Newform data - 98.8.c.m

Formats: - HTML - YAML - JSON - 2025-12-28T01:42:15.538339

• 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': 6272, 'analytic_conductor': 30.613732497443934, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 8105409, 'field_disc_factorization': [[3, 2], [13, 2], [73, 2]], 'field_poly': [56169, 237, 238, -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, [27225, 9240, 3301, -56, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043333101617250, 'hecke_ring_generator_nbound': 3, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.8.c.m', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.8.c.b', 'nf_label': '4.0.8105409.4', 'prim_orbit_index': 3, 'qexp_display': 'q+(8-8\\beta _{1})q^{2}+(28\\beta _{1}+\\beta _{2})q^{3}-2^{6}\\beta _{1}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.8.c', 'trace_display': [16, 56, -14, 0], 'trace_hash': 2186917302656989446, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.908', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.158', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.554', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1592.406', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, 16, 56, -128, -14, 896, 0, -2048, 908, 112, -2408, 3584, -21448, 0, 52360, -8192, -35098, -7264, -2408, 1792, 0, -38528, 61684, -28672, -215856, -85792, 83216, 0, -191320, 209440, -166012, 65536, 479290, -561568, 0, -116224, 559814, 19264, -383784, 7168, -1611960, 0, 535952, -154112, 1494388, -493472, 1769292, -458752, 0, -3453696, 337424, 686336, -2317194, 332864, -11498536, 0, -3220996, -765280, 660352, -1675520, 1463042, -2656192, 0, 1048576, -1094100, -3834320, 1784280, -2246272, -1833524, 0, 548800, -464896, 4549062, -4478512, 5671960, 308224, 0, -6140544, 8673964, -57344, 1215782, -6447840, 21188720, 0, 18560332, 2143808, 457016, 1232896, 1779750, 23910208, 0, -7895552, 6836730, -14154336, 21586180, -1835008, 3497928, 0, 43942528, -13814784, -14804510, -2699392, -3052532, 10981376, 0, -37075104, -10514304, -2662912, 15335862, -45994144, 53510632, 0, 47032184, -12883984, 37446584, 6122240, -192024, 10565632, 0, -26808320, -53299812, -11704336, -17260632, -10624768, 11250708, 0, -43096544, 4194304, -2700320, 8752800, 29415904, -61349120, 0, 28548480, 28220500, 17970176, 76026194, -7334096, -15973104, 0, 89457492, 2195200, 31033800, 3719168, 44566564, 72784992, 0, -71656192, 17790942, -45375680, -4243500, 1232896, -104144824, 0, -58950864, -24562176, 32155858, -69391712, 23030532, -917504, 0, 19452512, 158173040, 51582720, -190089130, 84754880, -63230384, 0, -128640836, 74241328, -85318912, -17150464, -160494782, 7312256, 0, 19726336, -39726578, -14238000, -14152128, 95640832, -251033272, 0, -77995128, -31582208, -151208638, -54693840, 97776448, -226469376, 0, 345378880, -98066940, 14680064, -94567270, 13991712, -345058560, 0, -341598392, 175770112, 1175020, 110518272, 77997626, -236872160, 0, -43190272, 79937172, 24420256, -176063720, 43925504, 675492580, 0, -22531504, -148300416, 283713136, 84114432, -144726904, -42606592, 0, 245373792, -175028720, 367953152, 159801396, 214042528, -416337824, 0, -237662144, 188128736, -72162048, 103071872, -272882526, 599145344, 0, 97955840, -273373214, 1536192, 79745064, 42262528, 801762780, 0, -124478160, -107233280, -429711506, 426398496, -272006560, -187269376, 0, -276170112, 80806952, 84998144, 525966032, 45002832, 523286400, 0, 998923604, -172386176, -210984620, -33554432, -574592298, -43205120, 0, 140044800, -219017416, -235327232, -344016708, -245396480, 1204265916, 0, -874372416, 114193920, -89201630, -225764000, 439998020, 287522816, 0, 1216419104, -179164888, 58672768, 341994806, -63892416, 94361232, 0, 413601304, 357829968, 