Embedded newform data - 294.6.e.s.79.1

Formats: - HTML - YAML - JSON - 2025-01-23T01:01:53.338623

• 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': 10584, 'analytic_conductor': 47.1528430250163, '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': [294, 3, [197, 199], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 829612809, 'field_disc_factorization': [[3, 2], [9601, 2]], 'field_poly': [5760000, 2400, 2401, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [2883204, -89994, 4507, 53, 1]], [11, [2589384996, -9719226, 87367, 191, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81065068271239462, 'hecke_ring_generator_nbound': 5, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '294.6.e.s', 'level': 294, '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': '42.6.e.c', 'nf_label': '4.0.829612809.1', 'prim_orbit_index': 3, 'qexp_display': 'q-4\\beta _{2}q^{2}+(-9+9\\beta _{2})q^{3}+(-2^{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.e', 'trace_display': [-8, -18, -53, 0], 'trace_hash': 1351775494311637687, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.719', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.606', 'prec': 17}, {'__RealLiteral__': 0, 'data': '49.840', 'prec': 20}, {'__RealLiteral__': 0, 'data': '24.049', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1066.631', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, -8, -18, -32, -53, 144, 0, 256, -162, -212, -191, -288, 758, 0, 954, -512, -340, -648, -1769, 1696, 0, 1528, -3236, -1152, 45, -1516, 2916, 0, 8918, -1908, 1994, -2048, -1719, 2720, 0, 5184, -20587, -7076, -3411, -3392, -17628, 0, 31706, -3056, -4293, -12944, 33912, 9216, 0, -360, -3060, -6064, -49239, -5832, -37882, 0, 31842, -17836, -56735, -7632, 67508, -15952, 0, 16384, 42762, -6876, -75723, -5440, 58248, 0, -17984, -10368, -3201, -82348, 405, 56608, 0, 27288, -26612, -13568, -13122, 35256, 1898, 0, 210040, -63412, -40131, -12224, 176562, 34344, 0, 103552, 17946, 135648, -234098, -18432, 258846, 0, 30942, 720, -34508, -12240, 229531, 48512, 0, 393912, 142677, -23328, 70197, 75764, 370566, 0, 7844, -63684, -104956, -71344, -30699, 453880, 0, 61056, 183849, 270032, 79326, 31904, 175218, 0, -12176, -32768, -142677, 171048, 139567, 55008, 0, 605784, -38637, -21760, -77170, -116496, 136086, 0, -610416, 35968, -300222, -41472, 174667, 25608, 0, 658784, 96942, 1620, 154881, -113216, 55080, 0, -1680246, -54576, -322994, -106448, -443151, 108544, 0, 104976, 161552, 141024, 170469, -3796, -1897376, 0, -179810, -420080, -143289, -253648, -427538, 321048, 0, 97792, -510615, 706248, -493962, -68688, -1341682, 0, -1215144, -207104, -300730, 71784, 447580, -1085184, 0, 1872784, 222042, -73728, 1161944, -517692, -769716, 0, -2432348, -61884, 753964, 2880, -681507, 276064, 0, 97920, 550404, 918124, -262116, -97024, -1534316, 0, 764108, -787824, 80928, 570708, -837748, 186624, 0, -561576, -28809, 303056, 991680, -741132, -2329946, 0, -7290, -15688, -1507287, -254736, 847605, 839648, 0, 570752, 594670, -122796, 1647546, -907760, 479016, 0, -2791428, -122112, 1735933, 735396, -118098, -2160256, 0, -634608, 1724189, 127616, -8541, -350436, 2190198, 0, 426056, 24352, 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2170368, 8132232, 0, 16414698, -3745568, 54792, 888168, 2578250, 589824, 0, -9295552, -1284093, -2070768, -5129488, 1539432, 1868320, 0, -2512206, 4864696, -5438511, -247536, -1612345, -6031712, 0, -23040, -2961924, -2726028, -8282239, -552128, 695466, 0, 6380372, -195840, -1942748, 2201616, -694530, -7344992, 0, 2096928, -8517233, -388096, -612387, 3068632, 6697308, 0, -4828346, -1528216, 2746872, -3151296, -5080880, -647424, 0, -4565664, -2701998, -3350992, -4544718, -373248, -6970730, 0, -3144006, 1123152, -3611120, -115236, -1335517, -2424448, 0, -7933440, 794707, -2964528, 5686998, 4659892, -1744956, 0, 3868748, 14580, -742428, -62752, 1393929, 12058296, 0, 2037888, -2021484, 3390420, -247860, -1679296, -2261324, 0, 19311834, -1141504, 7561107, 2378680, -697994, 982368, 0, -13180368, -2906946, -3631040, 574256, -958032, 19765662, 0, 7976718, 5582856, -2931766, -488448, -6594317, -13887464, 0, -5883168, 6080081, -472392, -581446, 