Embedded newform data - 384.10.d.b.193.8

Formats: - HTML - YAML - JSON - 2024-05-14T03:52:18.578471

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 38400, 'analytic_conductor': 197.7737610869273, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 193, 'conrey_indexes': [193], 'dim': 8, 'field_disc': 126889827546358432995837985024, 'field_disc_factorization': [[2, 8], [6311, 2], [3527729207, 2]], 'field_poly': [852972309225, 0, 45928424926, 0, 45211107, 0, 13062, 0, 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': [[5, [6903383511575235133440000, 0, 37796298115527475200, 0, 33495402213376, 0, 10189952, 0, 1]], [7, [-139519152670464, 267125408256, -38951584, -6816, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503805953573248, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 38654705664, 'hecke_ring_index_factorization': [[2, 32], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '384.10.d.b', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '384.10.d.a', 'prim_orbit_index': 2, 'qexp_display': 'q-3^{4}\\beta _{4}q^{3}+(140\\beta _{4}-\\beta _{5})q^{5}+(1704+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '384.10.d', 'trace_display': [0, 0, 0, 13632], 'trace_hash': 1503369604864253718, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.279', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.272', 'prec': 17}, {'__RealLiteral__': 0, 'data': '281.120', 'prec': 24}, {'__RealLiteral__': 0, 'data': '15.527', 'prec': 20}, {'__RealLiteral__': 0, 'data': '15618.410', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [8, 0, 0, 0, 0, 0, 13632, 0, -52488, 0, 0, 0, 0, 0, 90720, 0, 8304, 0, 0, 0, 0, 0, 4612608, 0, -4754904, 0, 0, 0, 0, 0, 7499328, 0, -6213024, 0, 0, 0, 0, 0, 23211360, 0, -43518896, 0, 0, 0, 0, 0, -49382016, 0, -74106808, 0, 0, 0, 0, 0, -19030656, 0, 38141280, 0, 0, 0, 0, 0, -89439552, 0, -110270336, 0, 0, 0, 0, 0, 741751296, 0, -1507903440, 0, 0, 0, 0, 0, -1008373440, 0, 344373768, 0, 0, 0, 0, 0, -423468000, 0, -1337034448, 0, 0, 0, 0, 0, 543950208, 0, -904817936, 0, 0, 0, 0, 0, -792386112, 0, -2788318080, 0, 0, 0, 0, 0, 2495549088, 0, -8613049200, 0, 0, 0, 0, 0, -5686801536, 0, -5093704488, 0, 0, 0, 0, 0, -8587876416, 0, 289959264, 0, 0, 0, 0, 0, -595213920, 0, -3971878576, 0, 0, 0, 0, 0, -5762403456, 0, 860703232, 0, 0, 0, 0, 0, -27878341824, 0, -54482544, 0, 0, 0, 0, 0, -1721090592, 0, -9104171264, 0, 0, 0, 0, 0, -21329284224, 0, 29238347496, 0, 0, 0, 0, 0, -51865364928, 0, 12711217248, 0, 0, 0, 0, 0, -3770667936, 0, 91825658496, 0, 0, 0, 0, 0, -78419348736, 0, 64045213040, 0, 0, 0, 0, 0, 31254069696, 0, 34689428064, 0, 0, 0, 0, 0, -30263321088, 0, 39346102144, 0, 0, 0, 0, 0, -152222984832, 0, -10900625536, 0, 0, 0, 0, 0, -295272078144, 0, 31196925144, 0, 0, 0, 0, 0, -116922652416, 0, -116478212688, 0, 0, 0, 0, 0, -386296810752, 0, -71752111376, 0, 0, 0, 0, 0, -390631745664, 0, 20639191392, 0, 0, 0, 0, 0, -177710770368, 0, 112613878800, 0, 0, 0, 0, 0, -345798536064, 0, -110121998848, 0, 0, 0, 0, 0, -367110754368, 0, -166778901504, 0, 0, 0, 0, 0, -49203091008, 0, -284123095504, 0, 0, 0, 0, 0, -755723489664, 0, -103824496232, 0, 0, 0, 0, 0, -568130514048, 0, 40763650464, 0, 0, 0, 0, 