263321016, -17561600, -625604210, 496540800, 0, 59506688, -14666256, -356532512, -534785480, 291139968, 862566600, 0, 585383288, -286624768, -492028250, -142327536, -214417392, -726010880, 0, -67896000, 322188580, -9863168, 1129719654, -416579296, -2284548336, 0, 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986445680, -947488640, 9193897132, 0, -6156979528, -172761088, 1534771966, -639497376, -3150905128, 390724096, 0, -2817019520, 3136374808, -351404032, -303233168, 2701970320, 2917563600, 0, 8388389032, -90126016, -1072698648, 1186403328, -3914539664, 4539410176, 0, 1345830912, -3177920340, 1157815232, 473090556, -170426368, 4676122696, 0, -90046880, 981495168, -2075234546, 1400229760, -733967500, 5887250432, 0, 2556822336, -451098176, -1712340224, 6830727162, -1665351296, 3095852760, 0, -2259450856, -950648576, -181177416, -1505029888, -2841023794, -1154592768, 0, 1649149952, 732784506, 2183060208, -37750432, 2396581376, 746582872, 0, 6251291328, 391823360, -3015628770, 2186985712, 1489892320, 24579072, 0, 1275921024, -390397996, -338100224, 1891548512, 3207051120, -85103760, 0, -6791312952, -497912640, 5238986396, 857866240, -3489265724, -6875384096, 0, 6822375936, -8184833356, 2176052480, -926767684, -749077504, 7213388308, 0, -18716455008, -1104680448, 2744805980, -646455616, 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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, 0], [8, -8, 0, 0], [0, 28, 1, 0], [0, -64, 0, 0], [-7, 7, -14, -14], [224, 0, 0, -8], [0, 0, 0, 0], [-512, 0, 0, 0], [454, -454, 56, 56], [0, 56, -112, 0], [0, -1204, -217, 0], [1792, -1792, -64, -64], [-5362, 0, 0, 44], [0, 0, 0, 0], [13090, 0, 0, -385], [-4096, 4096, 0, 0], [0, -17549, 340, 0], [0, -3632, 448, 0], [-1204, 1204, 813, 813], [448, 0, 0, 896], [0, 0, 0, 0], [-9632, 0, 0, 1736], [30842, -30842, 1393, 1393], [0, -14336, -512, 0], [0, -107928, 196, 0], [-42896, 42896, 352, 352], [20804, 0, 0, -1073], [0, 0, 0, 0], [-47830, 0, 0, -1652], [104720, -104720, -3080, -3080], [0, -83006, -1153, 0], [0, 32768, 0, 0], [239645, -239645, -7280, -7280], [-140392, 0, 0, -2720], [0, 0, 0, 0], [-29056, 0, 0, -3584], [279907, -279907, -5838, -5838], [0, 9632, 6504, 0], [0, -191892, -6594, 0], [3584, -3584, 7168, 7168], [-402990, 0, 0, -2796], [0, 0, 0, 0], [133988, 0, 0, 5376], [-77056, 77056, 13888, 13888], [0, 747194, -6748, 0], [0, -246736, 11144, 0], [884646, -884646, 2535, 2535], [-114688, 0, 0, 4096], [0, 0, 0, 0], [-863424, 0, 0, -1568], [168712, -168712, -8029, -8029], [0, 343168, 2816, 0], [0, -1158597, 22050, 0], [166432, -166432, -8584, -8584], [-2874634, 0, 0, 15337], [0, 0, 0, 0], [-805249, 0, 0, 23968], [-382640, 382640, -13216, -13216], [0, 330176, 11189, 0], [0, -837760, -24640, 0], [731521, -731521, 42130, 42130], [-664048, 0, 0, 9224], [0, 0, 0, 0], [262144, 0, 0, 0], [-547050, 547050, 74760, 74760], [0, -1917160, -58240, 0], [0, 892140, -67417, 0], [-1123136, 1123136, -21760, -21760], [-458381, 0, 0, 8162], [0, 0, 0, 0], [137200, 0, 0, -145432], [-232448, 232448, -28672, -28672], [0, 2274531, 25108, 0], [0, -2239256, -46704, 0], [2835980, -2835980, -102440, -102440], [77056, 0, 0, -52032], [0, 0, 0, 0], [-1535136, 0, 0, 52752], [4336982, -4336982, -83251, -83251], [0, -28672, 57344, 0], [0, 607891, 173320, 0], [-3223920, 3223920, -22368, -22368], [5297180, 0, 0, -120824], [0, 0, 0, 0], [4640083, 0, 0, 248066], [1071904, -1071904, 43008, 43008], [0, 228508, -1574, 0], [0, 616448, 111104, 0], [889875, -889875, 256596, 256596], [5977552, 0, 0, 53984], [0, 0, 0, 0], [-1973888, 0, 0, -89152], [3418365, -3418365, -115290, -115290], [0, -7077168, 20280, 0], [0, 10793090, 11165, 0], [-917504, 917504, 32768, 32768], [874482, 0, 0, 307564], [0, 0, 0, 0], [10985632, 0, 0, 31094], [-6907392, 