4320512, -2907936, 0, 8785098, 1269216, 5098580, 6896756, 1534221, -1020928, 0, 68328, -738021, -1401744, 8538192, -4380396, 17750748, 0, -7695268, -852112, 809145, 97408, 5735373, 7561440, 0, 1048576, -1289601, -9211344, 4570414, -2282832, 1011588, 0, 7695684, 2736768, 12311034, -1444716, -5100431, -4466144, 0, -4923600, 16084620, -440064, 7560030, -898884, 9191070, 0, 3629820, 6356232, 11024895, -4846272, -4445658, 15840376, 0, 1236384, -7873991, 12749900, 6037569, -348160, -32283416, 0, -13704368, -1234720, 5468148, 5105720, 7476404, 3727872, 0, -28770808, -2706570, -1088688, 15959693, 646056, -3179870, 0, -8056440, 3506440, -1175437, 4883328, -19296332, -26351976, 0, -1150976, 18667794, -8427528, 4086475, -4803552, -3996756, 0, 1889792, -663552, 7395966, 3446856, 10457496, -5589344, 0, 9318456, -10102887, -204864, 3463722, -14001252, -1004038, 0, -64935382, -5226628, 10945566, -5270272, -1402122, 1113912, 0, -3102144, 6785676, -1608000, -14795790, 25920, -42073748, 0, 12267126, 2478096, 9456476, -1242288, -12183682, 3622912, 0, -15540624, -1811334, -440640, 14749690, 6943860, -9907272, 0, -14325848, 8263116, -22076745, 13441968, -2359044, 7113424, 0, 1746432, 5905008, 13961760, 6904422, -5167904, -2793440, 0, -23477182, -1703168, -3438486, -2781084, 3147243, 14180832, 0, 15119896, 728352, -868352, 4295662, 5136372, 20474686, 0, 15079464, -16180480, -22465452, -839808, -6402295, -22457752, 0, -5169664, 18100233, 2527092, -4198297, 2256384, 518562, 0, 15789736, 2727504, 28149, -3124084, 8925120, 121472, 0, 13340376, -6043340, 15179008, 10484757, -14497712, -11357868, 0, -58993192, -6032792, 32805, 1438480, -9321555, 282384, 0, 13442560, -13565583, -14983932, -19890891, -2292624, -7181564, 0, -15256890, -4058368, -21212028, -3778416, -19150955, 13681216, 0, 48714336, -15018916, -2568384, 7835040, 6370032, -10704060, 0, 26873966, -1105164, -8661007, -782336, 14827914, 8206896, 0, 16339680, -2266852, 26683832, -2155572, 11299968, -12750840, 0, -3271032, -7903392, 12561426, -11669368, 10732740, 2198016, 0, 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15528384, 29048320, 0, -4594048, -17990602, -3832128, 45598223, -39531324, 12514878, 0, 76280092, -15953436, 42550332, 22331424, -17009883, 23454128, 0, 3907584, -73843964, -26377268, 11556837, 27774928, -12560326, 0, 85688672, 11766336, -36406080, 24320324, -30366429, 3779136, 0, 4651568, 25264971, 17282048, -5017968, 5815872, -23642292, 0, -11371914, -17570196, 59254440, 5076864, -11484742, -40788640, 0, -55174048, -27320728, 6136884, 37632386, 2041856, 14058378, 0, 23060872, -136656, -12321107, -2952084, -15007923, 11213952], '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], [-0.3535533905932738, 0.6123724356957945], [-0.28867513459481287, -0.5], [-0.25, -0.4330127018922193], [-0.675224072798054, 1.1695224005798157], [0.408248290463863, 0.0], [0.0, 0.0], [0.3535533905932738, 0.0], [-0.16666666666666666, 0.28867513459481287], [-0.47745552069590297, -0.8269772201995576], [0.186216560699791, 0.32253654434277185], [-0.14433756729740643, 0.25], [-0.573434965187264, 0.0], [0.0, 0.0], [0.7796816003865438, 0.0], [-0.125, 0.21650635094610965], [-0.48248934791101866, -0.8356960646926609], [-0.11785113019775792, -0.2041241452319315], [-0.8881761843676184, 1.5383662773973774], [0.675224072798054, 0.0], [0.0, 0.0], [-0.26334998568011714, 0.0], [-0.3575035571896752, 0.6192143249391232], [-0.10206207261596575, -0.1767766952966369], [-0.41185509697198325, -0.7133539533116818], [0.2027398762266931, -0.35115576634485796], [0.19245008972987526, 0.0], [0.0, 0.0], [-0.16759680519536485, 0.0], [-0.2756590733998525, 0.47745552069590297], [0.8439902459001858, 1.461833986991672], [-0.08838834764831845, -0.15309310892394862], [0.10751218144759062, -0.186216560699791], [0.6823429795163133, 0.0], [0.0, 0.0], [0.16666666666666666, 0.0], [-0.468032168551693, 0.8106554955081727], [-0.6280354028547362, -1.087789226696391], [0.16553641575680528, 0.286717482593632], [-0.23872776034795148, 0.4134886100997788], [-0.7098422514835239, 0.0], [0.0, 0.0], [1.0052892261227402, 