0, -409499517600, 0, -97035996288, 0, 0, 0, 0, 0, -346431596928, 0, -208368700592, 0, 0, 0, 0, 0, -1297740621696, 0, -105738568992, 0, 0, 0, 0, 0, -144685774368, 0, -103878436096, 0, 0, 0, 0, 0, -2477726461056, 0, -250684699120, 0, 0, 0, 0, 0, -476675718528, 0, 11204345088, 0, 0, 0, 0, 0, -152289732960, 0, -778455920112, 0, 0, 0, 0, 0, -753495912960, 0, -1098677795048, 0, 0, 0, 0, 0, -3467488146624, 0, 285527476656, 0, 0, 0, 0, 0, 654729324480, 0, 2503529126784, 0, 0, 0, 0, 0, -2382906518784, 0, -986536607232, 0, 0, 0, 0, 0, 1344149968896, 0, 863436099168, 0, 0, 0, 0, 0, -1166230192896, 0, 1807156845680, 0, 0, 0, 0, 0, 3252898041984, 0, 168010144208, 0, 0, 0, 0, 0, -3679082584704, 0, 958167250272, 0, 0, 0, 0, 0, 323995406976, 0, 620148084272, 0, 0, 0, 0, 0, -2544381716352, 0, 2157978253936, 0, 0, 0, 0, 0, 1684103521728, 0, 486214767288, 0, 0, 0, 0, 0, -925767307296, 0, 1489117991664, 0, 0, 0, 0, 0, 4726614640128, 0, -1493513223344, 0, 0, 0, 0, 0, -3159009493056, 0, 1873732984704, 0, 0, 0, 0, 0, 1073497688928, 0, 1796097269632, 0, 0, 0, 0, 0, -4162850957184, 0, -1343527956352, 0, 0, 0, 0, 0, 11515859273280, 0, -488877205536, 0, 0, 0, 0, 0, 124860134016, 0, -368617213696, 0, 0, 0, 0, 0, 9289103676672, 0, -3741691973120, 0, 0, 0, 0, 0, -2051808114816, 0, -250244938080, 0, 0, 0, 0, 0, 4697229940128, 0, -1874407702960, 0, 0, 0, 0, 0, -3991489127040, 0, -8076725353656, 0, 0, 0, 0, 0, 25660368851328, 0, 7109816433120, 0, 0, 0, 0, 0, -1558200621024, 0, -1332330857344, 0, 0, 0, 0, 0, 27693039818880, 0, -17681761817728, 0, 0, 0, 0, 0, -7750158223488, 0, 4366082025792, 0, 0, 0, 0, 0, 586812900672, 0, -423921678128, 0, 0, 0, 0, 0, -4038820204032, 0, -19360631924080, 0, 0, 0, 0, 0, 29772440022912, 0, 723483674496, 0, 0, 0, 0, 0, -1089560971296, 0, 9325473759632, 0, 0, 0, 0, 0, 30059449504512, 0, 4097949376176, 0, 0, 0, 0, 0, -3916864021056, 0, 4284223373952, 0, 0, 0, 0, 0, 16752009774528, 0, -3064653033552, 0, 0, 0, 0, 0, -15588776934528, 0, -15207287203896, 0, 0, 0, 0, 0, 30684365933376, 0, 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18294154922880, 0, 0, 0, 0, 0, -66976911186912, 0, 93743747929040, 0, 0, 0, 0, 0, -6444513875328, 0, -163062289431160, 0, 0, 0, 0, 0, -20327946083136, 0, 103231833977664, 0, 0, 0, 0, 0, -5433560352, 0, 101019554609264, 0, 0, 0, 0, 0, -115954649132160, 0, -82730912261120, 0, 0, 0, 0, 0, -60112191865536, 0, 76888707388128, 0, 0, 0, 0, 0, -16373297566368, 0], 'weight': 10, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.0, 0.5773502691896257], [0.0, 0.0], [0.0, 1.5586241064729296], [0.0, 0.0], [1.2055441324729206, 0.0], [0.0, 0.0], [-0.3333333333333333, 0.0], [0.0, 0.0], [0.0, 1.2664106806302196], [0.0, 0.0], [0.0, -0.2746550162255455], [0.0, 0.0], [-0.8998720474375858, 0.0], [0.0, 0.0], [0.5609394066210183, 0.0], [0.0, 0.0], [0.0, -0.6457919566546949], [0.0, 0.0], [0.0, 0.6960212294032145], [0.0, 0.0], [0.6115525178930336, 0.0], [0.0, 0.0], [-1.429309105278538, 0.0], [0.0, 0.0], [0.0, -0.19245008972987526], [0.0, 0.0], [0.0, 1.1659757349859166], [0.0, 0.0], [-0.505609074074929, 0.0], [0.0, 0.0], [-0.7311625473664745, 0.0], [0.0, 0.0], [0.0, 1.8789901462892888], [0.0, 0.0], [0.0, -1.8815734533240915], [0.0, 