6907392, -12544, -12544]], 'ap': [[8, -8, 0, 0], [0, 28, 1, 0], [-7, 7, -14, -14], [0, 0, 0, 0], [0, -1204, -217, 0], [-5362, 0, 0, 44], [0, -17549, 340, 0], [-1204, 1204, 813, 813], [30842, -30842, 1393, 1393], [-47830, 0, 0, -1652], [0, -83006, -1153, 0], [279907, -279907, -5838, -5838], [-402990, 0, 0, -2796], [133988, 0, 0, 5376], [884646, -884646, 2535, 2535], [0, -1158597, 22050, 0], [0, 330176, 11189, 0], [731521, -731521, 42130, 42130], [0, 892140, -67417, 0], [137200, 0, 0, -145432], [0, 2274531, 25108, 0], [4336982, -4336982, -83251, -83251], [5297180, 0, 0, -120824], [889875, -889875, 256596, 256596], [874482, 0, 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[-225549088, 225549088, -2810129, -2810129], [-564862714, 0, 0, 11306428], [366392253, -366392253, -14860916, -14860916], [186645718, 0, 0, 59330468], [1562822832, 0, 0, -42493696], [744946160, -744946160, -71381159, -71381159], [0, 2619493198, -57800837, 0], [0, -463383842, 7078113, 0], [-4679113752, 0, 0, 6043212], [620888160, -620888160, 81282103, 81282103], [-2231995920, 0, 0, 59180520], [-1471655283, 1471655283, 143254374, 143254374], [0, -4110927765, 15037404, 0], [2083037600, -2083037600, -8844639, -8844639], [-1014481597, 1014481597, -50745814, -50745814], [-111884744, 0, 0, -7526876], [0, -761206949, 34694674, 0], [0, 2321106172, -31906463, 0], [5362073781, -5362073781, -36577212, -36577212], [0, -3004395916, -128791313, 0], [0, 212359455, -154131104, 0], [-2141415892, 0, 0, -233564912], [713146539, -713146539, 10751556, 10751556], [0, -281981298, -48934767, 0], [4754680042, 0, 0, 141612780], [4128009382, -4128009382, 170326039, 170326039], [0, 1001780183, 112134526, 0], 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3413251885, -141273860, 0], [2873132556, 0, 0, -809787056], [7436813735, -7436813735, -36132194, -36132194], [0, 4370336766, -560460607, 0], [4307796996, 0, 0, -13949040], [0, 5219392941, 287516950, 0], [-16350145336, 0, 0, 10584064], [-20577655658, 0, 0, 225276204], [0, 21110774139, 470485836, 0], [-2956132144, 2956132144, -569110143, -569110143], [-17652847202, 17652847202, -361209835, -361209835], [-7206110757, 7206110757, -111559070, -111559070], [12943330974, 0, 0, 204077712], [-27671607580, 0, 0, -189227304], [-4899818910, 4899818910, 136478499, 136478499], [0, -128675080, -488319965, 0], [7459741680, 0, 0, -240588096], [-1200578442, 1200578442, -1047911291, -1047911291], [-4276839609, 4276839609, 833640216, 833640216], [2623211542, 0, 0, -484988400], [0, -24473709127, 230193122, 0], [-26000368040, 26000368040, 459761183, 459761183], [-1370581322, 0, 0, -1332212140], [14264504384, 0, 0, -633733800], [-25091771124, 25091771124, -309606363, -309606363], [0, -2147856075, 76309716, 0], [0, 12166728294, 1088190387, 0], [0, -13051027358, 787053813, 0], [0, 15024400181, 101966574, 0]], 'char_orbit_index': 3, 'field_poly': [56169, 237, 238, -1, 1], 'hecke_orbit_code': 54043333101617250, 'hecke_ring_character_values': [[3, [-1, 1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 56406, 56406, 119], 'hecke_ring_inverse_denominators': [1, 2, 2, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 1, 0], [-475, 475, 1, 1], [-356, 0, 0, 119]], 'hecke_ring_numerators': [[1, 0, 0, 0], [56169, -238, 238, -1], [-56169, 113050, -238, 1], [356, 0, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '98.8.c.m', 'level': 98, 'maxp': 997, 'weight': 8}
• 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

  
