Embedded newform data - 294.6.e.v.67.1

Formats: - HTML - YAML - JSON - 2025-01-14T08:39:13.998520

• 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': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, 2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [8213956, 309528, 8798, 108, 1]], [11, [10214416, -396304, 12180, -124, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575867153350950, 'hecke_ring_generator_nbound': 11, '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': True, 'label': '294.6.e.v', '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': '294.6.a.t', 'nf_label': '4.0.576.2', 'prim_orbit_index': 3, 'qexp_display': 'q+4\\beta _{2}q^{2}+(9+9\\beta _{2})q^{3}+(-2^{4}-2^{4}\\beta _{2}+\\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, -108, 0], 'trace_hash': 1294434674721316837, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.694', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.317', 'prec': 17}, {'__RealLiteral__': 0, 'data': '45.883', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.393', 'prec': 17}, {'__RealLiteral__': 0, 'data': '987.331', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -8, 18, -32, -108, -144, 0, 256, -162, -432, 124, 288, 1440, 0, -1944, -512, -612, -648, -2088, 3456, 0, -992, -772, 1152, 318, -2880, -2916, 0, -9184, 3888, -9792, -2048, -1116, 4896, 0, 5184, 5992, -8352, 6480, -6912, 40392, 0, -2272, 1984, -8748, -3088, -36936, -9216, 0, -2544, 5508, -11520, 16708, 5832, -12672, 0, -37584, 18368, -74592, 15552, 18648, 78336, 0, 16384, -33300, -4464, -67344, -9792, -13896, 0, 153096, -10368, -47304, 23968, -2862, 66816, 0, -51840, -140656, -27648, -13122, -80784, 188208, 0, 115736, 4544, -41328, 7936, 17604, 69984, 0, 24704, 88128, -147744, -91592, 18432, 170352, 0, -20088, 5088, -112716, 22032, 134784, 92160, 0, -133664, 17972, 23328, 37696, 25344, 107856, 0, -94440, 75168, -60048, 73472, -58320, 596736, 0, -124416, 313118, 74592, 181764, -156672, -687744, 0, -504080, -32768, -10224, -133200, 341928, 35712, 0, 538752, 78732, -39168, 307704, 27792, -480528, 0, -664848, -306192, 64728, -41472, 282888, 378432, 0, -191744, 80212, -11448, -90952, -133632, 99144, 0, 1067856, 103680, 213192, -562624, -150372, 221184, 0, 104976, -811280, -323136, -57024, -376416, -1207152, 0, -344044, -231472, -169128, 18176, -142164, 330624, 0, -63488, 671328, 70416, -51324, -139968, -1314720, 0, 335664, -49408, 462528, 352512, -51408, 1181952, 0, 732736, 48092, 73728, -295876, -340704, -599400, 0, -6904, 40176, 570240, 20352, 606096, 901728, 0, -176256, -1048564, 539136, -62532, -184320, -411264, 0, 1637232, 267328, 688932, 71888, -104256, -186624, 0, -301568, 425736, 101376, 1164636, -215712, -2236896, 0, -51516, 188880, 861264, 300672, -363744, 480384, 0, -587776, 1770936, -233280, -2064904, -1193472, -2531808, 0, -1252632, 248832, 936072, 1252472, 118098, -596736, 0, -1454112, -1932408, -626688, 846936, 1375488, -589536, 0, 36464, 1008160, 520812, -131072, 1520460, 81792, 0, 1065600, 371952, 1367712, 813396, -71424, -1767024, 0, 316872, -1077504, 1778076, 314928, 2324304, 313344, 0, -2461632, -58596, 111168, -3620180, 961056, 1586304, 0, -5924912, 1329696, -620424, -1224768, 824328, -517824, 0, 331776, -3507882, 1131552, 766584, -756864, -3961800, 0, 8251856, 383488, -90396, 320848, 746568, 91584, 0, 727616, 1014444, -534528, 1149212, -198288, -87696, 