0.0], [0.15857214755209972, 0.0], [0.0, 0.0], [-1.7446824426650676, 0.0], [0.0, 0.0], [0.0, 0.4205298505570283], [0.0, 0.0], [0.0, -0.5195413688243098], [0.0, 0.0], [-1.074900671391928, 0.0], [0.0, 0.0], [0.45333665533988676, 0.0], [0.0, 0.0], [0.0, 0.32385851741171384], [0.0, 0.0], [0.0, -0.6914526096081478], [0.0, 0.0], [-1.9738582155250506, 0.0], [0.0, 0.0], [0.37284816001508325, 0.0], [0.0, 0.0], [0.0, 1.0059490077420068], [0.0, 0.0], [0.0, 0.3573075172195297], [0.0, 0.0], [-0.4018480441576402, 0.0], [0.0, 0.0], [0.42808392925284877, 0.0], [0.0, 0.0], [0.0, 1.092085119543971], [0.0, 0.0], [0.0, 0.35308001082913637], [0.0, 0.0], [0.7200971902062624, 0.0], [0.0, 0.0], [-1.5642093004227238, 0.0], [0.0, 0.0], [0.0, -0.825211996687747], [0.0, 0.0], [0.0, 1.526713965334799], [0.0, 0.0], [-1.5057029952265983, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.0], [0.0, 1.3716010760012407], [0.0, 0.0], [0.0, 0.87429368143014], [0.0, 0.0], [-0.6731764044626907, 0.0], [0.0, 0.0], [0.17879037331479952, 0.0], [0.0, 0.0], [0.0, -0.33110874326496115], [0.0, 0.0], [0.0, -0.29191353502187767], [0.0, 0.0], [1.0065469114083287, 0.0], [0.0, 0.0], [0.3340376171171304, 0.0], [0.0, 0.0], [0.0, -0.42213689354340656], [0.0, 0.0], [0.0, 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'angles': [None, None, 0.14221564092120903, -0.14703141301380226, 0.10913056846165732, -0.47807436104124285, -0.2047548887185103, -0.4476717997213047, -0.20054202335856647, 0.09905824694700938, -0.2906764792106945, -0.3050441684514908, -0.41869959704871484, 0.03371632774905099, -0.3403062228950541, -0.4438162821943994, 0.08388052079914801, 0.028587096859345323, 0.09193315929265351, -0.19138005431962812, -0.3929268921091719, -0.3856610856821244, 0.12027388191753415, -0.23575329559059693, -0.2232929686352376, 0.11493021776448135, -0.21329412501697803, -0.3031358436638377, -0.474398924064965, -0.20606875713254494, -0.32199803882185984, -0.4597959679401896, -0.24889784213433025, -0.3837944988591974, 0.1724628503505386, -0.3013416387808125, 0.0061842777397373705, 0.19940044770508458, -0.4264354701543247, 0.12437010521474379, -0.38905162555016615, 0.002639342070031537, -0.34299138114206124, -0.22391354963073848, 0.023344788103520434, -0.17604550287603368, -0.30819204545670725, 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-0.2743838143713096, -0.44512593928926114, 0.02287288873364456, -0.21985070266461285, 0.01217078184548455, -0.4735615908291581, -0.3011002952058365, 0.1444280754099836, -0.1684876875566709, -0.49221589234961655, -0.1955505886464406, 0.07133369603521775, -0.10120949866552902, -0.39016040763806414, -0.30612285876213374, -0.49045319262661496, -0.26414541081480986, -0.2886698957608966, -0.4067635082673196, -0.2760061767003412, -0.4934414328985749, -0.44473168056425877, -0.17726005978858872, -0.13123482009538578, -0.44942408970684716, -0.17490137754423568, -0.31202492537423343, -0.3595339157392558, -0.46664722274982806], 'char_orbit_index': 4, 'conrey_index': 193, 'dual_conrey_index': 193, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 8, 'embedding_m': 8, 'embedding_root_imag': -90.88621203914903, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503805953573248, 