  {'Nk2': 6272, 'analytic_conductor': 30.613732497443934, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 180, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137573171298, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 8], 'label': '98.8.c', 'level': 98, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 212, 'mf_new_dim': 48, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 112, 'trace_bound': 9, 'trace_display': [0, 0, -252, 0], 'traces': [48, 0, 0, -1536, -252, 1792, 0, 0, -20496, -1792, 14164, 0, -24080, 0, -46688, -98304, -82740, 48352, -43456, 32256, 0, -49216, 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-226757035128, 76235021312, -27775721148, -116776705792, 36960, -20503461888, 0, 37193748608, 34674973716, -6693809920, 90248331752, 21947595264, 24984539664, 0, 333794957200, -153552804672, -124731213600, 40877901312, -4197629240, 33087013120, 0, -12238979072, -89181080076, -54676231680, -233414162656, -16002558208, -50451827160, 0, 171019890640, 25605246976, -76189418956, 180990654656, -70945111776, -17691770880, 0, -435452463488, -17711850992, 11228299264, -216495919824, -13591137280, 151988616864, 0, -1029045539328, -28943604480, 26099422440, 96204535808, -76528704728, 92532034560, 0, 99470352384, 148672420048, 13613347328, -98034633096, 3137863680, 83933795400, 0, 433212153600, 44866712320, 72061225460, -56908387200, 51588278616, -33402421248], 'weight': 8, '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: 86036
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.8.c.b', 'target_level': 14, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 86037
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.8.c.b', 'target_level': 14, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 86038
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.8.a.d', 'target_level': 98, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 86039
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '98.8.a.f', 'target_level': 98, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 86040
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '98.8.c.m', 'target_level': 98, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 86041
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '98.8.c.m', 'target_level': 98, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 86042
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.8.i.b', 'target_level': 112, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 86043
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.8.i.b', 'target_level': 112, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 86044
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '126.8.g.d', 'target_level': 126, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 86045
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '98.8.c.m', 'source_level': 98, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '126.8.g.d', 'target_level': 126, 'twist_class_label': '14.8.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 290325
    {'charpoly_factorization': [[[64, -8, 1], 2]], 'hecke_orbit_code': 54043333101617250, 'p': 2}
  • id: 290326
    {'charpoly_factorization': [[[27225, 9240, 3301, -56, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 3}
  • id: 290327
    {'charpoly_factorization': [[[34579262025, -2603370, 186151, 14, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 5}
  • id: 290328
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 54043333101617250, 'p': 7}
  • id: 290329
    {'charpoly_factorization': [[[1869511240244025, -104116730760, 49036309, 2408, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 11}
  • id: 290330
    {'charpoly_factorization': [[[26913780, 10724, 1], 2]], 'hecke_orbit_code': 54043333101617250, 'p': 13}
  • id: 290331
    {'charpoly_factorization': [[[39308217565526001, 6958634809098, 1033606603, 35098, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 17}
  • id: 290332
    {'charpoly_factorization': [[[391638112293301225, -1506950395720, 631608429, 2408, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 19}
