Embedded newform data - 294.6.e.u.67.2

Formats: - HTML - YAML - JSON - 2025-01-25T16:20:46.108622

• 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': 21, 'hecke_orbit_code': 90072267525980454, '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.u', '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}+\\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': 790293822705432852, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.694', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '45.883', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', '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, 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-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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'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -1.224744871391589, 'embedding_root_real': 0.7071067811865476, 'hecke_orbit': 21, 'hecke_orbit_code': 90072267525980454, 'label': '294.6.e.u.67.2', '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: 48362401
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48362402
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48362403
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48362404
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48362405
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48362406
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48362407
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48362408
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 90072267525980454, 'source_is_minimal': False, 'source_label': '294.6.e.u.67.2', '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': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 659325
    {'charpoly_factorization': [[[16, 4, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 2}
  • id: 659326
    {'charpoly_factorization': [[[81, 9, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 3}
  • id: 659327
    {'charpoly_factorization': [[[8213956, -309528, 8798, -108, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 5}
  • id: 659328
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 90072267525980454, 'p': 7}
  • id: 659329
    {'charpoly_factorization': [[[10214416, -396304, 12180, -124, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 11}
  • id: 659330
    {'charpoly_factorization': [[[-26082, 720, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 13}
  • id: 659331
    {'charpoly_factorization': [[[8919337548676, 1827753912, 3361070, -612, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 17}
  • id: 659332
    {'charpoly_factorization': [[[1319723059264, 2398677696, 5508536, -2088, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 19}
  • id: 659333
    {'charpoly_factorization': [[[2360684748304, -1186140944, 2132436, 772, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 23}
  • id: 659334
    {'charpoly_factorization': [[[-825416, 4592, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 29}
  • id: 659335
    {'charpoly_factorization': [[[568235369185344, -233418640896, 72045576, -9792, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 31}
  • id: 659336
    {'charpoly_factorization': [[[7669098986385664, 524739764864, 123477456, -5992, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 37}
  • id: 659337
    {'charpoly_factorization': [[[93141202, 20196, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 41}
  • id: 659338
    {'charpoly_factorization': [[[-136794176, 1136, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 43}
  • id: 659339
    {'charpoly_factorization': [[[100054784464269376, -11683387791936, 1047953720, -36936, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 47}
  • id: 659340
    {'charpoly_factorization': [[[4629050242191376, -1136764267792, 211120140, -16708, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 53}
  • id: 659341
    {'charpoly_factorization': [[[1803678030404812864, -100177862190336, 4220955656, -74592, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 59}
  • id: 659342
    {'charpoly_factorization': [[[201516933183556, -264720779568, 361943570, 18648, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 61}
  • id: 659343
    {'charpoly_factorization': [[[944402205875245056, 65445140560896, 3563410752, 67344, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 67}
  • id: 659344
    {'charpoly_factorization': [[[-263115396, -76548, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 71}
  • id: 659345
    {'charpoly_factorization': [[[144010120564115716, -17951236680816, 1858181762, -47304, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 73}
  • id: 659346
    {'charpoly_factorization': [[[17202807939354182656, 583388592930304, 15636483552, 140656, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 79}
  • id: 659347
    {'charpoly_factorization': [[[554088976, 94104, 1], 2]], 'hecke_orbit_code': 90072267525980454, 'p': 83}
  • id: 659348
    {'charpoly_factorization': [[[12661871332883247556, -62641234487736, 3868253150, 17604, 1], 1]], 'hecke_orbit_code': 90072267525980454, 'p': 89}
  • id: 659349
    {'charpoly_factorization': [[[-5372109218, 85176, 1], 2]], 'hecke_orbit_code': 90072267525980454, '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': 21, 'label': '294.6.e.u', 'level': 294, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64755913
    {'hecke_orbit_code': 90072267525980454, 'n': 1, 'trace_an': 4}
  • id: 64755914
    {'hecke_orbit_code': 90072267525980454, 'n': 2, 'trace_an': -8}
  • id: 64755915
    {'hecke_orbit_code': 90072267525980454, 'n': 3, 'trace_an': -18}
  • id: 64755916
    {'hecke_orbit_code': 90072267525980454, 'n': 4, 'trace_an': -32}
  • id: 64755917
    {'hecke_orbit_code': 90072267525980454, 'n': 5, 'trace_an': 108}
  • id: 64755918
    {'hecke_orbit_code': 90072267525980454, 'n': 6, 'trace_an': 144}