'label': '384.10.d.b.193.8', 'level': 384, 'weight': 10}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 38400, 'analytic_conductor': 197.7737610869273, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'conrey_index': 193, 'cusp_dim': 560, 'dim': 72, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 206326202752, 'hecke_orbit_dims': [8, 8, 10, 10, 16, 20], 'label': '384.10.d', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 592, 'mf_new_dim': 72, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 72, 'sturm_bound': 640, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [72, 0, 0, 0, 0, 0, 0, 0, -472392, 0, 0, 0, 0, 0, 0, 0, 815984, 0, 0, 0, 0, 0, 0, 0, -21237944, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -15123824, 0, 0, 0, 0, 0, 0, 0, 466693992, 0, 0, 0, 0, 0, 0, 0, 316449504, 0, 0, 0, 0, 0, 0, 0, 198366656, 0, 0, 0, 0, 0, 0, 0, -2337658224, 0, 0, 0, 0, 0, 0, 0, 3099363912, 0, 0, 0, 0, 0, 0, 0, 1100315568, 0, 0, 0, 0, 0, 0, 0, 6481449392, 0, 0, 0, 0, 0, 0, 0, 3631389408, 0, 0, 0, 0, 0, 0, 0, -10219386288, 0, 0, 0, 0, 0, 0, 0, -11976171624, 0, 0, 0, 0, 0, 0, 0, -5370973920, 0, 0, 0, 0, 0, 0, 0, 43766416, 0, 0, 0, 0, 0, 0, 0, -10850592, 0, 0, 0, 0, 0, 0, 0, -5353671024, 0, 0, 0, 0, 0, 0, 0, 32711434816, 0, 0, 0, 0, 0, 0, 0, 1275310568, 0, 0, 0, 0, 0, 0, 0, 39221213472, 0, 0, 0, 0, 0, 0, 0, 50334787584, 0, 0, 0, 0, 0, 0, 0, -36515912112, 0, 0, 0, 0, 0, 0, 0, -18231855840, 0, 0, 0, 0, 0, 0, 0, -122104602624, 0, 0, 0, 0, 0, 0, 0, 1086082336, 0, 0, 0, 0, 0, 0, 0, 139342150584, 0, 0, 0, 0, 0, 0, 0, -459111665168, 0, 0, 0, 0, 0, 0, 0, 108164084880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9157418000, 0, 0, 0, 0, 0, 0, 0, 194271182112, 0, 0, 0, 0, 0, 0, 0, -386110623744, 0, 0, 0, 0, 0, 0, 0, -809003667088, 0, 0, 0, 0, 0, 0, 0, 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-20334926626632, 0, 0, 0, 0, 0, 0, 0, 28295843383552, 0, 0, 0, 0, 0, 0, 0, 44029084511840, 0, 0, 0, 0, 0, 0, 0, -33206206390272, 0, 0, 0, 0, 0, 0, 0, -32477741966000, 0, 0, 0, 0, 0, 0, 0, -21680739687472, 0, 0, 0, 0, 0, 0, 0, -23379221439936, 0, 0, 0, 0, 0, 0, 0, -108468329416704, 0, 0, 0, 0, 0, 0, 0, 65358382297664, 0, 0, 0, 0, 0, 0, 0, -7219170441648, 0, 0, 0, 0, 0, 0, 0, 40346683256592, 0, 0, 0, 0, 0, 0, 0, 22482834326656, 0, 0, 0, 0, 0, 0, 0, -23227567682688, 0, 0, 0, 0, 0, 0, 0, 12347368645936, 0, 0, 0, 0, 0, 0, 0, 27665174575880, 0, 0, 0, 0, 0, 0, 0, 16617890469600, 0, 0, 0, 0, 0, 0, 0, 195431202738704, 0, 0, 0, 0, 0, 0, 0, 10616932458528, 0, 0, 0, 0, 0, 0, 0, -42524789460912, 0, 0, 0, 0, 0, 0, 0, 73036333609872, 0, 0, 0, 0, 0, 0, 0, 23776695648992, 0, 0, 0, 0, 0, 0, 0, -119890848225024, 0, 0, 0, 0, 0, 0, 0, -70500696506944, 0, 0, 0, 0, 0, 0, 0, 60822402710400, 0, 0, 0, 0, 0, 0, 0, -69262637957856, 0, 0, 0, 0, 0, 0, 0, -247511498862736, 0, 0, 0, 0, 0, 0, 0, 40298899981104, 0, 0, 0, 0, 0, 0, 0, -23825545905888, 0, 0, 0, 0, 0, 0, 0, -203911561158192, 0, 0, 0, 0, 0, 0, 0, 162990398475176, 0, 0, 0, 0, 0, 0, 0, 70963497437760, 0, 0, 0, 0, 0, 0, 0, -251204518942736, 0, 0, 0, 0, 0, 0, 0, 44569569521824, 0, 0, 0, 0, 0, 0, 0, 64526388202656, 0, 0, 0, 0, 0, 0, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34980702
