Embedded newform data - 147.6.e.d.79.1

Formats: - HTML - YAML - JSON - 2024-05-22T01:06:01.691167

• 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_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': 5292, 'analytic_conductor': 23.57642151250815, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [25, 5, 1]], [5, [8836, -94, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511073860681875, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '147.6.e.d', 'level': 147, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.a.c', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-5\\zeta_{6}q^{2}+(9-9\\zeta_{6})q^{3}+(7-7\\zeta_{6})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '147.6.e', 'trace_display': [-5, 9, 94, 0], 'trace_hash': 138631027066037345, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.960', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.596', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '106.731', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -5, 9, 7, 94, -90, 0, -390, -81, 470, -52, -63, 1540, 0, 1692, 751, -2022, -405, 1732, 1316, 0, 520, 576, -1755, -5711, -3850, -1458, 0, 11036, -4230, 6336, -2485, 468, 20220, 0, -1134, 7338, 8660, 6930, -18330, 6524, 0, 10840, 364, 7614, 2880, 864, 13518, 0, 57110, 18198, 5390, -4182, 3645, -9776, 0, 31176, -27590, -11220, 5922, -45602, -63360, 0, 72914, 72380, 2340, -1396, 14154, 10368, 0, 37440, 15795, 46362, 36690, 51399, 24248, 0, -69300, -97424, -70594, -6561, -16310, 162456, 0, -380136, -27100, 49662, 10140, -3182, -76140, 0, 8064, -57024, 4320, -162808, 22365, -9828, 0, 8424, 39977, -166354, 90990, 157160, -300300, 0, 41820, 6764, -5103, -178398, 24440, 132084, 0, -90268, -77940, -54144, 38626, -62370, 112200, 0, -329940, 158347, -228010, 29358, -44352, -486168, 0, -410112, -102765, 48780, 361900, 72964, 6552, 0, 13960, -68526, 394290, 94182, -25920, 95592, 0, 15552, -93600, -40040, 60831, 518692, -463620, 0, 102732, 124266, 256995, 446296, -337740, 327564, 0, 1191168, -48510, -159746, -487120, 37638, -467180, 0, 65610, -247252, 22834, -43992, -406140, 1368976, 0, 443214, 950340, 140292, 37940, -610474, -496620, 0, -78104, 100980, -15910, -662252, -53298, -309260, 0, -820836, -112320, -689772, -285120, -105144, 12096, 0, 1628080, -486904, 328113, -620546, 24570, 1302840, 0, -473140, -21060, 82104, 1113645, 12564, 1663540, 0, 254772, 306628, 785800, 46656, 578270, -180128, 0, 199784, 29274, 168480, 33820, 509480, 284310, 0, 1783980, -417258, -34216, -1556940, -330210, 373408, 0, 925182, 225670, 336372, 109116, -926314, 541440, 0, -2152020, -1257114, -311850, -81216, 78540, -1753632, 0, -694032, 635346, 99170, 791735, 59049, -638428, 0, -293580, 1333640, -1235520, 731052, 1215420, -688856, 0, -59904, 1025280, -1710612, 652799, 295130, -487800, 0, 1013320, -446958, 364820, 1272464, -91260, -786216, 0, -57276, 9772, 276774, -342630, -1289936, -3037044, 0, -941820, -296972, 36288, -1716550, -238980, -1026432, 0, -2944364, -38880, 1028812, 131040, 1465272, 400400, 0, 402570, -2668627, 2593460, -44226, -324534, 2372132, 0, -2109360, -1430910, 37908, 621330, 443520, 719586, 0, -4462960, 1497186, -1300732, 4286588, -818910, -3037832, 0, 2828880, -2977920, 212808, -1351350, -1894, 1597460, 0, -1363936, 1578978, 188190, -286936, 3426958, 121752, 0, -7004208, 45927, -4397470, -1236260, 1605582, -1272180, 0, 439920, 3394708, 568596, 594378, -3422440, -262448, 0, 4054628, -1108035, -406206, -1330476, 329472, -1402920, 0, -2113800, 487296, -3052370, -3488852, -347634, -1931132, 0, -1122660, -129220, 1153930, 504900, 1759680, -44548, 0, 6622520, -1611104, -1484730, -523725, 773150, 2850246, 0, 8716056, 2052090, 3677472, -432576, -264222, 6897720, 0, -798336, -649766, -525720, -2187756, -168480, 