0.0], [0.0931082803498955, -0.16126827217138592], [-0.22507469093268465, -0.3898408001932719], [-0.25279318958713204, -0.43785064817230435], [0.8121558696939443, -1.4066952299752], [0.14433756729740643, 0.0], [0.0, 0.0], [0.5824510638702649, 0.0], [-0.27856535489755363, 0.48248934791101866], [0.143358741296816, 0.2483046236352079], [-0.33242875250188014, -0.575783489229996], [-0.06804138174397717, 0.11785113019775792], [-0.5029516181526357, 0.0], [0.0, 0.0], [1.0255775182649183, 0.0], [0.059254418729421644, -0.10263166381231917], [-0.4929079665858366, 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-0.053522031110722075, -0.29628205044908146, -0.16346697737762758, 0.2573470951162503, -0.4748526662589424, -0.26335258856467236, 0.07656641650440169, -0.49418509993716286, -0.3077461401063378, -0.16618021950944253, -0.2658136008658775, -0.13726738152005477, -0.1653663712488489, -0.31271325775263, -0.4507759170814062, -0.40461149415464237, -0.16453121442781368, 0.17704216107742096, -0.1278729792885372, -0.30204353129933315, -0.27791653281320866, -0.05890572559541414, -0.34036080466902646, -0.3115853959816093, 0.046672594165138116, -0.12005364934740796, -0.2646948889321041, -0.42104640941217636, -0.07647339787705507, -0.18955400988373927, -0.49763802450950556, -0.16633609038930647, -0.03395013680206774, -0.4377758630191976, -0.3812838127144218, -0.409824125005391, -0.03667834386377663, -0.31883313751540165, -0.336766458085869, -0.0315519103905673, -0.273749392862995, -0.07543899344858421, -0.1892566339435121, -0.3207589021715913, -0.1383023039699016, -0.3166938006545548, 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-0.12758178092427006, -0.284762113343509, -0.06772615539016075, -0.33782064110156046, -0.2496782171957056, -0.154387659628208, -0.23592602171042154, -0.48559483072861065, -0.38349578096719056, -0.2965395407378181, -0.18317335721281036, -0.24202315807150204, -0.3932527953216183, -0.17568224657048026, -0.30686806623484414, 0.2503221530754669, -0.2606847010117307, -0.09626220404913412, -0.43796047574075253, -0.13383132695778813, -0.21391504546192924, -0.4584379614502606, -0.09157034845750732, -0.03801718899274549, 0.040742092186242924, -0.14760826859781753], 'char_orbit_index': 5, 'conrey_index': 79, 'dual_conrey_index': 67, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 3, 'embedding_root_imag': -42.861629224234775, 'embedding_root_real': 24.74617317051788, 'hecke_orbit': 19, 'hecke_orbit_code': 81065068271239462, 'label': '294.6.e.s.79.1', 'level': 294, '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': 10584, 'analytic_conductor': 47.1528430250163, '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': [294, 3, [197, 199], [3, 2]], 'conrey_index': 67, 'cusp_dim': 528, 'dim': 68, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 274978570534, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '294.6.e', 'level': 294, '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': 592, 'mf_new_dim': 68, 'num_forms': 26, 'prim_orbit_index': 3, 'relative_dim': 34, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [0, 0, 44, 0], 'traces': [68, 0, 0, -544, 44, 144, 0, 0, -2754, -648, -296, 0, 3312, 0, 396, -8704, 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-96555996, 0, 129732648, 14190552, 47251896, 83115840, 15890292, -14633472, 0, 1622016, -88017424, -50300480, 11806560, 16949472, -28619144, 0, -189933628, -13362176, -13235760, 55709272, -7727256, 0, 0, 182344736, 22592052, 12183552, -145550804, -16505136, -17623176, 0, 36317808, -15194184, 82755576, -13236480, -72233340, 31646176, 0, 74838784, 109630104, 34145712, -136118354, -2314240, -75403656, 0, 253706800, -4120416, -41958792, -161438336, -17784684, 45997824], '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: 48235080
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065068271239462, 'target_is_minimal': False, 'target_label': '294.6.e.s.79.1', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48235081
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 99079191902814502, 'target_is_minimal': False, 'target_label': '294.6.a.w.1.2', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48235082