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503805953573248, 'source_is_minimal': True, 'source_label': '384.10.d.b.193.8', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503805953573248, 'target_is_minimal': True, 'target_label': '384.10.d.b.193.8', 'target_level': 384, 'twist_class_label': '384.10.d.a.193.4', 'twist_class_level': 384, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34980703
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503805953573248, 'source_is_minimal': True, 'source_label': '384.10.d.b.193.8', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206326202752, 'target_is_minimal': True, 'target_label': '384.10.d.a.193.4', 'target_level': 384, 'twist_class_label': '384.10.d.a.193.4', 'twist_class_level': 384, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34980704
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503805953573248, 'source_is_minimal': True, 'source_label': '384.10.d.b.193.8', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206326202752, 'target_is_minimal': True, 'target_label': '384.10.d.a.193.5', 'target_level': 384, 'twist_class_label': '384.10.d.a.193.4', 'twist_class_level': 384, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34980705
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503805953573248, 'source_is_minimal': True, 'source_label': '384.10.d.b.193.8', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805953573248, 'target_is_minimal': True, 'target_label': '384.10.d.b.193.1', 'target_level': 384, 'twist_class_label': '384.10.d.a.193.4', 'twist_class_level': 384, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 808875
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 4503805953573248, 'p': 2}
  • id: 808876
    {'charpoly_factorization': [[[6561, 0, 1], 4]], 'hecke_orbit_code': 4503805953573248, 'p': 3}
  • id: 808877
    {'charpoly_factorization': [[[6903383511575235133440000, 0, 37796298115527475200, 0, 33495402213376, 0, 10189952, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 5}
  • id: 808878
    {'charpoly_factorization': [[[-139519152670464, 267125408256, -38951584, -6816, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 7}
  • id: 808879
    {'charpoly_factorization': [[[958589230953320900178395511589502976, 0, 58533000256521354606884831232, 0, 46409298987583088128, 0, 11978643008, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 11}
  • id: 808880
    {'charpoly_factorization': [[[12332004744810693892785719241241329664, 0, 76205591127360302123797528576, 0, 97589328147224286720, 0, 27798823744, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 13}
  • id: 808881
    {'charpoly_factorization': [[[-3011912428973266039280, 49338488226303264, -211211009384, -4152, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 17}
  • id: 808882
    {'charpoly_factorization': [[[14598326562589395067510326445391719050839654400, 0, 216016520768203982891694798546026496, 0, 1028624139705548692579840, 0, 1840089688640, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 19}
  • id: 808883
    {'charpoly_factorization': [[[-24723009442190575595520, 147383466145431552, 1076395085696, -2306304, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 23}