8497720, 0, 641400, 1139656, -1845504, -2434520, -2361888, -1849770, 0, 6205460, -439020, -34398, 3533898, -3257100, -2329344, 0, 1313352, 1182850, 9157856, 29484, 4048110, -821040, 0, -8577922, -2076450, 62820, 4878720, 1164478, -1233468, 0, -763152, -3548610, 2574314, 1533140, -847638, 2200240, 0, -466560, 7635432, -1913450, 430164, 450320, -1696296, 0, 2873644, -499460, 69984, 815490, -11547642, -1684800, 0, 94696, 360360, 2547400, -2354376, -547479, 7576156, 0, 9336456, 1248786, -997632, -2086290, -3643224, 1906320, 0, 15569400, -2483892, 462294, 299108, -933520, 2236788, 0, -5263548, -2312955, -169624, -315938, -4016664, -3363720, 0, -6079320, 1161302, -4631570, 1474038, 379008, -5627692, 0, 13685984, 4144018, 5360256, -6285570, 3343140, -873180, 0, 812160, 1437714, 2187900, -281840, 4384080, -19782904, 0, 677484, 1735080, -4282480, -2102310, 5650260, -991700, 0, 2216858, -461916, 295245, 8931752, 8892390, -4450536, 0, 5506120, -205506, -11157396, 6668200, 395928, 9516672, 0, -7310520, -4804084, -1701588, 6160392, 1722140, 12049296, 0, -31274552, 149760, 1994463, -1435392, -8429866, 17106120, 0, -13104950, -1262628, 1475650, -14773040, -341460, -89856, 0, -10988532, -14114100, 9250578, -2234790, 5844940, 1021496, 0, -12724640, 12811392, -351468, 6104567, 1965540, 1817640, 0, 5023480, 143190, -635816, 272220, 5960268, -2767740, 0, -959364, -9225326, -6449680, -1391670, -5024670, -33538824, 0, -12886744, -659274, -3693762, -1484860, 9557176, -2021760, 0, 17165500, 6207948, 334572, -3742126, 2566080, 8346800, 0, -1892592, 7360910, -14638364, 54432, -4242596, -10288120, 0, -7300800, -14180458, 7326360, 1251604, 280280, -8764272, 0, -6579072, -2953017, 5943778, -13343135, 5584914, 7261688, 0, 442260, -217464, -9040590, 5862780, -5930330, 12923848, 0, 21947904, 5273400, -2129130, -5510838, -2346054, -379080, 0, 1739724, -738936, 2217600, 13495920, -10022805, -7756980, 0, 226152, -3124072, -14884618, 7485930, -533488, -8608040, 0, -42865880, 665280, 1146474, -5146102, 7594580, 5519304, 0, -4757196, -7072200, 16002316, 4169088, -419904, -2128080, 0, 10408860, -5003021, -9470, -810576, 1118222, -29674872, 0, 24691888, 18997680, 899028, 7894890, -19275264, 526932, 0, 2869360, -1516320, 9659910, 3437550, -304380, 32438168, 0, 9170640, 17510520, 11992856, 1279395, -583440, 43974700, 0, -3461528, -1580094, 8027910, -6858616, 2449762, -7510644, 0, 13967160, 307944, 3696022, 16973540, 14012460, -31678920, 0, -5943780, 3178368, 4791416, 1680336, 656120, 4742608, 0, 3693764, -10136570, 4163319, 1551249, -7685010, 4062060, 0, 74126520, -3027348, 1647360, -7121796, -982044, 17706216, 0, -16673652, 4070420, -3220140, 2436480, -3237868, -8546636, 0, 34888520, 4492824, -9684090, -6595764, 4827830, -22628052, 0, -14783268, 2806650, -12709416, -1895764, 730944, -11539300, 0, 1413720, 5333610, 8798400, -7891344, 620490, 7299072, 0, -7527520, 4635764, -3123144, -8055520, -11456400, 11436228, 0, 5237250, -892530, -1082410, -31513298, -7125615, 49907984, 0, 1062882, -21790140, -10959240, -2872926, -14339826, -36774720, 0, -2862720, -72592, -1321110, -922932, 4828404, 24005520, 0, -18779904, 11119680, 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-56992624, -30877665, -31518936, -2309580, 18185772, 826686, 0, -89317520, 39577230, 34247102, -32094114, 11126340, 330928, 0, 28900476, -13765300, 15615384, -5724810, -22237580, 111573960, 0, 18670960, 3121920, 1979640, -48449936, 15744960, 61104744, 0, 15435552, -5117364, -45433562, -24020420, -5349402, 94802760], 'weight': 6, '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], [-0.4419417382415922, 0.7654655446197431], [0.28867513459481287, 0.5], [0.109375, 0.18944305707784595], [0.8407615595399209, -1.4562417381739887], [-0.5103103630798288, 0.0], [0.0, 