Embedded newform data - 882.6.a.t.1.1

Formats: - HTML - YAML - JSON - 2024-12-26T20:28:50.303411

• 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': 31752, 'analytic_conductor': 141.45852907504892, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -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': [882, 1, [785, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-26, 1]], [11, [-358, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703602, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '882.6.a.t', 'level': 882, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '294.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+26q^{5}+2^{6}q^{8}+104q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.6.a', 'trace_display': [4, 0, 26, 0], 'trace_hash': 468998308254561951, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.106', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.141', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 4, 0, 16, 26, 0, 0, 64, 0, 104, 358, 0, -332, 0, 0, 256, 126, 0, 2200, 416, 0, 1432, 2142, 0, -2449, -1328, 0, 0, 3610, 0, -5668, 1024, 0, 504, 0, 0, -2922, 8800, 0, 1664, -2142, 0, 6388, 5728, 0, 8568, -6520, 0, 0, -9796, 0, -5312, 10702, 0, 9308, 0, 0, 14440, 42524, 0, 44840, -22672, 0, 4096, -8632, 0, -1448, 2016, 0, 0, 4402, 0, -20500, -11688, 0, 35200, 0, 0, 65236, 6656, 0, -8568, -102804, 0, 3276, 25552, 0, 22912, -128006, 0, 0, 34272, 0, -26080, 57200, 0, 113324, 0, 0, -39184, -139714, 0, 142180, -21248, 0, 42808, 198518, 0, 132538, 37232, 0, 0, -47026, 0, 55692, 57760, 0, 170096, 0, 0, -32887, 179360, 0, -90688, -144924, 0, 165548, 16384, 0, -34528, -139308, 0, 0, -5792, 0, 8064, 332842, 0, -8556, 0, 0, 17608, -118856, 0, 93860, -82000, 0, -46752, -69554, 0, 529240, 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• 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

  
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0.0], [0.16943069999015203, 0.0], [0.0, 0.0], [-0.293305553678235, 0.0]], 'angles': [None, None, -0.21264635957868475, None, -0.17641740769018086, -0.29391311725423613, -0.24158137974966865, -0.1268030775751845, -0.18063724933815273, -0.1847568646874116, -0.3388398787779368, -0.27806853008023064, -0.26586241115825765, -0.2075732460268207, -0.28453072531594065, -0.20786425699943287, -0.10368401501592968, -0.109764459548894, -0.2531361714507355, -0.24174933711433874, -0.2861389305920978, -0.1499544794709792, -0.4027360594934756, -0.4136816557906298, -0.14529281658892348, -0.3693157708211524, -0.13522289220926373, -0.09182503779455839, -0.16029713152348443, -0.2777094785454329, -0.17474970007594146, -0.3076955191062583, -0.11320005123979783, -0.25298916194035953, -0.27048075048278847, -0.053296292392806206, -0.25336008960501594, -0.3366117705293164, -0.08249590706664293, -0.2877146545053828, -0.18154005535777443, -0.39499403642753844, -0.2608470097130523, -0.10260728312464149, 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'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [9, 8, 13, 13, 9, 8, 11, 14], 'Nk2': 31752, 'analytic_conductor': 141.45852907504892, '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': [882, 1, [785, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 808, 'dim': 85, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100664178, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 6, 6], 'label': '882.6.a', 'level': 882, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 872, 'mf_new_dim': 85, 'num_forms': 50, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 1008, 'trace_bound': 11, 'trace_display': [-4, 0, 72, 0], 'traces': [85, -4, 0, 1360, 72, 0, 0, -64, 0, -192, -404, 0, -264, 0, 0, 21760, 822, 0, 4494, 1152, 0, 2384, -8416, 0, 53783, 880, 0, 0, -4558, 0, -12348, -1024, 0, -4776, 0, 0, -46614, 5656, 0, -3072, 12390, 0, 47444, -6464, 0, -9920, -15900, 0, 0, 29524, 0, -4224, 5758, 0, -4032, 0, 0, -66104, 87546, 