  • id: 64755919
    {'hecke_orbit_code': 90072267525980454, 'n': 7, 'trace_an': 0}
  • id: 64755920
    {'hecke_orbit_code': 90072267525980454, 'n': 8, 'trace_an': 256}
  • id: 64755921
    {'hecke_orbit_code': 90072267525980454, 'n': 9, 'trace_an': -162}
  • id: 64755922
    {'hecke_orbit_code': 90072267525980454, 'n': 10, 'trace_an': 432}
  • id: 64755923
    {'hecke_orbit_code': 90072267525980454, 'n': 11, 'trace_an': 124}
  • id: 64755924
    {'hecke_orbit_code': 90072267525980454, 'n': 12, 'trace_an': -288}
  • id: 64755925
    {'hecke_orbit_code': 90072267525980454, 'n': 13, 'trace_an': -1440}
  • id: 64755926
    {'hecke_orbit_code': 90072267525980454, 'n': 14, 'trace_an': 0}
  • id: 64755927
    {'hecke_orbit_code': 90072267525980454, 'n': 15, 'trace_an': -1944}
  • id: 64755928
    {'hecke_orbit_code': 90072267525980454, 'n': 16, 'trace_an': -512}
  • id: 64755929
    {'hecke_orbit_code': 90072267525980454, 'n': 17, 'trace_an': 612}
  • id: 64755930
    {'hecke_orbit_code': 90072267525980454, 'n': 18, 'trace_an': -648}
  • id: 64755931
    {'hecke_orbit_code': 90072267525980454, 'n': 19, 'trace_an': 2088}
  • id: 64755932
    {'hecke_orbit_code': 90072267525980454, 'n': 20, 'trace_an': -3456}
  • id: 64755933
    {'hecke_orbit_code': 90072267525980454, 'n': 21, 'trace_an': 0}
  • id: 64755934
    {'hecke_orbit_code': 90072267525980454, 'n': 22, 'trace_an': -992}
  • id: 64755935
    {'hecke_orbit_code': 90072267525980454, 'n': 23, 'trace_an': -772}
  • id: 64755936
    {'hecke_orbit_code': 90072267525980454, 'n': 24, 'trace_an': -1152}
  • id: 64755937
    {'hecke_orbit_code': 90072267525980454, 'n': 25, 'trace_an': 318}
  • id: 64755938
    {'hecke_orbit_code': 90072267525980454, 'n': 26, 'trace_an': 2880}
  • id: 64755939
    {'hecke_orbit_code': 90072267525980454, 'n': 27, 'trace_an': 2916}
  • id: 64755940
    {'hecke_orbit_code': 90072267525980454, 'n': 28, 'trace_an': 0}
  • id: 64755941
    {'hecke_orbit_code': 90072267525980454, 'n': 29, 'trace_an': -9184}
  • id: 64755942
    {'hecke_orbit_code': 90072267525980454, 'n': 30, 'trace_an': 3888}
  • id: 64755943
    {'hecke_orbit_code': 90072267525980454, 'n': 31, 'trace_an': 9792}
  • id: 64755944
    {'hecke_orbit_code': 90072267525980454, 'n': 32, 'trace_an': -2048}
  • id: 64755945
    {'hecke_orbit_code': 90072267525980454, 'n': 33, 'trace_an': 1116}
  • id: 64755946
    {'hecke_orbit_code': 90072267525980454, 'n': 34, 'trace_an': -4896}
  • id: 64755947
    {'hecke_orbit_code': 90072267525980454, 'n': 35, 'trace_an': 0}
  • id: 64755948
    {'hecke_orbit_code': 90072267525980454, 'n': 36, 'trace_an': 5184}
  • id: 64755949
    {'hecke_orbit_code': 90072267525980454, 'n': 37, 'trace_an': 5992}
  • id: 64755950
    {'hecke_orbit_code': 90072267525980454, 'n': 38, 'trace_an': 8352}
  • id: 64755951
    {'hecke_orbit_code': 90072267525980454, 'n': 39, 'trace_an': 6480}
  • id: 64755952
    {'hecke_orbit_code': 90072267525980454, 'n': 40, 'trace_an': 6912}
  • id: 64755953
    {'hecke_orbit_code': 90072267525980454, 'n': 41, 'trace_an': -40392}
  • id: 64755954
    {'hecke_orbit_code': 90072267525980454, 'n': 42, 'trace_an': 0}
  • id: 64755955
    {'hecke_orbit_code': 90072267525980454, 'n': 43, 'trace_an': -2272}
  • id: 64755956
    {'hecke_orbit_code': 90072267525980454, 'n': 44, 'trace_an': 1984}
  • id: 64755957
    {'hecke_orbit_code': 90072267525980454, 'n': 45, 'trace_an': 8748}
  • id: 64755958
    {'hecke_orbit_code': 90072267525980454, 'n': 46, 'trace_an': -3088}
  • id: 64755959
    {'hecke_orbit_code': 90072267525980454, 'n': 47, 'trace_an': 36936}
  • id: 64755960
    {'hecke_orbit_code': 90072267525980454, 'n': 48, 'trace_an': 9216}
  • id: 64755961
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  • id: 64755962
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  • id: 64755963
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  • id: 64755964
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  • id: 64755965
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  • id: 64755966
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  • id: 64755967
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  • id: 64755968
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  • id: 64755969
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  • id: 64755970
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  • id: 64755971
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  • id: 64755972
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  • id: 64755973
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  • id: 64755974
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  • id: 64755975
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  • id: 64755976
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  • id: 64755977
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  • id: 64755978
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  • id: 64755979
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  • id: 64755980
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  • id: 64755981
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  • id: 64755982
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  • id: 64755983
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  • id: 64755984
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  • id: 64755985
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  • id: 64755986
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  • id: 64755987
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  • id: 64755988
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  • id: 64755989
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  • id: 64755990
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  • id: 64755991
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  • id: 64755992