0, 2426112, -2135712, -1528776, 414720, -1895616, -1705536, 0, 4500992, 2229868, -601488, -158992, -442368, 323496, 0, -9225968, -209952, 717120, -3245120, -339264, 2585088, 0, 456192, 796744, -1505664, 485352, 2414304, 6913152, 0, -2254912, 688088, -424980, -925888, 588528, 1353024, 0, -145408, 540432, -568656, 7816236, -661248, 11662128, 0, -1049760, 126976, -2229516, 2685312, -4721472, -563328, 0, 410592, 6151060, -559872, -1705130, 2629440, 5636124, 0, 5488232, -671328, -5868576, -197632, -1635876, -3700224, 0, -2820096, -6802196, -205632, -3094848, -2363904, 590832, 0, 1479568, -1465472, -2268360, 192368, -5297904, -589824, 0, 2367008, 92016, -1362816, 1095920, 1198800, 9586368, 0, 6154704, 13808, -7195824, 160704, 861336, -4561920, 0, -162816, 1256472, 2424384, -3237192, -1803456, 1417176, 0, -257504, 352512, -6234120, -4194256, -2769336, -4313088, 0, 500256, -4505456, -737280, -2162376, 822528, 13397760, 0, 6920328, -3274464, -2991816, 1069312, -2583252, -5511456, 0, -575104, -582552, -417024, -1350996, 373248, 5192352, 0, 5091984, 603136, 3079008, 1702944, 739152, -811008, 0, -9317088, 78404, -862848, 97876, 4473792, 1443816, 0, -23800488, 103032, 1403424, 755520, 818568, -6890112, 0, -2405376, 9103812, -1454976, 446148, -960768, 1804392, 0, -4755440, 1175552, 4805352, 7083744, -6240672, 1866240, 0, 16519232, -1918728, -4773888, -666592, 5063616, -5234544, 0, -2706696, 2505264, -7767720, 995328, -5596848, -7488576, 0, -10019776, -5798324, 472392, 2315784, 1193472, -14603040, 0, 2443560, 2908224, 10072296, -7729632, 513216, 5013504, 0, -6775488, 9689312, 5501952, -5432184, 1179072, 26534304, 0, 8719368, -72928, -1548198, 4032640, 2027340, -4166496, 0, 1048576, 1522152, 6081840, 8729576, -163584, -4073472, 0, -2558952, -2131200, 10722564, 1487808, 16939944, -10941696, 0, -6507168, -4277064, -285696, 9203798, 3534048, 12083904, 0, 19230552, -633744, 2369808, -4310016, 461916, -14224608, 0, -2519424, 2361220, 9297216, -5916240, -626688, -9836928, 0, -26990480, 4923264, 1510488, -234384, -2595024, -889344, 0, 28961440, -4162752, 3844224, 8945196, -3172608, -19298880, 0, -925344, 11849824, 2025216, 5318784, -344520, 4963392, 0, 9798144, -14068952, 3297312, -14761592, 1035648, 865656, 0, 3720264, -663552, 24530544, -14031528, 2662884, -9052416, 0, -6132672, -1103288, -3027456, -2697300, 7923600, -18220608, 0, 18261984, -16503712, -31068, 1533952, 11244780, 723168, 0, -2566784, -5132160, 2986272, -6618628, -183168, -4938336, 0, 10909728, -1455232, 16953012, 4057776, -7639632, 4276224, 0, -9193696, -9370872, -793152, 1012848, 175392, -18874152, 0, -180080, -4852224, -12851064, -8542848, 562788, 12230208, 0, -3317760, 17320538, -7582464, -1850688, 3411072, -72646848, 0, 9452624, -9001984, 7367544, 8919472, 10534320, 4811904, 0, 1271936, -6200388, -1769472, -2559592, -646992, 22440816, 0, -1876608, 18451936, 11092104, -839808, 4272048, -5736960, 0, 25960960, 2247984, -1357056, 15772752, -5170176, 7663248, 0, -11315832, -912384, -4988664, 3186976, -10481724, 12045312, 0, -3882816, 8183824, 9657216, -10066032, -13826304, 1288368, 0, -33776112, 4509824, -231822, 2752352, 5881356, 3399840, 0, 7407104, -7751376, 2354112, 16651524, -2706048, -28967472, 0, -6547392, 290816, 7059456, 2161728, -24621480, 4549248, 0, -62529888, 16507936, -2644992, 4249388, -23324256, 31876848, 0, 24499776, 2099520, -23148288, 507904, 18584136, 