0.0], [-1.077232986963881, 0.0], [-0.16666666666666666, 0.28867513459481287], [0.7431352501395692, 1.2871480101371404], [-0.06478756164480871, -0.11221534846730935], [-0.06314768569261532, 0.109375], [1.2636661274953445, 0.0], [0.0, 0.0], [0.9708278254493259, 0.0], [0.36669921875, -0.6351416779708139], [-0.848455075819144, -1.4695672992584614], [-0.1473139127471974, -0.2551551815399144], [0.5503435610302119, -0.9532230093227102], [0.3678331822987154, 0.0], [0.0, 0.0], [0.11452931043896428, 0.0], [0.11352013468513711, -0.19662264095671944], [-0.31097037750177065, -0.5386164934819405], [-0.91376, -1.5826787459241374], [-0.558466804942314, 0.9672928805007456], [-0.19245008972987526, 0.0], [0.0, 0.0], [1.2183910535802285, 0.0], [-0.4290493367123801, 0.7431352501395692], [0.5920807459113662, 1.025513934101765], [-0.21449711318952278, -0.3715198981211058], [0.03740511615576978, -0.06478756164480871], [1.4998708441096578, 0.0], [0.0, 0.0], [-0.07291666666666667, 0.0], [0.4405988929315967, -0.7631396683161253], [0.4864395799835192, 0.84253806734392], [0.36478898943762456, 0.6318330637476722], [-0.9056960861075999, 1.56871163735464], [0.30305699659764007, 0.0], [0.0, 0.0], [0.44702122834111263, 0.0], [0.014172279109801907, -0.02454710747722392], [0.28025385317997364, 0.48541391272466294], [0.10033857129633832, 0.17379150344413014], [0.028525883353141896, -0.04940827929842501], [0.4234277853138759, 0.0], [0.0, 0.0], [1.615314730942549, 0.0], [0.4898557664194872, -0.848455075819144], [0.1382134826948033, 0.2393927743184411], [-0.10225024536016687, -0.1771026200501929], [0.08505172717997146, -0.1473139127471974], [-0.21788356546911256, 0.0], [0.0, 0.0], [0.6354820062151402, 0.0], [-0.538457860077251, 0.9326363713886123], [-0.2098132118938299, 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-0.31926945423853886, -0.24637399032190024, 0.021089658654172474, -0.1049240679880263, -0.2525948012226677, -0.010728481301267688, -0.24870440701931587, 0.25766604551550565, -0.14938016829896367, -0.3861181148340678, -0.4842785433460438, -0.34662488789129786, -0.3243966736701442, -0.1031741679647276, -0.23267385292602494, -0.319755726571783, -0.3990716719190154, -0.15436945369564156, -0.27352608100572023, -0.3335234101123108, -0.4359876983385368, -0.26487557330736733, -0.4013324019012565, 0.18880732934409594, -0.143910635380495, -0.16491271161834523, 0.1798784887698953, -0.28855561962359527, -0.33150087313927395, -0.36658666399799544, -0.4929521818147775, -0.04184863163955391, -0.44003103954529676, -0.4545339631042232], 'char_orbit_index': 5, 'conrey_index': 79, 'dual_conrey_index': 67, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 4, 'hecke_orbit_code': 13511073860681875, 'label': '147.6.e.d.79.1', 'level': 147, '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

  
  {'Nk2': 5292, 'analytic_conductor': 23.57642151250815, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'conrey_index': 67, 'cusp_dim': 170, 'dim': 66, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 274978570387, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 8, 12, 12], 'label': '147.6.e', 'level': 147, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 202, 'mf_new_dim': 66, 'num_forms': 17, 'prim_orbit_index': 3, 'relative_dim': 33, 'sturm_bound': 112, 'trace_bound': 5, 'trace_display': [-4, 9, -22, 0], 'traces': [66, -4, 9, -556, -22, -144, 0, 36, -2673, 1182, -1070, 288, -2158, 0, -396, -7492, 1848, -324, 2657, -1448, 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• 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: 43221633
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073860681875, 'target_is_minimal': False, 'target_label': '147.6.e.d.79.1', 'target_level': 147, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 43221634