0, -43932, -41936, 0, 348160, 52272, 0, 188860, 13152, 0, 0, -141984, 0, 10266, -226920, 0, 71904, 0, 0, -82696, 18432, 0, 6936, -174870, 0, 111136, 165136, 0, 38144, 139962, 0, 0, -134656, 0, -157488, -112592, 0, 221814, 0, 0, 860528, 641736, 0, 300804, 14080, 0, 233432, 431780, 0, 398490, 260160, 0, 0, -1068582, 0, -436176, -72928, 0, 23304, 0, 0, 1443729, 423424, 0, -197568, -118944, 0, 162840, -16384, 0, -205728, -146382, 0, 0, 343376, 0, -76416, -1636002, 0, -58590, 0, 0, 417504, 1852320, 0, -537504, 36664, 0, -745824, 188902, 0, 867008, 90496, 0, 0, -1249440, 0, -1127136, -423392, 0, -49152, 0, 0, 104364, 198240, 0, -214584, 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-17977638, 0, 0, 26758784, 0, 372864, 12189824, 0, 21435978, 0, 0, 14194944, 17874348, 0, 6254976, 10220968, 0, 23099664, 2952568, 0, -30261056, 6774784, 0, 0, -12624804, 0, 993972, -19463456, 0, -3161088, 0, 0, -8774116, -1903104, 0, -24581544, -8143440, 0, 20477208, 6681632, 0, 2605440, -19233540, 0, 0, -262144, 0, -4989624, 12754928, 0, -7245984, 0, 0, -3291648, 51262086, 0, 21051294, -2342112, 0, 7030272, 36446088, 0, 28469829, 44548800, 0, 0, 9388128, 0, -19426464, 5494016, 0, 18618192, 0, 0, -22990074, -246944, 0, -1222656, -8665392, 0, 30753996, -26176032, 0, 53970096, -19865100, 0, 0, -1135896, 0, -937440, 40370790, 0, -47756256, 0, 0, 7048184, 20099214, 0, 14177472, 4198840, 0, 6680064, 24390982, 0, -41327532, 29637120, 0, 0, -60875784, 0, -46452126, -21491516, 0, -8600064, 0, 0, -31338832, 586624, 0, -16629600, -30917082, 0, -26693848, -24703264, 0, -11933184, -20998038, 0, 0, 3022432, 0, 3771456, 1553384, 0, 81694698, 0, 0, 13872128, 37343496, 0, 298368, 1447936, 0, -22607072, 98161488, 0, -52357670, 59547928, 0, 0, -43769114, 0, -18610986, -19991040, 0, -26959200, 0, 0, 41961837, -3390104, 0, -18034176, -32664852, 0, -43899136, -6774272, 0, 15604664, -22316064, 0, 0, 53811584, 0, -786432, -9384130, 0, 3480018, 0, 0, -10510336, 38499780, 0, 42069552, 5338384, 0, 1669824, 27814986, 0, -7582896, 3171840, 0, 0, -73099356, 0, -28662732, -14394480, 0, -3433344, 0, 0, 38041520, -9918144, 0, -44893056, -43002240, 0, -54186386, -24137624, 0, 28294000, -39044388, 0, 0, 6468608, 0, 13917696, 21617532, 0, -92304816, 0, 0, 12145664, 15666360, 0, 17036430, -10555200, 0, 26328048, -24628952, 0, 20927632, 40863568, 0, 0, 80201442, 0, 11565084, -1654784, 0, -14947512, 0, 0, -140420814, -29160384, 0, 2030208, 39312768, 0, -70873824, 28945344, 0, 25379648, -17926116, 0, 0, -25368116, 0, 11851776, -49523250, 0, 150531444, 0, 0, 58629760, 5871360, 0, -19547508, 11767168, 0, -2539520, -101651160, 0, -116697620, 24569088, 0, 0, -31880216, 0, 25468128, -97037784, 0, -32167680, 0, 0, -14121400, -4070400, 0, -14285088, -11358336, 0, 130659914, -59404560, 0, 13054976, -44113170, 0, 0, 78076928, 0, -2513712, -19018752, 0, -103473402, 0, 0, -60003040, -62102352, 0, 98510508, 29461120, 0, 53236936, -93845816, 0, 30180192, 16744896, 0, 0, -27087008, 0, 55831302, -2571808, 0, 65788224, 0, 0, 54181112, -29001968, 0, -19222848, 69751788, 0, -74601776, 7558144, 0, -85055976, -35558064, 0, 0, -3355424, 0, 20302848, 157588442, 0, -126458034, 0, 0, -63251392, -96450720, 0, 30400704, 27081736, 0, -12772736, 1769166, 0, 16181880, -3574016, 0, 0, -12899100, 0, -48100308, 98281792, 0, -1081344, 0, 0, -176214544, -18652416, 0, 29289336, 6831228, 0, 65494083, -121365880, 0, 40343488, -53574744, 0, 0, 1474048, 0, 8857032, -39357136, 0, 156858048, 0, 0, 29497600, -49334418, 0, -38754318, -4512768, 0, -79011552, 93714320, 0, 57263064, 144904, 0, 0, -99419968, 0, 106111536, 34124160, 0, -109286208, 0, 0, 135986258, -77391296, 0, -1032192, 41426202, 0, 162252164, 27176448, 0, 91773040, 628860, 0, 0, 49232416, 0, 36474240, -24091976, 0, -64378944, 0, 0, 3063912, -93266424, 0, 37111596, -19083264, 0, 7472256, 91950120, 0, -36989172, -4693728, 0, 0, 230600984, 0, 81327792, -6291688, 0, 86852736, 0, 