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 25, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474233311274, 'target_is_minimal': True, 'target_label': '42.6.e.c.25.2', 'target_level': 42, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48235083
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065068271239462, 'target_is_minimal': False, 'target_label': '294.6.e.s.67.1', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48235084
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193765962022, 'target_is_minimal': False, 'target_label': '294.6.a.r.1.1', 'target_level': 294, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48235085
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474233311274, 'target_is_minimal': True, 'target_label': '42.6.e.c.37.2', 'target_level': 42, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48235086
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 121597190039667570, 'target_is_minimal': False, 'target_label': '882.6.a.bb.1.1', 'target_level': 882, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48235087
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 148618787803890546, 'target_is_minimal': False, 'target_label': '882.6.a.bh.1.2', 'target_level': 882, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48235088
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 109, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525609809117310, 'target_is_minimal': False, 'target_label': '126.6.g.h.109.1', 'target_level': 126, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 48235089
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525609809117310, 'target_is_minimal': False, 'target_label': '126.6.g.h.37.1', 'target_level': 126, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 48235090
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 193, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22519097749143888, 'target_is_minimal': False, 'target_label': '336.6.q.f.193.2', 'target_level': 336, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48235091
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81065068271239462, 'source_is_minimal': False, 'source_label': '294.6.e.s.79.1', 'source_level': 294, 'target_conrey_index': 289, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22519097749143888, 'target_is_minimal': False, 'target_label': '336.6.q.f.289.2', 'target_level': 336, 'twist_class_label': '42.6.e.c.25.2', 'twist_class_level': 42, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 659275
    {'charpoly_factorization': [[[16, 4, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 2}
  • id: 659276
    {'charpoly_factorization': [[[81, 9, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 3}
  • id: 659277
    {'charpoly_factorization': [[[2883204, -89994, 4507, 53, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 5}
  • id: 659278
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 81065068271239462, 'p': 7}
  • id: 659279
    {'charpoly_factorization': [[[2589384996, -9719226, 87367, 191, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 11}
  • id: 659280
    {'charpoly_factorization': [[[-254520, -379, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 13}
  • id: 659281
    {'charpoly_factorization': [[[867133440000, -316608000, 1046800, 340, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 17}
  • id: 659282
    {'charpoly_factorization': [[[8227948033600, -5074270360, 5997801, 1769, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 19}
  • id: 659283
    {'charpoly_factorization': [[[6653923430400, 8347326720, 7892176, 3236, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 23}
  • id: 659284
    {'charpoly_factorization': [[[-3960660, -4459, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 29}
  • id: 659285
    {'charpoly_factorization': [[[4040269588503225, 126744851310, 67539151, -1994, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 31}
  • id: 659286
    {'charpoly_factorization': [[[9942700716200464, 2052793425004, 324111477, 20587, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 37}
  • id: 659287
    {'charpoly_factorization': [[[8966160, 8814, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 41}
  • id: 659288