  • id: 290333
    {'charpoly_factorization': [[[792557769979436769, 54914621238708, 4695172993, -61684, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 23}
  • id: 290334
    {'charpoly_factorization': [[[-302210796, 95660, 1], 2]], 'hecke_orbit_code': 54043333101617250, 'p': 29}
  • id: 290335
    {'charpoly_factorization': [[[31678739039807741025, 934379765212740, 21931597249, 166012, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 31}
  • id: 290336
    {'charpoly_factorization': [[[2116356891603362502649, -25753615570568702, 267387835503, -559814, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 37}
  • id: 290337
    {'charpoly_factorization': [[[154982022516, 805980, 1], 2]], 'hecke_orbit_code': 54043333101617250, 'p': 41}
  • id: 290338
    {'charpoly_factorization': [[[-9474621680, -267976, 1], 2]], 'hecke_orbit_code': 54043333101617250, 'p': 43}
  • id: 290339
    {'charpoly_factorization': [[[602952339749426339799681, -1373855340249153972, 2353894123473, -1769292, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 47}
  • id: 290340
    {'charpoly_factorization': [[[776056756372047663856281, 2041310819323319346, 4488447197727, 2317194, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 53}
  • id: 290341
    {'charpoly_factorization': [[[95895998977580964009, 6466596179869056, 445857414157, -660352, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 59}
  • id: 290342
    {'charpoly_factorization': [[[1320872433774883782226281, 1681462677906192678, 3289784038423, -1463042, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 61}
  • id: 290343
    {'charpoly_factorization': [[[12371683933086169905489721, 6275920241430481080, 6700995581461, -1784280, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 67}
  • id: 290344
    {'charpoly_factorization': [[[-20052968986176, -274400, 1], 2]], 'hecke_orbit_code': 54043333101617250, 'p': 71}
  • id: 290345
    {'charpoly_factorization': [[[20932735050725490490680625, -20813007667450176150, 16118734479019, -4549062, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 73}
  • id: 290346
    {'charpoly_factorization': [[[149625519221333007400640625, -106101237818819080500, 63005500426921, -8673964, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 79}
  • id: 290347
    {'charpoly_factorization': [[[14206197364176, -10594360, 1], 2]], 'hecke_orbit_code': 54043333101617250, 'p': 83}
  • id: 290348
    {'charpoly_factorization': [[[3805867432190248110037504881, 109795825913390930250, 64859222894859, -1779750, 1], 1]], 'hecke_orbit_code': 54043333101617250, 'p': 89}
  • id: 290349
    {'charpoly_factorization': [[[-89006519008780, -1748964, 1], 2]], 'hecke_orbit_code': 54043333101617250, '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': 3, 'hecke_orbit': 13, 'label': '98.8.c.m', 'level': 98, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 58116025
    {'hecke_orbit_code': 54043333101617250, 'n': 1, 'trace_an': 4}
  • id: 58116026
    {'hecke_orbit_code': 54043333101617250, 'n': 2, 'trace_an': 16}
  • id: 58116027
    {'hecke_orbit_code': 54043333101617250, 'n': 3, 'trace_an': 56}
  • id: 58116028
    {'hecke_orbit_code': 54043333101617250, 'n': 4, 'trace_an': -128}
  • id: 58116029
    {'hecke_orbit_code': 54043333101617250, 'n': 5, 'trace_an': -14}
  • id: 58116030
    {'hecke_orbit_code': 54043333101617250, 'n': 6, 'trace_an': 896}
  • id: 58116031
    {'hecke_orbit_code': 54043333101617250, 'n': 7, 'trace_an': 0}
  • id: 58116032
    {'hecke_orbit_code': 54043333101617250, 'n': 8, 'trace_an': -2048}
  • id: 58116033
    {'hecke_orbit_code': 54043333101617250, 'n': 9, 'trace_an': 908}
  • id: 58116034
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