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  • id: 64755993
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  • id: 64755994
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  • id: 64755995
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  • id: 64755996
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  • id: 64755997
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  • id: 64755998
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  • id: 64755999
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  • id: 64756000
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  • id: 64756001
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  • id: 64756002
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  • id: 64756003
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  • id: 64756004
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  • id: 64756005
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  • id: 64756006
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  • id: 64756007
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  • id: 64756008
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  • id: 64756009
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  • id: 64756010
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  • id: 64756011
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  • id: 64756012
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  • id: 64756013
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  • id: 64756014
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  • id: 64756015
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  • id: 64756016
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  • id: 64756017
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  • id: 64756018
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  • id: 64756019
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  • id: 64756020
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  • id: 64756021
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  • id: 64756022
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  • id: 64756023
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  • id: 64756024
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  • id: 64756025
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  • id: 64756026
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  • id: 64756027
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  • id: 64756028
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  • id: 64756029
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  • id: 64756030
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  • id: 64756031
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  • id: 64756032
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  • id: 64756033
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  • id: 64756034
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  • id: 64756035
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  • id: 64756036
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  • id: 64756037
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  • id: 64756038
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  • id: 64756039
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  • id: 64756040
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  • id: 64756041
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  • id: 64756042
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  • id: 64756043
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  • id: 64756044
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  • id: 64756045
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  • id: 64756046
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  • id: 64756047
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  • id: 64756048
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  • id: 64756049
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  • id: 64756050
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  • id: 64756051
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  • id: 64756052
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  • id: 64756053
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  • id: 64756054
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  • id: 64756055
    {'hecke_orbit_code': 90072267525980454, 'n': 289, 'trace_an': -3507882}
  • id: 64756056
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  • id: 64756057
    {'hecke_orbit_code': 90072267525980454, 'n': 307, 'trace_an': 87696}
  • id: 64756058
    {'hecke_orbit_code': 90072267525980454, 'n': 311, 'trace_an': 1528776}
  • id: 64756059
    {'hecke_orbit_code': 90072267525980454, 'n': 313, 'trace_an': 1895616}
  • id: 64756060
    {'hecke_orbit_code': 90072267525980454, 'n': 317, 'trace_an': 2229868}
  • id: 64756061
    {'hecke_orbit_code': 90072267525980454, 'n': 331, 'trace_an': 796744}
  • id: 64756062
    {'hecke_orbit_code': 90072267525980454, 'n': 337, 'trace_an': -2254912}
  • id: 64756063
    {'hecke_orbit_code': 90072267525980454, 'n': 343, 'trace_an': 0}
  • id: 64756064
    {'hecke_orbit_code': 90072267525980454, 'n': 347, 'trace_an': 7816236}
  • id: 64756065
    {'hecke_orbit_code': 90072267525980454, 'n': 349, 'trace_an': -11662128}
  • id: 64756066
    {'hecke_orbit_code': 90072267525980454, 'n': 353, 'trace_an': 2229516}
  • id: 64756067
    {'hecke_orbit_code': 90072267525980454, 'n': 359, 'trace_an': 6151060}
  • id: 64756068
    {'hecke_orbit_code': 90072267525980454, 'n': 361, 'trace_an': -1705130}
  • id: 64756069
    {'hecke_orbit_code': 90072267525980454, 'n': 367, 'trace_an': 5868576}
  • id: 64756070
    {'hecke_orbit_code': 90072267525980454, 'n': 373, 'trace_an': -6802196}