17836128, 0, -21482496, 29119888, -18885888, -11393136, 1126656, 9454176, 0, -6039504, -821184, -5636844, 24604240, 6591168, 4478976, 0, 13641040, -8424648, 10517760, 3041232, -11272248, 22080672, 0, 2125764, -10976464, -40754304, -2685312, -2238768, 46948608, 0, 1581056, 4823328, -6543504, 6039600, 7400448, -34783344, 0, -42845240, 5640192, 10186488, -27208784, -7622424, 1645056, 0, 24758784, 15511376, -9455616, -2652912, -1181664, 13559616, 0, 9977984, -2959136, 164088, -5861888, -23926140, 18146880, 0, -1538944, -4687308, -21191616, -21386952, 1179648, -44418528, 0, 27368280, -4734016, 7236108, 368064, 999648, 10902528, 0, -8767360, -29976056, 4795200, 2629608, -19172736, 6695136, 0, -12967496, -12309408, -18535752, 55232, -7320564, 57566592, 0, -1285632, -1222596, 3445344, -7951608, 9123840, 34933176, 0, 57531536, 325632, 1425924, 5025888, 2249928, -19395072, 0, 25897536, -16002684, -7213824, 12733628, -2834352, 41862096, 0, 41837472, 515008, -40932720, 1410048, 36226944, 49872960, 0, 33554048, -35261460, -11077344, 1500496, 8626176, -1054728, 0, -68393064, -1000512, 15009264, -18021824, 32581620, 5898240, 0, 17299008, 35053864, 3290112, 7138368, -26795520, 22332240, 0, -36570004, -13840656, -26662104, -13097856, 13306788, 23934528, 0, -8554496, 5583816, -10333008, 27825968, 11022912, -60612048, 0, 14837904, 1150208, -10255356, -2330208, 22673448, 3336192, 0, 10807968, 30250700, 1492992, -10697916, -10384704, -63141876, 0, -20318464, -10183968, -34287840, 2412544, -6899256, -24632064, 0, -13623552, -57096400, 2956608, -17828100, 1622016, -24299064, 0, 17284640, 18634176, 37133352, 313616, 5763528, 6902784, 0, -783008, 813564, 17895168, -23673008, -2887632, 14658912, 0, 13438224, 47600976, 24284304, 412128, 466344, -11227392, 0, -6044160, 36219060, 3274272, 60829840, 13780224, 18259992, 0, 76578632, 4810752, 7908624, 36415248, -10342908, 11639808, 0, -3569184, -57572792, -3843072, -394632, -3608784, -10492848, 0, -28109904, 9510880, 10917504, 4702208, 9120420, -38442816, 0, -56669952, 13758984, -24962688, -1347352, -3732480, -2081088, 0, -34121088, -33038464, 27315180, -7674912, -80784, 38191104, 0, 5332736, 71101044, 20254464, -6444180, 10469088, 40137624, 0, -30193016, 5413392, -493632, 10021056, 1430928, 62141760, 0, -7962624, 9050414, -22387392, 1455732, 14977152, 52586928, 0, 34533456, 20039552, -41516856, -23193296, -26213976, -3779136, 0, -18526272, -6454080, 4773888, -2998104, 29206080, 8322624, 0, -6106752, -4887120, -7645680, 11632896, 10802088, -80578368, 0, 61837056, -29965664, 2052864, -108460120, -10027008, 14341392, 0, -49124640, 13550976, 45133992, 38757248, -4368168, -44015616], '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], [-0.5462362363433222, -0.9461089142818353], [-0.408248290463863, 0.0], [0.0, 0.0], [0.3535533905932738, 0.0], [-0.16666666666666666, -0.28867513459481287], [-0.38624734684818074, 0.6690000290297278], [0.04553089907032797, -0.0788618305040986], [0.14433756729740643, 0.25], [-0.05672643838204407, 0.0], [0.0, 0.0], [-0.6307392761878902, 0.0], [-0.125, -0.21650635094610965], [-0.8648363141605966, 1.4979404363567526], [-0.11785113019775792, 0.2041241452319315], [0.1436987547809239, 0.24889354426494129], [0.5462362363433222, 0.0], [0.0, 0.0], [-0.06439041497229836, 0.0], [-0.3319376137300775, -0.5749328119236667], [0.10206207261596575, -0.1767766952966369], [-0.09674805178903541, 