0, -9331560, 10567680, 0, 15550128, -36483168, 0, -372164522, -78360864, 0, -16922624, -936522, 0, 0, 65767776, 0, -2853624, 219865016, 0, -231398718, 0, 0, 44481280, -22522368, 0, -174928800, 22411776, 0, 18006112, -114605100, 0, -52275328, -66112184, 0, 0, 25991146, 0, -77422272, 68578176, 0, 5461872, 0, 0, -328316939, 20705504, 0, 35199840, 80875968, 0, 55794976, -24342336, 0, -40922848, 50339178, 0, 0, -198732928, 0, -11246592, 77226414, 0, 351415536, 0, 0, 95209488, -95658276, 0, 22915872, -36832560, 0, -54406528, -190711232, 0, -44463160, -10735616, 0, 0, 351794640, 0, 66119508, -179029232, 0, -71740416], 'weight': 6, '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: 48296190
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568393020703602, 'target_is_minimal': False, 'target_label': '882.6.a.t.1.1', 'target_level': 882, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48296191
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663590, 'target_is_minimal': True, 'target_label': '294.6.a.a.1.1', 'target_level': 294, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48296192
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994511221618, 'target_is_minimal': False, 'target_label': '882.6.a.p.1.1', 'target_level': 882, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48296193
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057869016498470, 'target_is_minimal': False, 'target_label': '294.6.e.q.67.1', 'target_level': 294, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48296194
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532671624904998, 'target_is_minimal': False, 'target_label': '294.6.e.j.67.1', 'target_level': 294, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48296195
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057869016498470, 'target_is_minimal': False, 'target_label': '294.6.e.q.79.1', 'target_level': 294, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48296196
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532671624904998, 'target_is_minimal': False, 'target_label': '294.6.e.j.79.1', 'target_level': 294, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 48296197
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 85568393020703602, 'source_is_minimal': False, 'source_label': '882.6.a.t.1.1', 'source_level': 882, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864886566, 'target_is_minimal': True, 'target_label': '294.6.a.g.1.1', 'target_level': 294, 'twist_class_label': '294.6.a.a.1.1', 'twist_class_level': 294, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1393250
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 2}
  • id: 1393251
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 3}
  • id: 1393252
    {'charpoly_factorization': [[[-26, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 5}
  • id: 1393253
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 7}
  • id: 1393254
    {'charpoly_factorization': [[[-358, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 11}
  • id: 1393255
    {'charpoly_factorization': [[[332, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 13}
  • id: 1393256
    {'charpoly_factorization': [[[-126, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 17}
  • id: 1393257
    {'charpoly_factorization': [[[-2200, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 19}
  • id: 1393258
    {'charpoly_factorization': [[[-2142, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 23}
  • id: 1393259
    {'charpoly_factorization': [[[-3610, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 29}
  • id: 1393260
    {'charpoly_factorization': [[[5668, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 31}
  • id: 1393261
    {'charpoly_factorization': [[[2922, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 37}
  • id: 1393262
    {'charpoly_factorization': [[[2142, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 41}