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515923, 'target_is_minimal': False, 'target_label': '147.6.a.f.1.1', 'target_level': 147, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 43221635
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007474233311379, 'target_is_minimal': False, 'target_label': '147.6.e.c.67.1', 'target_level': 147, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 43221636
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073860681875, 'target_is_minimal': False, 'target_label': '147.6.e.d.67.1', 'target_level': 147, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 43221637
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404309, 'target_is_minimal': True, 'target_label': '21.6.a.c.1.1', 'target_level': 21, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 43221638
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007474233311379, 'target_is_minimal': False, 'target_label': '147.6.e.c.79.1', 'target_level': 147, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 43221639
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404729, 'target_is_minimal': False, 'target_label': '441.6.a.c.1.1', 'target_level': 441, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 43221640
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033855, 'target_is_minimal': False, 'target_label': '63.6.a.b.1.1', 'target_level': 63, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 43221641
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627600, 'target_is_minimal': False, 'target_label': '336.6.a.i.1.1', 'target_level': 336, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 43221642
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 274, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007405513835021, 'target_is_minimal': False, 'target_label': '525.6.d.c.274.2', 'target_level': 525, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '35.12', 'twisting_conrey_index': 12, 'weight': 6}
  • id: 43221643
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034317, 'target_is_minimal': False, 'target_label': '525.6.a.b.1.1', 'target_level': 525, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '35.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 43221644
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 274, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007405513835021, 'target_is_minimal': False, 'target_label': '525.6.d.c.274.1', 'target_level': 525, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '35.33', 'twisting_conrey_index': 33, 'weight': 6}
  • id: 43221645
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13511073860681875, 'source_is_minimal': False, 'source_label': '147.6.e.d.79.1', 'source_level': 147, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100664304, 'target_is_minimal': False, 'target_label': '1008.6.a.a.1.1', 'target_level': 1008, 'twist_class_label': '21.6.a.c.1.1', 'twist_class_level': 21, 'twisting_char_label': '84.47', 'twisting_conrey_index': 47, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 392950
    {'charpoly_factorization': [[[25, 5, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 2}
  • id: 392951
    {'charpoly_factorization': [[[81, -9, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 3}
  • id: 392952
    {'charpoly_factorization': [[[8836, -94, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 5}
  • id: 392953
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511073860681875, 'p': 7}
  • id: 392954
    {'charpoly_factorization': [[[2704, 52, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 11}
  • id: 392955
    {'charpoly_factorization': [[[-770, 1], 2]], 'hecke_orbit_code': 13511073860681875, 'p': 13}