0.16757254123191434], [0.020055824626252102, 0.03473770724035973], [-0.19245008972987526, 0.0], [0.0, 0.0], [-1.0521742687284925, 0.0], [0.2230000096765759, 0.38624734684818074], [-0.4916127077290261, 0.8514981874331822], [-0.08838834764831845, 0.15309310892394862], [-0.026287276834699537, -0.04553089907032797], [1.2230632447186744, 0.0], [0.0, 0.0], [0.16666666666666666, 0.0], [0.7698745631668967, 1.33346185885996], [0.1016103639536541, -0.17599431294329412], [-0.01637551223502093, 0.028363219191022034], [-0.19312367342409037, -0.3345000145148639], [0.662111466379916, 0.0], [0.0, 0.0], [0.9189245734451167, 0.0], [0.022765449535163986, 0.0394309152520493], [-0.18207874544777405, 0.3153696380939451], [-0.23471533759941865, 0.40653889003787474], [-0.774002411011952, -1.3406115010535093], [-0.14433756729740643, 0.0], [0.0, 0.0], [0.13682240697322845, 0.0], [0.4993134787855842, 0.8648363141605966], [0.014181609595511017, -0.024563268352531396], [0.1718913203620627, -0.2977245002471913], [0.06804138174397717, 0.11785113019775792], [-0.09948250778201446, 0.0], [0.0, 0.0], [0.16592902950996086, 0.0], [0.3719997802039569, 0.6443225197177085], [-0.8269635908695784, 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'conrey_index': 67, 'dual_conrey_index': 79, 'dual_embedding_index': 1, 'dual_embedding_m': 3, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 1.224744871391589, 'embedding_root_real': -0.7071067811865476, 'hecke_orbit': 22, 'hecke_orbit_code': 94575867153350950, 'label': '294.6.e.v.67.1', '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: 48417888
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575867153350950, 'target_is_minimal': False, 'target_label': '294.6.e.v.67.1', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48417889
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575867153350950, 'target_is_minimal': False, 'target_label': '294.6.e.v.79.1', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48417890
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992648073510, 'target_is_minimal': True, 'target_label': '294.6.a.u.1.1', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48417891
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 85568393020703014, 'target_is_minimal': True, 'target_label': '294.6.a.t.1.2', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48417892
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90072267525980454, 'target_is_minimal': False, 'target_label': '294.6.e.u.79.2', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48417893
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90072267525980454, 'target_is_minimal': False, 'target_label': '294.6.e.u.67.2', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48417894
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990784926578, 'target_is_minimal': False, 'target_label': '882.6.a.z.1.1', 'target_level': 882, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48417895
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 94575867153350950, 'source_is_minimal': False, 'source_label': '294.6.e.v.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 157625987058631538, 'target_is_minimal': False, 'target_label': '882.6.a.bj.1.2', 'target_level': 882, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 659350
    {'charpoly_factorization': [[[16, 4, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 2}