  • id: 808884
    {'charpoly_factorization': [[[212667091225779738846859644915522680978220299673665536, 0, 70968559804674244027208846364861136371712, 0, 5156493719230947810060791808, 0, 126446858508928, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 29}
  • id: 808885
    {'charpoly_factorization': [[[-12588119845694138314872576, 24857816523885746688, -5083681907104, -3749664, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 31}
  • id: 808886
    {'charpoly_factorization': [[[4568742376642093089262571836232416942986032593305600, 0, 24009022622765486461284979638544945004544, 0, 13417465244109595745316513280, 0, 489154292072000, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 37}
  • id: 808887
    {'charpoly_factorization': [[[1101033211771228527249469200, -6912615462876145459104, -529708328936360, 21759448, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 41}
  • id: 808888
    {'charpoly_factorization': [[[142557607120931988669021410679737800369673843455368953856, 0, 34376463646086303301584564221587377583177728, 0, 483607080578173389672119592448, 0, 1381436801509952, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 43}
  • id: 808889
    {'charpoly_factorization': [[[-77918674817899713955261870080, -61905535137248025317376, -2066485216488064, 24691008, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 47}
  • id: 808890
    {'charpoly_factorization': [[[464479544549976509128658495444386531428408162022802586037387264, 0, 533130421025483728240699751540979766509594738688, 0, 186335218769434529015305502453760, 0, 23777254891395712, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 53}
  • id: 808891
    {'charpoly_factorization': [[[94292939071897736590556294614609994398946271068297547286118400, 0, 335773638512956921853136366466839968934321340416, 0, 147135575720663874486208819127808, 0, 21321177912687168, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 59}
  • id: 808892
    {'charpoly_factorization': [[[4537324910908061958991709915743991577428247269640226167914496, 0, 17661617954600126529272634195092401079311810560, 0, 18644911536620627517747825059328, 0, 7421211199909440, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 61}
  • id: 808893
    {'charpoly_factorization': [[[1480672267615853064874562212205328597426335000023519120725880406016, 0, 220033906879465423732716883476599745011856139763712, 0, 9968299856515497147434486423152128, 0, 174012682174452288, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 67}
  • id: 808894
    {'charpoly_factorization': [[[-2146456183231575131396721489801216, 25638537448328392777285632, -42584318695350400, -370875648, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 71}
  • id: 808895
    {'charpoly_factorization': [[[-508073518886622309728585950518000, 558088002886639038049440, 147101942187473112, 753951720, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 73}
  • id: 808896
    {'charpoly_factorization': [[[1184423423817926550415802415614208, -93032869761245029948657152, -191737101483224992, 504186720, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 79}
  • id: 808897
