525, 0], [54700, 5470], [0, -25104], [349440, 6272], [-128222, 0], [-761280, 48800], [0, 5440], [243200, 81664], [1847040, 0], [-730900, -73090], [0, -68320], [191688, -68460], [-3472030, 0], [243360, -15600], [0, 43760], [2244800, -87840], [2146882, 0], [1397760, 139776], [0, 474632], [-4617600, -82880], [-2088030, 0], [2962752, -189920], [0, -610592], [-2795520, 474112], [3807937, 0], [185250, 18525], [0, -584720], [306320, -109400], [824290, 0], [-3916224, 251040], [0, 902800], [-2515968, -412160], [1946880, 0], [1282220, 128222], [0, 298280], [15225600, 273280], [-14746078, 0], [848640, -54400], [0, 383376], [10307584, -1059840], [-3336700, 0], [-18470400, -1847040], [0, -1221512], [-4093040, 1461800], [23702016, 0], [-10657920, 683200], [0, 95760], [-12596640, 492912], [-5725630, 0], [34720300, 3472030], [0, 148200], [-4867200, -87360], [25858560, 0], [6826560, -437600], [0, -2875360], [-36151040, -1366400], [-53788095, 0], [-21468820, -2146882], [0, 4160152], [7827456, -2795520], [44584900, 0], [74042592, -4746320], [0, 1025776], [33246720, 5446400], [-83324222, 0], [20880300, 2088030], [0, 612640], [-59255040, -1063552], [6789120, 0], [-95252352, 6105920], [0, 951600], [101916672, -1945600], [120619010, 0], [-38079370, -3807937], [0, -5066040], [1037400, -370500]], 'ap': [[-10, -1], [0, -8], [610, 0], [0, -112], [0, 1480], [-5470, 0], [73090, 0], [0, 1560], [0, 18992], [-128222, 0], [0, 5440], [-3472030, 0], [2146882, 0], [0, 474632], [0, -610592], [824290, 0], [0, 298280], [-14746078, 0], [0, -1221512], [0, 95760], [-5725630, 0], [0, -2875360], [0, 4160152], [-83324222, 0], [120619010, 0], [27724642, 0], [0, -8366768], [0, -8032632], [-59071582, 0], [55084930, 0], [0, -20589312], [0, 24994040], [221979970, 0], [0, 23621320], [403602658, 0], [0, 67012400], [-271318750, 0], [0, -46317768], [0, -37479472], [-206196830, 0], [0, -11361960], [482565602, 0], [0, -79460480], [1175931650, 0], [1705383010, 0], [0, -199388400], [0, -117513320], [0, 118430912], [0, 60052408], [-2847839902, 0], [220620610, 0], [0, 323853920], [6179832962, 0], [0, -417427800], [-6136932350, 0], [0, -557979248], [2707204258, 0], [0, 639737760], [-8229648670, 0], [3081049282, 0], [0, -93764888], [4809796450, 0], [0, 279564888], [0, 1039284080], [-6311652670, 0], [16590176290, 0], [0, -439263160], [-356226430, 0], [0, 1278868328], [10363373858, 0], [-13097926910, 0], [0, -265375920], [0, -1574280352], [-21006323230, 0], [0, -244047960], [0, 1788284672], [31367951458, 0], [7657883810, 0], [-32611999358, 0], [22616819138, 0], [0, 3959195960], [-33407698078, 0], [0, 2457615840], [2884334210, 0], [0, -5543816080], [0, -1654192088], [21109220098, 0], [-20683100350, 0], [76507164322, 0], [0, -273260768], [0, -1544462952], [0, 1952655040], [0, 7452372048], [0, 170416520], [0, -833474600], [0, -3146669328], [-32511277022, 0], [1845504322, 0], [0, -4994156088], [-74591735518, 0], [0, -113315272], [-137542752350, 0], [0, 8520008792], [40242850498, 0], [0, -12036929240], [4964771330, 0], [0, -12285054392], [206035883650, 0], [0, 18465537200], [101422023362, 0], [0, 15843310528], [127158143330, 0], [-50670162110, 0], [0, 5658509960], [0, -13232390160], [112012570882, 0], [0, 21290046712], [0, -21777125232], [303789411490, 0], [0, -3351282920], [-246529193758, 0], [-315335788030, 0], [-24723635870, 0], [0, -5771361528], [0, 23652812120], [-287924946398, 0], [251685066338, 0], [0, 11117340960], [0, 14338144688], [217617899810, 0], [0, -38827051080], [0, -16293738928], [0, -18790493600], [-384882027550, 0], [239208624322, 0], [208457047298, 0], [-55446857630, 0], [0, -32498686952], [-309015085790, 0], [477958031938, 0], [0, 51041078280], [-843823597598, 0], [0, 20889987952], [0, -22311822552], [475155986978, 0], [0, 26856674320], [-97540775710, 0], [-79476876350, 0], [0, 33276075880], [0, 38431684032], [274154624930, 0], [801837841282, 0], [0, 79664411352], [0, -43718063632], [0, -52443405112], [0, 9561630880], [0, -4275333840], [-630990728702, 0], [-841436029630, 0], [-452934582878, 0], [0, 80311422808], [-1390399803710, 0], [0, 72205254928], [0, -102810784440], [1201196563330, 0], [0, -30215236688], [0, 26866518720], [-1031627512990, 0]], 'char_orbit_index': 2, 'field_poly': [10, -1, 1], 'hecke_orbit_code': 4503668497842180, 'hecke_ring_character_values': [[3, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 4], 'hecke_ring_inverse_numerators': [[1, 0], [2, 1]], 'hecke_ring_numerators': [[1, 0], [-2, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '4.9.b.b', 'level': 4, 'maxp': 997, 'weight': 9}