  • id: 659351
    {'charpoly_factorization': [[[81, -9, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 3}
  • id: 659352
    {'charpoly_factorization': [[[8213956, 309528, 8798, 108, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 5}
  • id: 659353
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 94575867153350950, 'p': 7}
  • id: 659354
    {'charpoly_factorization': [[[10214416, -396304, 12180, -124, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 11}
  • id: 659355
    {'charpoly_factorization': [[[-26082, -720, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 13}
  • id: 659356
    {'charpoly_factorization': [[[8919337548676, -1827753912, 3361070, 612, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 17}
  • id: 659357
    {'charpoly_factorization': [[[1319723059264, -2398677696, 5508536, 2088, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 19}
  • id: 659358
    {'charpoly_factorization': [[[2360684748304, -1186140944, 2132436, 772, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 23}
  • id: 659359
    {'charpoly_factorization': [[[-825416, 4592, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 29}
  • id: 659360
    {'charpoly_factorization': [[[568235369185344, 233418640896, 72045576, 9792, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 31}
  • id: 659361
    {'charpoly_factorization': [[[7669098986385664, 524739764864, 123477456, -5992, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 37}
  • id: 659362
    {'charpoly_factorization': [[[93141202, -20196, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 41}
  • id: 659363
    {'charpoly_factorization': [[[-136794176, 1136, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 43}
  • id: 659364
    {'charpoly_factorization': [[[100054784464269376, 11683387791936, 1047953720, 36936, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 47}
  • id: 659365
    {'charpoly_factorization': [[[4629050242191376, -1136764267792, 211120140, -16708, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 53}
  • id: 659366
    {'charpoly_factorization': [[[1803678030404812864, 100177862190336, 4220955656, 74592, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 59}
  • id: 659367
    {'charpoly_factorization': [[[201516933183556, 264720779568, 361943570, -18648, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 61}
  • id: 659368
    {'charpoly_factorization': [[[944402205875245056, 65445140560896, 3563410752, 67344, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 67}
  • id: 659369
    {'charpoly_factorization': [[[-263115396, -76548, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 71}
  • id: 659370
    {'charpoly_factorization': [[[144010120564115716, 17951236680816, 1858181762, 47304, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 73}
  • id: 659371
    {'charpoly_factorization': [[[17202807939354182656, 583388592930304, 15636483552, 140656, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 79}
  • id: 659372
    {'charpoly_factorization': [[[554088976, -94104, 1], 2]], 'hecke_orbit_code': 94575867153350950, 'p': 83}
  • id: 659373
    {'charpoly_factorization': [[[12661871332883247556, 62641234487736, 3868253150, -17604, 1], 1]], 'hecke_orbit_code': 94575867153350950, 'p': 89}
  • id: 659374