  • id: 392956
    {'charpoly_factorization': [[[4088484, 2022, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 17}
  • id: 392957
    {'charpoly_factorization': [[[2999824, -1732, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 19}
  • id: 392958
    {'charpoly_factorization': [[[331776, -576, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 23}
  • id: 392959
    {'charpoly_factorization': [[[-5518, 1], 2]], 'hecke_orbit_code': 13511073860681875, 'p': 29}
  • id: 392960
    {'charpoly_factorization': [[[40144896, -6336, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 31}
  • id: 392961
    {'charpoly_factorization': [[[53846244, -7338, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 37}
  • id: 392962
    {'charpoly_factorization': [[[-3262, 1], 2]], 'hecke_orbit_code': 13511073860681875, 'p': 41}
  • id: 392963
    {'charpoly_factorization': [[[-5420, 1], 2]], 'hecke_orbit_code': 13511073860681875, 'p': 43}
  • id: 392964
    {'charpoly_factorization': [[[746496, -864, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 47}
  • id: 392965
    {'charpoly_factorization': [[[17489124, 4182, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 53}
  • id: 392966
    {'charpoly_factorization': [[[125888400, 11220, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 59}
  • id: 392967
    {'charpoly_factorization': [[[2079542404, 45602, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 61}
  • id: 392968
    {'charpoly_factorization': [[[1948816, 1396, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 67}
  • id: 392969
    {'charpoly_factorization': [[[-18720, 1], 2]], 'hecke_orbit_code': 13511073860681875, 'p': 71}
  • id: 392970
    {'charpoly_factorization': [[[2149435044, -46362, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 73}
  • id: 392971
    {'charpoly_factorization': [[[9491435776, 97424, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 79}
  • id: 392972
    {'charpoly_factorization': [[[-81228, 1], 2]], 'hecke_orbit_code': 13511073860681875, 'p': 83}
  • id: 392973
    {'charpoly_factorization': [[[10125124, 3182, 1], 1]], 'hecke_orbit_code': 13511073860681875, 'p': 89}
  • id: 392974
    {'charpoly_factorization': [[[4914, 1], 2]], 'hecke_orbit_code': 13511073860681875, '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': 5, 'hecke_orbit': 4, 'label': '147.6.e.d', 'level': 147, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 141658000
    {'hecke_orbit_code': 13511073860681875, 'n': 1, 'trace_an': 2}
  • id: 141658001
    {'hecke_orbit_code': 13511073860681875, 'n': 2, 'trace_an': -5}
  • id: 141658002
    {'hecke_orbit_code': 13511073860681875, 'n': 3, 'trace_an': 9}
  • id: 141658003
    {'hecke_orbit_code': 13511073860681875, 'n': 4, 'trace_an': 7}
  • id: 141658004
    {'hecke_orbit_code': 13511073860681875, 'n': 5, 'trace_an': 94}
  • id: 141658005
    {'hecke_orbit_code': 13511073860681875, 'n': 6, 'trace_an': -90}
  • id: 141658006
    {'hecke_orbit_code': 13511073860681875, 'n': 7, 'trace_an': 0}
  • id: 141658007
    {'hecke_orbit_code': 13511073860681875, 'n': 8, 'trace_an': -390}
  • id: 141658008
    {'hecke_orbit_code': 13511073860681875, 'n': 9, 'trace_an': -81}
  • id: 141658009
    {'hecke_orbit_code': 13511073860681875, 'n': 10, 'trace_an': 470}
  • id: 141658010
    {'hecke_orbit_code': 13511073860681875, 'n': 11, 'trace_an': -52}
  • id: 141658011
    {'hecke_orbit_code': 13511073860681875, 'n': 12, 'trace_an': -63}
  • id: 141658012
    {'hecke_orbit_code': 13511073860681875, 'n': 13, 'trace_an': 1540}
  • id: 141658013
    {'hecke_orbit_code': 13511073860681875, 'n': 14, 'trace_an': 0}
  • id: 141658014
    {'hecke_orbit_code': 13511073860681875, 'n': 15, 'trace_an': 1692}
  • id: 141658015