  • id: 1393263
    {'charpoly_factorization': [[[-6388, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 43}
  • id: 1393264
    {'charpoly_factorization': [[[6520, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 47}
  • id: 1393265
    {'charpoly_factorization': [[[-10702, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 53}
  • id: 1393266
    {'charpoly_factorization': [[[-42524, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 59}
  • id: 1393267
    {'charpoly_factorization': [[[-44840, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 61}
  • id: 1393268
    {'charpoly_factorization': [[[1448, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 67}
  • id: 1393269
    {'charpoly_factorization': [[[-4402, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 71}
  • id: 1393270
    {'charpoly_factorization': [[[20500, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 73}
  • id: 1393271
    {'charpoly_factorization': [[[-65236, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 79}
  • id: 1393272
    {'charpoly_factorization': [[[102804, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 83}
  • id: 1393273
    {'charpoly_factorization': [[[128006, 1], 1]], 'hecke_orbit_code': 85568393020703602, 'p': 89}
  • id: 1393274
    {'charpoly_factorization': [[[-113324, 1], 1]], 'hecke_orbit_code': 85568393020703602, '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': 20, 'label': '882.6.a.t', 'level': 882, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64135423
    {'hecke_orbit_code': 85568393020703602, 'n': 1, 'trace_an': 1}
  • id: 64135424
    {'hecke_orbit_code': 85568393020703602, 'n': 2, 'trace_an': 4}
  • id: 64135425
    {'hecke_orbit_code': 85568393020703602, 'n': 3, 'trace_an': 0}
  • id: 64135426
    {'hecke_orbit_code': 85568393020703602, 'n': 4, 'trace_an': 16}
  • id: 64135427
    {'hecke_orbit_code': 85568393020703602, 'n': 5, 'trace_an': 26}
  • id: 64135428
    {'hecke_orbit_code': 85568393020703602, 'n': 6, 'trace_an': 0}
  • id: 64135429
    {'hecke_orbit_code': 85568393020703602, 'n': 7, 'trace_an': 0}
  • id: 64135430
    {'hecke_orbit_code': 85568393020703602, 'n': 8, 'trace_an': 64}
  • id: 64135431
    {'hecke_orbit_code': 85568393020703602, 'n': 9, 'trace_an': 0}
  • id: 64135432
    {'hecke_orbit_code': 85568393020703602, 'n': 10, 'trace_an': 104}
  • id: 64135433
    {'hecke_orbit_code': 85568393020703602, 'n': 11, 'trace_an': 358}
  • id: 64135434
    {'hecke_orbit_code': 85568393020703602, 'n': 12, 'trace_an': 0}
  • id: 64135435
    {'hecke_orbit_code': 85568393020703602, 'n': 13, 'trace_an': -332}
  • id: 64135436
    {'hecke_orbit_code': 85568393020703602, 'n': 14, 'trace_an': 0}
  • id: 64135437
    {'hecke_orbit_code': 85568393020703602, 'n': 15, 'trace_an': 0}
  • id: 64135438
    {'hecke_orbit_code': 85568393020703602, 'n': 16, 'trace_an': 256}
  • id: 64135439
    {'hecke_orbit_code': 85568393020703602, 'n': 17, 'trace_an': 126}
  • id: 64135440
    {'hecke_orbit_code': 85568393020703602, 'n': 18, 'trace_an': 0}
  • id: 64135441
    {'hecke_orbit_code': 85568393020703602, 'n': 19, 'trace_an': 2200}
  • id: 64135442
    {'hecke_orbit_code': 85568393020703602, 'n': 20, 'trace_an': 416}
  • id: 64135443
    {'hecke_orbit_code': 85568393020703602, 'n': 21, 'trace_an': 0}
  • id: 64135444
    {'hecke_orbit_code': 85568393020703602, 'n': 22, 'trace_an': 1432}
  • id: 64135445
    {'hecke_orbit_code': 85568393020703602, 'n': 23, 'trace_an': 2142}
  • id: 64135446
    {'hecke_orbit_code': 85568393020703602, 'n': 24, 'trace_an': 0}
  • id: 64135447
    {'hecke_orbit_code': 85568393020703602, 'n': 25, 'trace_an': -2449}
  • id: 64135448
    {'hecke_orbit_code': 85568393020703602, 'n': 26, 'trace_an': -1328}
  • id: 64135449
    {'hecke_orbit_code': 85568393020703602, 'n': 27, 'trace_an': 0}
  • id: 64135450
    {'hecke_orbit_code': 85568393020703602, 'n': 28, 'trace_an': 0}