    {'charpoly_factorization': [[[-5372109218, -85176, 1], 2]], 'hecke_orbit_code': 94575867153350950, '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': 22, 'label': '294.6.e.v', 'level': 294, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 65305453
    {'hecke_orbit_code': 94575867153350950, 'n': 1, 'trace_an': 4}
  • id: 65305454
    {'hecke_orbit_code': 94575867153350950, 'n': 2, 'trace_an': -8}
  • id: 65305455
    {'hecke_orbit_code': 94575867153350950, 'n': 3, 'trace_an': 18}
  • id: 65305456
    {'hecke_orbit_code': 94575867153350950, 'n': 4, 'trace_an': -32}
  • id: 65305457
    {'hecke_orbit_code': 94575867153350950, 'n': 5, 'trace_an': -108}
  • id: 65305458
    {'hecke_orbit_code': 94575867153350950, 'n': 6, 'trace_an': -144}
  • id: 65305459
    {'hecke_orbit_code': 94575867153350950, 'n': 7, 'trace_an': 0}
  • id: 65305460
    {'hecke_orbit_code': 94575867153350950, 'n': 8, 'trace_an': 256}
  • id: 65305461
    {'hecke_orbit_code': 94575867153350950, 'n': 9, 'trace_an': -162}
  • id: 65305462
    {'hecke_orbit_code': 94575867153350950, 'n': 10, 'trace_an': -432}
  • id: 65305463
    {'hecke_orbit_code': 94575867153350950, 'n': 11, 'trace_an': 124}
  • id: 65305464
    {'hecke_orbit_code': 94575867153350950, 'n': 12, 'trace_an': 288}
  • id: 65305465
    {'hecke_orbit_code': 94575867153350950, 'n': 13, 'trace_an': 1440}
  • id: 65305466
    {'hecke_orbit_code': 94575867153350950, 'n': 14, 'trace_an': 0}
  • id: 65305467
    {'hecke_orbit_code': 94575867153350950, 'n': 15, 'trace_an': -1944}
  • id: 65305468
    {'hecke_orbit_code': 94575867153350950, 'n': 16, 'trace_an': -512}
  • id: 65305469
    {'hecke_orbit_code': 94575867153350950, 'n': 17, 'trace_an': -612}
  • id: 65305470
    {'hecke_orbit_code': 94575867153350950, 'n': 18, 'trace_an': -648}
  • id: 65305471
    {'hecke_orbit_code': 94575867153350950, 'n': 19, 'trace_an': -2088}
  • id: 65305472
    {'hecke_orbit_code': 94575867153350950, 'n': 20, 'trace_an': 3456}
  • id: 65305473
    {'hecke_orbit_code': 94575867153350950, 'n': 21, 'trace_an': 0}
  • id: 65305474
    {'hecke_orbit_code': 94575867153350950, 'n': 22, 'trace_an': -992}
  • id: 65305475
    {'hecke_orbit_code': 94575867153350950, 'n': 23, 'trace_an': -772}
  • id: 65305476
    {'hecke_orbit_code': 94575867153350950, 'n': 24, 'trace_an': 1152}
  • id: 65305477
    {'hecke_orbit_code': 94575867153350950, 'n': 25, 'trace_an': 318}
  • id: 65305478
    {'hecke_orbit_code': 94575867153350950, 'n': 26, 'trace_an': -2880}
  • id: 65305479
    {'hecke_orbit_code': 94575867153350950, 'n': 27, 'trace_an': -2916}
  • id: 65305480
    {'hecke_orbit_code': 94575867153350950, 'n': 28, 'trace_an': 0}
  • id: 65305481
    {'hecke_orbit_code': 94575867153350950, 'n': 29, 'trace_an': -9184}
  • id: 65305482
    {'hecke_orbit_code': 94575867153350950, 'n': 30, 'trace_an': 3888}
  • id: 65305483
    {'hecke_orbit_code': 94575867153350950, 'n': 31, 'trace_an': -9792}
  • id: 65305484
    {'hecke_orbit_code': 94575867153350950, 'n': 32, 'trace_an': -2048}
  • id: 65305485
    {'hecke_orbit_code': 94575867153350950, 'n': 33, 'trace_an': -1116}
  • id: 65305486
    {'hecke_orbit_code': 94575867153350950, 'n': 34, 'trace_an': 4896}
  • id: 65305487
    {'hecke_orbit_code': 94575867153350950, 'n': 35, 'trace_an': 0}
  • id: 65305488
    {'hecke_orbit_code': 94575867153350950, 'n': 36, 'trace_an': 5184}
  • id: 65305489
    {'hecke_orbit_code': 94575867153350950, 'n': 37, 'trace_an': 5992}