    {'hecke_orbit_code': 13511073860681875, 'n': 16, 'trace_an': 751}
  • id: 141658016
    {'hecke_orbit_code': 13511073860681875, 'n': 17, 'trace_an': -2022}
  • id: 141658017
    {'hecke_orbit_code': 13511073860681875, 'n': 18, 'trace_an': -405}
  • id: 141658018
    {'hecke_orbit_code': 13511073860681875, 'n': 19, 'trace_an': 1732}
  • id: 141658019
    {'hecke_orbit_code': 13511073860681875, 'n': 20, 'trace_an': 1316}
  • id: 141658020
    {'hecke_orbit_code': 13511073860681875, 'n': 21, 'trace_an': 0}
  • id: 141658021
    {'hecke_orbit_code': 13511073860681875, 'n': 22, 'trace_an': 520}
  • id: 141658022
    {'hecke_orbit_code': 13511073860681875, 'n': 23, 'trace_an': 576}
  • id: 141658023
    {'hecke_orbit_code': 13511073860681875, 'n': 24, 'trace_an': -1755}
  • id: 141658024
    {'hecke_orbit_code': 13511073860681875, 'n': 25, 'trace_an': -5711}
  • id: 141658025
    {'hecke_orbit_code': 13511073860681875, 'n': 26, 'trace_an': -3850}
  • id: 141658026
    {'hecke_orbit_code': 13511073860681875, 'n': 27, 'trace_an': -1458}
  • id: 141658027
    {'hecke_orbit_code': 13511073860681875, 'n': 28, 'trace_an': 0}
  • id: 141658028
    {'hecke_orbit_code': 13511073860681875, 'n': 29, 'trace_an': 11036}
  • id: 141658029
    {'hecke_orbit_code': 13511073860681875, 'n': 30, 'trace_an': -4230}
  • id: 141658030
    {'hecke_orbit_code': 13511073860681875, 'n': 31, 'trace_an': 6336}
  • id: 141658031
    {'hecke_orbit_code': 13511073860681875, 'n': 32, 'trace_an': -2485}
  • id: 141658032
    {'hecke_orbit_code': 13511073860681875, 'n': 33, 'trace_an': 468}
  • id: 141658033
    {'hecke_orbit_code': 13511073860681875, 'n': 34, 'trace_an': 20220}
  • id: 141658034
    {'hecke_orbit_code': 13511073860681875, 'n': 35, 'trace_an': 0}
  • id: 141658035
    {'hecke_orbit_code': 13511073860681875, 'n': 36, 'trace_an': -1134}
  • id: 141658036
    {'hecke_orbit_code': 13511073860681875, 'n': 37, 'trace_an': 7338}
  • id: 141658037
    {'hecke_orbit_code': 13511073860681875, 'n': 38, 'trace_an': 8660}
  • id: 141658038
    {'hecke_orbit_code': 13511073860681875, 'n': 39, 'trace_an': 6930}
  • id: 141658039
    {'hecke_orbit_code': 13511073860681875, 'n': 40, 'trace_an': -18330}
  • id: 141658040
    {'hecke_orbit_code': 13511073860681875, 'n': 41, 'trace_an': 6524}
  • id: 141658041
    {'hecke_orbit_code': 13511073860681875, 'n': 42, 'trace_an': 0}
  • id: 141658042
    {'hecke_orbit_code': 13511073860681875, 'n': 43, 'trace_an': 10840}
  • id: 141658043
    {'hecke_orbit_code': 13511073860681875, 'n': 44, 'trace_an': 364}
  • id: 141658044
    {'hecke_orbit_code': 13511073860681875, 'n': 45, 'trace_an': 7614}
  • id: 141658045
    {'hecke_orbit_code': 13511073860681875, 'n': 46, 'trace_an': 2880}
  • id: 141658046
    {'hecke_orbit_code': 13511073860681875, 'n': 47, 'trace_an': 864}
  • id: 141658047
    {'hecke_orbit_code': 13511073860681875, 'n': 48, 'trace_an': 13518}
  • id: 141658048
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  • id: 141658977
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  • id: 141658980
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  • id: 141658983
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  • id: 141658987
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  • id: 141658989
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  • id: 141658990
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  • id: 141658994
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  • id: 141658995
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  • id: 141658996
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  • id: 141658998
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  • id: 141658999
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