• 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

  
  {'Nk2': 324, 'analytic_conductor': 1.6295144402445088, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [4, 2, [3], [1]], 'conrey_index': 3, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68870471684, 'hecke_orbit_dims': [1, 2], 'label': '4.9.b', 'level': 4, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 5, 'mf_new_dim': 5, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 3, 'sturm_bound': 4, 'trace_bound': 1, 'trace_display': [-4, 0, 166, 0], 'traces': [3, -4, 0, 144, 166, -2496, 0, 11456, -285, -29064, 0, 49920, -11418, -34944, 0, -52992, 82822, 173436, 0, -338144, -279552, 461760, 0, -359424, 683241, 101752, 0, 698880, -1664282, -1522560, 0, 1534976, 3694080, -2475528, 0, 2062992, -6018138, 486720, 0, 172416, 7871686, 2795520, 0, -9235200, -11091354, 5925504, 0, -5591040, 13380675, 11895156, 0, 490272, -7972058, -7832448, 0, -5031936, 3893760, -19960968, 0, 30451200, -8770074, 1697280, 0, 37392384, -6169588, -36940800, 0, -24405728, 47404032, -21315840, 0, 1680576, -66168378, 84255352, 0, -9734400, 51717120, 13653120, 0, -141377024, -64529469, 14309112, 0, 15654912, 155949132, 148085184, 0, 66493440, -196914362, -68884104, 0, -118510080, 13578240, -190504704, 0, 203833344, 67858182, 16078076, 0, 186469296, 200843686, -182432640, 0, -42217088, -170526720, -170416008, 0, 156648960, -312812442, 281673600, 0, -78274560, 391106182, -38937600, 0, -346045664, 34311462, 93063360, 0, -219248640, -40328157, 626474872, 0, -33945600, -846630964, 119613312, 0, -268386304, 1184681472, 74794992, 0, -206868480, 54512640, -381111744, 0, 278428032, -217530938, -474040320, 0, 426316800, -1524037632, 29877120, 0, 835703040, 1327430412, 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244408320, 10383739392, -567857424, 0, -2392266240, -8769745920, -6423865344, 0, 9753919488, -4614293498, -11846814720, 0, 502686272, -8359017306, 7798140480, 0, 13594214400, 11145786252, -545126400, 0, 7622234880, 10737139558, -4777793280, 0, -12815441408, 1529149440, -15023453448, 0, -2654625792, -18122064858, 7369851840, 0, -3069480960, -3224887994, 15240376320, 0, -597542400, 2375193600, -2525827200, 0, 5214759936, -6228739959, 25306088432, 0, -13366311648, 18350344102, -9504610752, 0, -21761564288, 11592023040, -5350529928, 0, -924768000, 16585540608, 20907868800, 0, 1090252800, -39831289588, -1647328008, 0, -2896158720, -20883452928, 1035340800, 0, 1966049280, 5599104582, -7358712968, 0, 17942246400, 44838670822, -2057427840, 0, -5107933184, -20049449472, -6636564480, 0, 17044227216, -141635598, -14451143616, 0, 30456220032, -21336526848, -22533888000, 0, -25959348480, 29844491622, -11693595264, 0, 16567369728, -15559177338, 2668160628, 0, 12102000192, -2511974400, -1666042560, 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-285823449600, 475773373542, -1729670616960, 0, 630948864000, 1414238838406, 865857116796, 0, 52530849344, 454149196800, -516107931456, 0, 1247930910720, -719472918528, 1526959949552, 0, -739008890880, 297187338240, -1007392234368, 0, 10162274304, -259300055040, -1594302929928, 0, 1202710247856, 730039094604, 991344232320, 0, 1556140259712, -1476502695028, -1672629504000, 0, -374727025920, 764129772390, 116597644800, 0, -230759792640, -1920991787520, 504357200632, 0, 1006798161696, 873391733760, -572473624320, 0, 520496271360, 697793960448, -2603045806728, 0, 1290859315200, 795571994802, -85257359616, 0, -1538592319488, 2338999558, -82827264000, 0, -469427219168, 2594053063680, -481872441024, 0, 124961538432, -756370791738, 426845153280, 0, 2324157388800, -2293089537434, 677211600000, 0, 208461926400, -535112847360, 2191660723200, 0, 401906319360, 88793174604, -9016488000, 0, -367784202240, -4338363606458, -953505201288, 0, -2020848460800, -473662325760, 609228372480, 0, -1613669990400, 2549439909123, -386921533456, 0, -1541369394912, 2805436969292, -828243247104, 0, -59234323264, 284594918400, 1452325666032, 0, -1657327875840, 825423406080, 2325140078976, 0, 3105865499136, 3345850596742, 1156091489280, 0, -1815639920864, -872821082586, 53169954240, 0, -771640915968, -591629823348, 1614599719664, 0, 53247168000, -2812433814528, -964168732800, 0, -138606673920, -1096400847360, -33462374400, 0, -581489405952, -1981624201818, -260044075200, 0, -3260148620544], 'weight': 9, '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: 1447