    {'charpoly_factorization': [[[44661910, -15853, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 43}
  • id: 659289
    {'charpoly_factorization': [[[52483809749276304, -7769017144224, 920930292, -33912, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 47}
  • id: 659290
    {'charpoly_factorization': [[[234844064631551376, 23861570178636, 1939871997, 49239, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 53}
  • id: 659291
    {'charpoly_factorization': [[[641088840321015696, 45426593189460, 2418179989, 56735, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 59}
  • id: 659292
    {'charpoly_factorization': [[[1292483992550115600, -76748134547280, 3420455404, -67508, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 61}
  • id: 659293
    {'charpoly_factorization': [[[1347686929342656100, 87906769364370, 4573073539, 75723, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 67}
  • id: 659294
    {'charpoly_factorization': [[[-4289674884, 8992, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 71}
  • id: 659295
    {'charpoly_factorization': [[[3367701404869597636, -5874250509006, 1845376207, 3201, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 73}
  • id: 659296
    {'charpoly_factorization': [[[4650336176778498969, -57387814991556, 2864662357, 26612, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 79}
  • id: 659297
    {'charpoly_factorization': [[[-7511023590, -949, 1], 2]], 'hecke_orbit_code': 81065068271239462, 'p': 83}
  • id: 659298
    {'charpoly_factorization': [[[59100484299832452096, -1357352851108032, 23486455908, -176562, 1], 1]], 'hecke_orbit_code': 81065068271239462, 'p': 89}
  • id: 659299
    {'charpoly_factorization': [[[-5231869258, -129423, 1], 2]], 'hecke_orbit_code': 81065068271239462, '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': 19, 'label': '294.6.e.s', 'level': 294, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63527059
    {'hecke_orbit_code': 81065068271239462, 'n': 1, 'trace_an': 4}
  • id: 63527060
    {'hecke_orbit_code': 81065068271239462, 'n': 2, 'trace_an': -8}
  • id: 63527061
    {'hecke_orbit_code': 81065068271239462, 'n': 3, 'trace_an': -18}
  • id: 63527062
    {'hecke_orbit_code': 81065068271239462, 'n': 4, 'trace_an': -32}
  • id: 63527063
    {'hecke_orbit_code': 81065068271239462, 'n': 5, 'trace_an': -53}
  • id: 63527064
    {'hecke_orbit_code': 81065068271239462, 'n': 6, 'trace_an': 144}
  • id: 63527065
    {'hecke_orbit_code': 81065068271239462, 'n': 7, 'trace_an': 0}
  • id: 63527066
    {'hecke_orbit_code': 81065068271239462, 'n': 8, 'trace_an': 256}
  • id: 63527067
    {'hecke_orbit_code': 81065068271239462, 'n': 9, 'trace_an': -162}
  • id: 63527068
    {'hecke_orbit_code': 81065068271239462, 'n': 10, 'trace_an': -212}
  • id: 63527069
    {'hecke_orbit_code': 81065068271239462, 'n': 11, 'trace_an': -191}
  • id: 63527070
    {'hecke_orbit_code': 81065068271239462, 'n': 12, 'trace_an': -288}
  • id: 63527071
    {'hecke_orbit_code': 81065068271239462, 'n': 13, 'trace_an': 758}
  • id: 63527072
    {'hecke_orbit_code': 81065068271239462, 'n': 14, 'trace_an': 0}
  • id: 63527073
    {'hecke_orbit_code': 81065068271239462, 'n': 15, 'trace_an': 954}
  • id: 63527074
    {'hecke_orbit_code': 81065068271239462, 'n': 16, 'trace_an': -512}
  • id: 63527075
    {'hecke_orbit_code': 81065068271239462, 'n': 17, 'trace_an': -340}
  • id: 63527076
    {'hecke_orbit_code': 81065068271239462, 'n': 18, 'trace_an': -648}
  • id: 63527077
    {'hecke_orbit_code': 81065068271239462, 'n': 19, 'trace_an': -1769}
  • id: 63527078
    {'hecke_orbit_code': 81065068271239462, 'n': 20, 'trace_an': 1696}
  • id: 63527079
    {'hecke_orbit_code': 81065068271239462, 'n': 21, 'trace_an': 0}
  • id: 63527080
    {'hecke_orbit_code': 81065068271239462, 'n': 22, 'trace_an': 1528}
  • id: 63527081
    {'hecke_orbit_code': 81065068271239462, 'n': 23, 'trace_an': -3236}
  • id: 63527082
    {'hecke_orbit_code': 81065068271239462, 'n': 24, 'trace_an': -1152}
  • id: 63527083
    {'hecke_orbit_code': 81065068271239462, 'n': 25, 'trace_an': 45}
  • id: 63527084
    {'hecke_orbit_code': 81065068271239462, 'n': 26, 'trace_an': -1516}
  • id: 63527085