  • id: 65305490
    {'hecke_orbit_code': 94575867153350950, 'n': 38, 'trace_an': -8352}
  • id: 65305491
    {'hecke_orbit_code': 94575867153350950, 'n': 39, 'trace_an': 6480}
  • id: 65305492
    {'hecke_orbit_code': 94575867153350950, 'n': 40, 'trace_an': -6912}
  • id: 65305493
    {'hecke_orbit_code': 94575867153350950, 'n': 41, 'trace_an': 40392}
  • id: 65305494
    {'hecke_orbit_code': 94575867153350950, 'n': 42, 'trace_an': 0}
  • id: 65305495
    {'hecke_orbit_code': 94575867153350950, 'n': 43, 'trace_an': -2272}
  • id: 65305496
    {'hecke_orbit_code': 94575867153350950, 'n': 44, 'trace_an': 1984}
  • id: 65305497
    {'hecke_orbit_code': 94575867153350950, 'n': 45, 'trace_an': -8748}
  • id: 65305498
    {'hecke_orbit_code': 94575867153350950, 'n': 46, 'trace_an': -3088}
  • id: 65305499
    {'hecke_orbit_code': 94575867153350950, 'n': 47, 'trace_an': -36936}
  • id: 65305500
    {'hecke_orbit_code': 94575867153350950, 'n': 48, 'trace_an': -9216}
  • id: 65305501
    {'hecke_orbit_code': 94575867153350950, 'n': 49, 'trace_an': 0}
  • id: 65305502
    {'hecke_orbit_code': 94575867153350950, 'n': 50, 'trace_an': -2544}
  • id: 65305503
    {'hecke_orbit_code': 94575867153350950, 'n': 51, 'trace_an': 5508}
  • id: 65305504
    {'hecke_orbit_code': 94575867153350950, 'n': 52, 'trace_an': -11520}
  • id: 65305505
    {'hecke_orbit_code': 94575867153350950, 'n': 53, 'trace_an': 16708}
  • id: 65305506
    {'hecke_orbit_code': 94575867153350950, 'n': 54, 'trace_an': 5832}
  • id: 65305507
    {'hecke_orbit_code': 94575867153350950, 'n': 55, 'trace_an': -12672}
  • id: 65305508
    {'hecke_orbit_code': 94575867153350950, 'n': 56, 'trace_an': 0}
  • id: 65305509
    {'hecke_orbit_code': 94575867153350950, 'n': 57, 'trace_an': -37584}
  • id: 65305510
    {'hecke_orbit_code': 94575867153350950, 'n': 58, 'trace_an': 18368}
  • id: 65305511
    {'hecke_orbit_code': 94575867153350950, 'n': 59, 'trace_an': -74592}
  • id: 65305512
    {'hecke_orbit_code': 94575867153350950, 'n': 60, 'trace_an': 15552}
  • id: 65305513
    {'hecke_orbit_code': 94575867153350950, 'n': 61, 'trace_an': 18648}
  • id: 65305514
    {'hecke_orbit_code': 94575867153350950, 'n': 62, 'trace_an': 78336}
  • id: 65305515
    {'hecke_orbit_code': 94575867153350950, 'n': 63, 'trace_an': 0}
  • id: 65305516
    {'hecke_orbit_code': 94575867153350950, 'n': 64, 'trace_an': 16384}
  • id: 65305517
    {'hecke_orbit_code': 94575867153350950, 'n': 65, 'trace_an': -33300}
  • id: 65305518
    {'hecke_orbit_code': 94575867153350950, 'n': 66, 'trace_an': -4464}
  • id: 65305519
    {'hecke_orbit_code': 94575867153350950, 'n': 67, 'trace_an': -67344}
  • id: 65305520
    {'hecke_orbit_code': 94575867153350950, 'n': 68, 'trace_an': -9792}
  • id: 65305521
    {'hecke_orbit_code': 94575867153350950, 'n': 69, 'trace_an': -13896}
  • id: 65305522
    {'hecke_orbit_code': 94575867153350950, 'n': 70, 'trace_an': 0}
  • id: 65305523
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    {'hecke_orbit_code': 94575867153350950, 'n': 977, 'trace_an': -2998104}
  • id: 65305708
    {'hecke_orbit_code': 94575867153350950, 'n': 983, 'trace_an': -7645680}
  • id: 65305709
    {'hecke_orbit_code': 94575867153350950, 'n': 991, 'trace_an': -108460120}
  • id: 65305710
    {'hecke_orbit_code': 94575867153350950, 'n': 997, 'trace_an': 45133992}