    {'charpoly_factorization': [[[34605024508712213822393907020596191337924759041479884527765353988096, 0, 3904995919886625217367478078163388785829981165862912, 0, 81887432797362682156717778058208768, 0, 553752814633245248, 0, 1], 1]], 'hecke_orbit_code': 4503805953573248, 'p': 83}
  • id: 808898
    {'charpoly_factorization': [[[15433019358842177178402816091967760, -103233379368357604391143776, -484471894678056488, 668517224, 1], 2]], 'hecke_orbit_code': 4503805953573248, 'p': 89}
  • id: 808899
    {'charpoly_factorization': [[[71020187045281760693987040183317520, -108901792306952852705194464, -679913722622028008, 452408968, 1], 2]], 'hecke_orbit_code': 4503805953573248, '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': 4, 'hecke_orbit': 2, 'label': '384.10.d.b', 'level': 384, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 84681000
    {'hecke_orbit_code': 4503805953573248, 'n': 1, 'trace_an': 8}
  • id: 84681001
    {'hecke_orbit_code': 4503805953573248, 'n': 2, 'trace_an': 0}
  • id: 84681002
    {'hecke_orbit_code': 4503805953573248, 'n': 3, 'trace_an': 0}
  • id: 84681003
    {'hecke_orbit_code': 4503805953573248, 'n': 4, 'trace_an': 0}
  • id: 84681004
    {'hecke_orbit_code': 4503805953573248, 'n': 5, 'trace_an': 0}
  • id: 84681005
    {'hecke_orbit_code': 4503805953573248, 'n': 6, 'trace_an': 0}
  • id: 84681006
    {'hecke_orbit_code': 4503805953573248, 'n': 7, 'trace_an': 13632}
  • id: 84681007
    {'hecke_orbit_code': 4503805953573248, 'n': 8, 'trace_an': 0}
  • id: 84681008
    {'hecke_orbit_code': 4503805953573248, 'n': 9, 'trace_an': -52488}
  • id: 84681009
    {'hecke_orbit_code': 4503805953573248, 'n': 10, 'trace_an': 0}
  • id: 84681010
    {'hecke_orbit_code': 4503805953573248, 'n': 11, 'trace_an': 0}
  • id: 84681011
    {'hecke_orbit_code': 4503805953573248, 'n': 12, 'trace_an': 0}
  • id: 84681012
    {'hecke_orbit_code': 4503805953573248, 'n': 13, 'trace_an': 0}
  • id: 84681013
    {'hecke_orbit_code': 4503805953573248, 'n': 14, 'trace_an': 0}
  • id: 84681014
    {'hecke_orbit_code': 4503805953573248, 'n': 15, 'trace_an': 90720}
  • id: 84681015
    {'hecke_orbit_code': 4503805953573248, 'n': 16, 'trace_an': 0}
  • id: 84681016
    {'hecke_orbit_code': 4503805953573248, 'n': 17, 'trace_an': 8304}
  • id: 84681017
    {'hecke_orbit_code': 4503805953573248, 'n': 18, 'trace_an': 0}
  • id: 84681018
    {'hecke_orbit_code': 4503805953573248, 'n': 19, 'trace_an': 0}
  • id: 84681019
    {'hecke_orbit_code': 4503805953573248, 'n': 20, 'trace_an': 0}
  • id: 84681020
    {'hecke_orbit_code': 4503805953573248, 'n': 21, 'trace_an': 0}
  • id: 84681021
    {'hecke_orbit_code': 4503805953573248, 'n': 22, 'trace_an': 0}
  • id: 84681022
    {'hecke_orbit_code': 4503805953573248, 'n': 23, 'trace_an': 4612608}
  • id: 84681023
    {'hecke_orbit_code': 4503805953573248, 'n': 24, 'trace_an': 0}
  • id: 84681024
    {'hecke_orbit_code': 4503805953573248, 'n': 25, 'trace_an': -4754904}
  • id: 84681025
    {'hecke_orbit_code': 4503805953573248, 'n': 26, 'trace_an': 0}
  • id: 84681026
    {'hecke_orbit_code': 4503805953573248, 'n': 27, 'trace_an': 0}
  • id: 84681027
    {'hecke_orbit_code': 4503805953573248, 'n': 28, 'trace_an': 0}
  • id: 84681028