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '4.9.b.b', 'target_level': 4, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 1448
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '4.9.b.b', 'target_level': 4, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 1449
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '36.9.d.b', 'target_level': 36, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 1450
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '36.9.d.b', 'target_level': 36, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 1451
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.9.c.b', 'target_level': 64, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 1452
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.9.c.b', 'target_level': 64, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 1453
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.9.b.c', 'target_level': 100, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 1454
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.9.b.c', 'target_level': 100, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 1455
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.9.d.b', 'target_level': 100, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
  • id: 1456
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.9.d.b', 'target_level': 100, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 9}
  • id: 1457
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.9.d.e', 'target_level': 256, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 9}
  • id: 1458
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '4.9.b.b', 'source_level': 4, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.9.d.e', 'target_level': 256, 'twist_class_label': '4.9.b.b', 'twist_class_level': 4, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 15050
    {'charpoly_factorization': [[[256, 20, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 2}
  • id: 15051
    {'charpoly_factorization': [[[9984, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 3}
  • id: 15052
    {'charpoly_factorization': [[[-610, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 5}
  • id: 15053
    {'charpoly_factorization': [[[1956864, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 7}
  • id: 15054
    {'charpoly_factorization': [[[341702400, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 11}
  • id: 15055
    {'charpoly_factorization': [[[5470, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 13}
  • id: 15056
    {'charpoly_factorization': [[[-73090, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 17}
  • id: 15057
    {'charpoly_factorization': [[[379641600, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 19}
  • id: 15058
    {'charpoly_factorization': [[[56268585984, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 23}
  • id: 15059
    {'charpoly_factorization': [[[128222, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 29}
  • id: 15060
    {'charpoly_factorization': [[[4616601600, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 31}
  • id: 15061
    {'charpoly_factorization': [[[3472030, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 37}
  • id: 15062
    {'charpoly_factorization': [[[-2146882, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 41}
  • id: 15063
    {'charpoly_factorization': [[[35142983526144, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 43}
  • id: 15064
    {'charpoly_factorization': [[[58160324112384, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 47}
  • id: 15065
    {'charpoly_factorization': [[[-824290, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 53}
  • id: 15066
    {'charpoly_factorization': [[[13879469510400, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 59}