  • id: 64135451
    {'hecke_orbit_code': 85568393020703602, 'n': 29, 'trace_an': 3610}
  • id: 64135452
    {'hecke_orbit_code': 85568393020703602, 'n': 30, 'trace_an': 0}
  • id: 64135453
    {'hecke_orbit_code': 85568393020703602, 'n': 31, 'trace_an': -5668}
  • id: 64135454
    {'hecke_orbit_code': 85568393020703602, 'n': 32, 'trace_an': 1024}
  • id: 64135455
    {'hecke_orbit_code': 85568393020703602, 'n': 33, 'trace_an': 0}
  • id: 64135456
    {'hecke_orbit_code': 85568393020703602, 'n': 34, 'trace_an': 504}
  • id: 64135457
    {'hecke_orbit_code': 85568393020703602, 'n': 35, 'trace_an': 0}
  • id: 64135458
    {'hecke_orbit_code': 85568393020703602, 'n': 36, 'trace_an': 0}
  • id: 64135459
    {'hecke_orbit_code': 85568393020703602, 'n': 37, 'trace_an': -2922}
  • id: 64135460
    {'hecke_orbit_code': 85568393020703602, 'n': 38, 'trace_an': 8800}
  • id: 64135461
    {'hecke_orbit_code': 85568393020703602, 'n': 39, 'trace_an': 0}
  • id: 64135462
    {'hecke_orbit_code': 85568393020703602, 'n': 40, 'trace_an': 1664}
  • id: 64135463
    {'hecke_orbit_code': 85568393020703602, 'n': 41, 'trace_an': -2142}
  • id: 64135464
    {'hecke_orbit_code': 85568393020703602, 'n': 42, 'trace_an': 0}
  • id: 64135465
    {'hecke_orbit_code': 85568393020703602, 'n': 43, 'trace_an': 6388}
  • id: 64135466
    {'hecke_orbit_code': 85568393020703602, 'n': 44, 'trace_an': 5728}
  • id: 64135467
    {'hecke_orbit_code': 85568393020703602, 'n': 45, 'trace_an': 0}
  • id: 64135468
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  • id: 64135650
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  • id: 64135652
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  • id: 64135653
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  • id: 64135654
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  • id: 64135655
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  • id: 64135656
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  • id: 64135657
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  • id: 64135658
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  • id: 64135659
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  • id: 64135660
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  • id: 64135661
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  • id: 64135662
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  • id: 64135663
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  • id: 64135664
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  • id: 64135665
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  • id: 64135666
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  • id: 64135667
    {'hecke_orbit_code': 85568393020703602, 'n': 911, 'trace_an': -22150246}
  • id: 64135668
    {'hecke_orbit_code': 85568393020703602, 'n': 919, 'trace_an': -12672264}
  • id: 64135669
    {'hecke_orbit_code': 85568393020703602, 'n': 929, 'trace_an': -40284030}
  • id: 64135670
    {'hecke_orbit_code': 85568393020703602, 'n': 937, 'trace_an': -13410432}
  • id: 64135671
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  • id: 64135672
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  • id: 64135673
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  • id: 64135674
    {'hecke_orbit_code': 85568393020703602, 'n': 961, 'trace_an': 3497073}
  • id: 64135675
    {'hecke_orbit_code': 85568393020703602, 'n': 967, 'trace_an': -5490668}
  • id: 64135676
    {'hecke_orbit_code': 85568393020703602, 'n': 971, 'trace_an': 45167540}
  • id: 64135677
    {'hecke_orbit_code': 85568393020703602, 'n': 977, 'trace_an': 23801050}
  • id: 64135678
    {'hecke_orbit_code': 85568393020703602, 'n': 983, 'trace_an': 9364784}
  • id: 64135679
    {'hecke_orbit_code': 85568393020703602, 'n': 991, 'trace_an': -43391584}
  • id: 64135680
    {'hecke_orbit_code': 85568393020703602, 'n': 997, 'trace_an': -4352936}