    {'hecke_orbit_code': 81065068271239462, 'n': 27, 'trace_an': 2916}
  • id: 63527086
    {'hecke_orbit_code': 81065068271239462, 'n': 28, 'trace_an': 0}
  • id: 63527087
    {'hecke_orbit_code': 81065068271239462, 'n': 29, 'trace_an': 8918}
  • id: 63527088
    {'hecke_orbit_code': 81065068271239462, 'n': 30, 'trace_an': -1908}
  • id: 63527089
    {'hecke_orbit_code': 81065068271239462, 'n': 31, 'trace_an': 1994}
  • id: 63527090
    {'hecke_orbit_code': 81065068271239462, 'n': 32, 'trace_an': -2048}
  • id: 63527091
    {'hecke_orbit_code': 81065068271239462, 'n': 33, 'trace_an': -1719}
  • id: 63527092
    {'hecke_orbit_code': 81065068271239462, 'n': 34, 'trace_an': 2720}
  • id: 63527093
    {'hecke_orbit_code': 81065068271239462, 'n': 35, 'trace_an': 0}
  • id: 63527094
    {'hecke_orbit_code': 81065068271239462, 'n': 36, 'trace_an': 5184}
  • id: 63527095
    {'hecke_orbit_code': 81065068271239462, 'n': 37, 'trace_an': -20587}
  • id: 63527096
    {'hecke_orbit_code': 81065068271239462, 'n': 38, 'trace_an': -7076}
  • id: 63527097
    {'hecke_orbit_code': 81065068271239462, 'n': 39, 'trace_an': -3411}
  • id: 63527098
    {'hecke_orbit_code': 81065068271239462, 'n': 40, 'trace_an': -3392}
  • id: 63527099
    {'hecke_orbit_code': 81065068271239462, 'n': 41, 'trace_an': -17628}
  • id: 63527100
    {'hecke_orbit_code': 81065068271239462, 'n': 42, 'trace_an': 0}
  • id: 63527101
    {'hecke_orbit_code': 81065068271239462, 'n': 43, 'trace_an': 31706}
  • id: 63527102
    {'hecke_orbit_code': 81065068271239462, 'n': 44, 'trace_an': -3056}
  • id: 63527103
    {'hecke_orbit_code': 81065068271239462, 'n': 45, 'trace_an': -4293}
  • id: 63527104
    {'hecke_orbit_code': 81065068271239462, 'n': 46, 'trace_an': -12944}
  • id: 63527105
    {'hecke_orbit_code': 81065068271239462, 'n': 47, 'trace_an': 33912}
  • id: 63527106
    {'hecke_orbit_code': 81065068271239462, 'n': 48, 'trace_an': 9216}
  • id: 63527107
    {'hecke_orbit_code': 81065068271239462, 'n': 49, 'trace_an': 0}
  • id: 63527108
    {'hecke_orbit_code': 81065068271239462, 'n': 50, 'trace_an': -360}
  • id: 63527109
    {'hecke_orbit_code': 81065068271239462, 'n': 51, 'trace_an': -3060}
  • id: 63527110
    {'hecke_orbit_code': 81065068271239462, 'n': 52, 'trace_an': -6064}
  • id: 63527111
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  • id: 63527295
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  • id: 63527296
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  • id: 63527297
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  • id: 63527298
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  • id: 63527299
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  • id: 63527300
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  • id: 63527301
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  • id: 63527302
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  • id: 63527303
    {'hecke_orbit_code': 81065068271239462, 'n': 911, 'trace_an': -20721396}
  • id: 63527304
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  • id: 63527305
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  • id: 63527306
    {'hecke_orbit_code': 81065068271239462, 'n': 937, 'trace_an': -23728388}
  • id: 63527307
    {'hecke_orbit_code': 81065068271239462, 'n': 941, 'trace_an': 8300533}
  • id: 63527308
    {'hecke_orbit_code': 81065068271239462, 'n': 947, 'trace_an': -17990602}
  • id: 63527309
    {'hecke_orbit_code': 81065068271239462, 'n': 953, 'trace_an': 76280092}
  • id: 63527310
    {'hecke_orbit_code': 81065068271239462, 'n': 961, 'trace_an': -73843964}
  • id: 63527311
    {'hecke_orbit_code': 81065068271239462, 'n': 967, 'trace_an': 85688672}
  • id: 63527312
    {'hecke_orbit_code': 81065068271239462, 'n': 971, 'trace_an': -30366429}
  • id: 63527313
    {'hecke_orbit_code': 81065068271239462, 'n': 977, 'trace_an': -5017968}
  • id: 63527314
    {'hecke_orbit_code': 81065068271239462, 'n': 983, 'trace_an': 59254440}
  • id: 63527315
    {'hecke_orbit_code': 81065068271239462, 'n': 991, 'trace_an': 37632386}
  • id: 63527316
    {'hecke_orbit_code': 81065068271239462, 'n': 997, 'trace_an': -12321107}