  • id: 15067
    {'charpoly_factorization': [[[14746078, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 61}
  • id: 15068
    {'charpoly_factorization': [[[232766284318464, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 67}
  • id: 15069
    {'charpoly_factorization': [[[1430516505600, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 71}
  • id: 15070
    {'charpoly_factorization': [[[5725630, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 73}
  • id: 15071
    {'charpoly_factorization': [[[1289760440217600, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 79}
  • id: 15072
    {'charpoly_factorization': [[[2699870887444224, 0, 1], 1]], 'hecke_orbit_code': 4503668497842180, 'p': 83}
  • id: 15073
    {'charpoly_factorization': [[[83324222, 1], 2]], 'hecke_orbit_code': 4503668497842180, 'p': 89}
  • id: 15074
    {'charpoly_factorization': [[[-120619010, 1], 2]], 'hecke_orbit_code': 4503668497842180, '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': 2, 'hecke_orbit': 2, 'label': '4.9.b.b', 'level': 4, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20691834
    {'hecke_orbit_code': 4503668497842180, 'n': 1, 'trace_an': 2}
  • id: 20691835
    {'hecke_orbit_code': 4503668497842180, 'n': 2, 'trace_an': -20}
  • id: 20691836
    {'hecke_orbit_code': 4503668497842180, 'n': 3, 'trace_an': 0}
  • id: 20691837
    {'hecke_orbit_code': 4503668497842180, 'n': 4, 'trace_an': -112}
  • id: 20691838
    {'hecke_orbit_code': 4503668497842180, 'n': 5, 'trace_an': 1220}
  • id: 20691839
    {'hecke_orbit_code': 4503668497842180, 'n': 6, 'trace_an': -2496}
  • id: 20691840
    {'hecke_orbit_code': 4503668497842180, 'n': 7, 'trace_an': 0}
  • id: 20691841
    {'hecke_orbit_code': 4503668497842180, 'n': 8, 'trace_an': 7360}
  • id: 20691842
    {'hecke_orbit_code': 4503668497842180, 'n': 9, 'trace_an': -6846}
  • id: 20691843
    {'hecke_orbit_code': 4503668497842180, 'n': 10, 'trace_an': -12200}
  • id: 20691844
    {'hecke_orbit_code': 4503668497842180, 'n': 11, 'trace_an': 0}
  • id: 20691845
    {'hecke_orbit_code': 4503668497842180, 'n': 12, 'trace_an': 49920}
  • id: 20691846
    {'hecke_orbit_code': 4503668497842180, 'n': 13, 'trace_an': -10940}
  • id: 20691847
    {'hecke_orbit_code': 4503668497842180, 'n': 14, 'trace_an': -34944}
  • id: 20691848
    {'hecke_orbit_code': 4503668497842180, 'n': 15, 'trace_an': 0}
  • id: 20691849
    {'hecke_orbit_code': 4503668497842180, 'n': 16, 'trace_an': -118528}
  • id: 20691850
    {'hecke_orbit_code': 4503668497842180, 'n': 17, 'trace_an': 146180}
  • id: 20691851
    {'hecke_orbit_code': 4503668497842180, 'n': 18, 'trace_an': 68460}
  • id: 20691852
    {'hecke_orbit_code': 4503668497842180, 'n': 19, 'trace_an': 0}
  • id: 20691853
    {'hecke_orbit_code': 4503668497842180, 'n': 20, 'trace_an': -68320}
  • id: 20691854
    {'hecke_orbit_code': 4503668497842180, 'n': 21, 'trace_an': -279552}
  • id: 20691855
    {'hecke_orbit_code': 4503668497842180, 'n': 22, 'trace_an': 461760}
  • id: 20691856
    {'hecke_orbit_code': 4503668497842180, 'n': 23, 'trace_an': 0}
  • id: 20691857
    {'hecke_orbit_code': 4503668497842180, 'n': 24, 'trace_an': -359424}
  • id: 20691858
    {'hecke_orbit_code': 4503668497842180, 'n': 25, 'trace_an': -37050}
  • id: 20691859
    {'hecke_orbit_code': 4503668497842180, 'n': 26, 'trace_an': 109400}
  • id: 20691860
    {'hecke_orbit_code': 4503668497842180, 'n': 27, 'trace_an': 0}
  • id: 20691861
    {'hecke_orbit_code': 4503668497842180, 'n': 28, 'trace_an': 698880}
  • id: 20691862
    {'hecke_orbit_code': 4503668497842180, 'n': 29, 'trace_an': -256444}
  • id: 20691863
    {'hecke_orbit_code': 4503668497842180, 'n': 30, 'trace_an': -1522560}
  • id: 20691864
    {'hecke_orbit_code': 4503668497842180, 'n': 31, 'trace_an': 0}
  • id: 20691865
    {'hecke_orbit_code': 4503668497842180, 'n': 32, 'trace_an': 486400}
  • id: 20691866
    {'hecke_orbit_code': 4503668497842180, 'n': 33, 'trace_an': 3694080}
  • id: 20691867
    {'hecke_orbit_code': 4503668497842180, 'n': 34, 'trace_an': -1461800}
  • id: 20691868
    {'hecke_orbit_code': 4503668497842180, 'n': 35, 'trace_an': 0}
  • id: 20691869
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