  • id: 64756071
    {'hecke_orbit_code': 90072267525980454, 'n': 379, 'trace_an': 1479568}
  • id: 64756072
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  • id: 64756073
    {'hecke_orbit_code': 90072267525980454, 'n': 389, 'trace_an': 1095920}
  • id: 64756074
    {'hecke_orbit_code': 90072267525980454, 'n': 397, 'trace_an': -861336}
  • id: 64756075
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  • id: 64756076
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  • id: 64756077
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  • id: 64756078
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  • id: 64756079
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  • id: 64756080
    {'hecke_orbit_code': 90072267525980454, 'n': 433, 'trace_an': -5192352}
  • id: 64756081
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  • id: 64756082
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  • id: 64756083
    {'hecke_orbit_code': 90072267525980454, 'n': 449, 'trace_an': -23800488}
  • id: 64756084
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  • id: 64756085
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  • id: 64756086
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  • id: 64756087
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  • id: 64756088
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  • id: 64756089
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  • id: 64756090
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  • id: 64756091
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  • id: 64756092
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  • id: 64756093
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  • id: 64756094
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  • id: 64756095
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  • id: 64756096
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  • id: 64756097
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  • id: 64756098
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  • id: 64756099
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  • id: 64756100
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  • id: 64756101
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  • id: 64756102
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  • id: 64756103
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  • id: 64756104
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  • id: 64756105
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  • id: 64756106
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  • id: 64756107
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  • id: 64756108
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  • id: 64756109
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  • id: 64756110
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  • id: 64756111
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  • id: 64756112
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  • id: 64756113
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  • id: 64756114
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  • id: 64756115
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  • id: 64756116
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  • id: 64756117
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  • id: 64756118
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  • id: 64756119
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  • id: 64756120
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  • id: 64756121
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  • id: 64756128
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  • id: 64756144
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  • id: 64756145
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  • id: 64756150
    {'hecke_orbit_code': 90072267525980454, 'n': 859, 'trace_an': -22673448}
  • id: 64756151
    {'hecke_orbit_code': 90072267525980454, 'n': 863, 'trace_an': 30250700}
  • id: 64756152
    {'hecke_orbit_code': 90072267525980454, 'n': 877, 'trace_an': -57096400}
  • id: 64756153
    {'hecke_orbit_code': 90072267525980454, 'n': 881, 'trace_an': 24299064}
  • id: 64756154
    {'hecke_orbit_code': 90072267525980454, 'n': 883, 'trace_an': 17284640}
  • id: 64756155
    {'hecke_orbit_code': 90072267525980454, 'n': 887, 'trace_an': -5763528}
  • id: 64756156
    {'hecke_orbit_code': 90072267525980454, 'n': 907, 'trace_an': 60829840}
  • id: 64756157
    {'hecke_orbit_code': 90072267525980454, 'n': 911, 'trace_an': 76578632}
  • id: 64756158
    {'hecke_orbit_code': 90072267525980454, 'n': 919, 'trace_an': -57572792}
  • id: 64756159
    {'hecke_orbit_code': 90072267525980454, 'n': 929, 'trace_an': -9120420}
  • id: 64756160
    {'hecke_orbit_code': 90072267525980454, 'n': 937, 'trace_an': 2081088}
  • id: 64756161
    {'hecke_orbit_code': 90072267525980454, 'n': 941, 'trace_an': -27315180}
  • id: 64756162
    {'hecke_orbit_code': 90072267525980454, 'n': 947, 'trace_an': 71101044}
  • id: 64756163
    {'hecke_orbit_code': 90072267525980454, 'n': 953, 'trace_an': -30193016}
  • id: 64756164
    {'hecke_orbit_code': 90072267525980454, 'n': 961, 'trace_an': 9050414}
  • id: 64756165
    {'hecke_orbit_code': 90072267525980454, 'n': 967, 'trace_an': 34533456}
  • id: 64756166
    {'hecke_orbit_code': 90072267525980454, 'n': 971, 'trace_an': 26213976}
  • id: 64756167
    {'hecke_orbit_code': 90072267525980454, 'n': 977, 'trace_an': -2998104}
  • id: 64756168
    {'hecke_orbit_code': 90072267525980454, 'n': 983, 'trace_an': 7645680}
  • id: 64756169
    {'hecke_orbit_code': 90072267525980454, 'n': 991, 'trace_an': -108460120}
  • id: 64756170
    {'hecke_orbit_code': 90072267525980454, 'n': 997, 'trace_an': -45133992}