    {'hecke_orbit_code': 4503805953573248, 'n': 29, 'trace_an': 0}
  • id: 84681029
    {'hecke_orbit_code': 4503805953573248, 'n': 30, 'trace_an': 0}
  • id: 84681030
    {'hecke_orbit_code': 4503805953573248, 'n': 31, 'trace_an': 7499328}
  • id: 84681031
    {'hecke_orbit_code': 4503805953573248, 'n': 32, 'trace_an': 0}
  • id: 84681032
    {'hecke_orbit_code': 4503805953573248, 'n': 33, 'trace_an': -6213024}
  • id: 84681033
    {'hecke_orbit_code': 4503805953573248, 'n': 34, 'trace_an': 0}
  • id: 84681034
    {'hecke_orbit_code': 4503805953573248, 'n': 35, 'trace_an': 0}
  • id: 84681035
    {'hecke_orbit_code': 4503805953573248, 'n': 36, 'trace_an': 0}
  • id: 84681036
    {'hecke_orbit_code': 4503805953573248, 'n': 37, 'trace_an': 0}
  • id: 84681037
    {'hecke_orbit_code': 4503805953573248, 'n': 38, 'trace_an': 0}
  • id: 84681038
    {'hecke_orbit_code': 4503805953573248, 'n': 39, 'trace_an': 23211360}
  • id: 84681039
    {'hecke_orbit_code': 4503805953573248, 'n': 40, 'trace_an': 0}
  • id: 84681040
    {'hecke_orbit_code': 4503805953573248, 'n': 41, 'trace_an': -43518896}
  • id: 84681041
    {'hecke_orbit_code': 4503805953573248, 'n': 42, 'trace_an': 0}
  • id: 84681042
    {'hecke_orbit_code': 4503805953573248, 'n': 43, 'trace_an': 0}
  • id: 84681043
    {'hecke_orbit_code': 4503805953573248, 'n': 44, 'trace_an': 0}
  • id: 84681044
    {'hecke_orbit_code': 4503805953573248, 'n': 45, 'trace_an': 0}
  • id: 84681045
    {'hecke_orbit_code': 4503805953573248, 'n': 46, 'trace_an': 0}
  • id: 84681046
    {'hecke_orbit_code': 4503805953573248, 'n': 47, 'trace_an': -49382016}
  • id: 84681047
    {'hecke_orbit_code': 4503805953573248, 'n': 48, 'trace_an': 0}
  • id: 84681048
    {'hecke_orbit_code': 4503805953573248, 'n': 49, 'trace_an': -74106808}
  • id: 84681049
    {'hecke_orbit_code': 4503805953573248, 'n': 50, 'trace_an': 0}
  • id: 84681050
    {'hecke_orbit_code': 4503805953573248, 'n': 51, 'trace_an': 0}
  • id: 84681051
    {'hecke_orbit_code': 4503805953573248, 'n': 52, 'trace_an': 0}
  • id: 84681052
    {'hecke_orbit_code': 4503805953573248, 'n': 53, 'trace_an': 0}
  • id: 84681053
    {'hecke_orbit_code': 4503805953573248, 'n': 54, 'trace_an': 0}
  • id: 84681054
    {'hecke_orbit_code': 4503805953573248, 'n': 55, 'trace_an': -19030656}
  • id: 84681055
    {'hecke_orbit_code': 4503805953573248, 'n': 56, 'trace_an': 0}
  • id: 84681056
    {'hecke_orbit_code': 4503805953573248, 'n': 57, 'trace_an': 38141280}
  • id: 84681057
    {'hecke_orbit_code': 4503805953573248, 'n': 58, 'trace_an': 0}
  • id: 84681058
    {'hecke_orbit_code': 4503805953573248, 'n': 59, 'trace_an': 0}
  • id: 84681059
    {'hecke_orbit_code': 4503805953573248, 'n': 60, 'trace_an': 0}
  • id: 84681060
    {'hecke_orbit_code': 4503805953573248, 'n': 61, 'trace_an': 0}
  • id: 84681061
    {'hecke_orbit_code': 4503805953573248, 'n': 62, 'trace_an': 0}
  • id: 84681062
    {'hecke_orbit_code': 4503805953573248, 'n': 63, 'trace_an': -89439552}
  • id: 84681063
    {'hecke_orbit_code': 4503805953573248, 'n': 64, 'trace_an': 0}
  • id: 84681064
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  • id: 84681072
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