Newform data - 588.8.i.j

Formats: - HTML - YAML - JSON - 2025-02-05T17:00:48.779420

• 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': 37632, 'analytic_conductor': 183.6823949846636, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [588, 3, [295, 197, 493], [3, 3, 2]], 'cm_discs': [], 'conrey_index': 361, 'dim': 4, 'field_disc': 119836809, 'field_disc_factorization': [[3, 2], [41, 2], [89, 2]], 'field_poly': [831744, 912, 913, -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, [12982323600, 30080160, 183636, -264, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532946536366668, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 144, 'hecke_ring_index_factorization': [[2, 4], [3, 2]], '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': '588.8.i.j', 'level': 588, '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': '84.8.a.c', 'nf_label': '4.0.119836809.4', 'prim_orbit_index': 3, 'qexp_display': 'q-3^{3}\\beta _{1}q^{3}+(132-132\\beta _{1}-\\beta _{2}-\\beta _{3})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '588.8.i', 'trace_display': [0, -54, 264, 0], 'trace_hash': 477709764116925595, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.795', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.365', 'prec': 17}, {'__RealLiteral__': 0, 'data': '52.893', 'prec': 20}, {'__RealLiteral__': 0, 'data': '31.439', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1305.085', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [4, 0, -54, 0, 264, 0, 0, 0, -1458, 0, 4980, 0, 20296, 0, -14256, 0, 17832, 0, 6256, 0, 0, 0, -14052, 0, -141326, 0, 78732, 0, 487176, 0, 470824, 0, 134460, 0, 0, 0, -311116, 0, -273996, 0, -1838496, 0, -225232, 0, 192456, 0, -102456, 0, 0, 0, 481464, 0, -2720028, 0, -2363472, 0, -337824, 0, -19008, 0, -925148, 0, 0, 0, -4965936, 0, 2053424, 0, 758808, 0, -1739016, 0, 3505228, 0, -3815802, 0, 0, 0, 6640856, 0, -1062882, 0, -15713520, 0, -29446992, 0, -6576876, 0, -9330384, 0, 0, 0, 12712248, 0, 3903312, 0, 4440424, 0, -7260840, 0, 12477264, 0, -14694248, 0, 0, 0, 20198244, 0, 7060724, 0, 16800264, 0, 64030728, 0, -16273368, 0, -7397892, 0, 0, 0, 13700470, 0, 24819696, 0, -134780448, 0, -65583376, 0, 3040632, 0, 57376632, 0, 0, 0, 5196312, 0, -67364124, 0, -100754768, 0, 5532624, 0, 69406824, 0, 45290016, 0, 0, 0, -50769372, 0, 93486080, 0, -25999056, 0, 114839328, 0, 14298436, 0, -73440756, 0, 0, 0, 3087104, 0, 31906872, 0, 9320784, 0, 154650492, 0, 4560624, 0, -11838096, 0, 0, 0, -513216, 0, 146177484, 0, -276950744, 0, 49957992, 0, 245995152, 0, -163942920, 0, 0, 0, -8513388, 0, 113797676, 0, 268160544, 0, 220619448, 0, -183829568, 0, 55442448, 0, 0, 0, -14410440, 0, -10243908, 0, 97362336, 0, -92197744, 0, 23476716, 0, -377429952, 0, 0, 0, 94641156, 0, 500335248, 0, 462494848, 0, 206053308, 0, -281118288, 0, -112924004, 0, 0, 0, 223758948, 0, 552116592, 0, -358606224, 0, 32503656, 0, 649366396, 0, -28697814, 0, 0, 0, 145241440, 0, 212132520, 0, -130172832, 0, -323774208, 0, 397534392, 0, -536138016, 0, 0, 0, -177575652, 0, 485539500, 0, -1714351968, 0, 503840736, 0, 42569976, 0, 619044664, 0, 0, 0, -133619604, 0, 632491172, 0, -686461392, 0, 402535608, 0, 541749136, 0, 105389424, 0, 0, 0, -448338566, 0, -59945724, 0, -715765728, 0, 3730974048, 0, 98021340, 0, -506377416, 0, 0, 0, 336886128, 0, 1570801728, 0, -2040594272, 0, 793489392, 0, 1027865592, 0, -574210028, 0, 0, 0, 1412975556, 0, 514579320, 0, -1090705176, 0, 726340512, 0, 947556484, 0, 190639548, 0, 0, 0, 828633992, 0, -226803564, 0, -4070348832, 0, -1009941784, 0, -864414828, 0, -1205455488, 0, 0, 0, -439380936, 0, 630186156, 0, -1557436424, 0, 399486168, 0, 502690056, 0, -1530090792, 0, 0, 0, 630758388, 0, 1683050838, 0, -739825380, 0, -4475256576, 0, 499559680, 0, 670131792, 0, 0, 0, 1734020516, 0, 1819536048, 0, 1841383824, 0, 507807152, 0, 885375576, 0, 113273040, 0, 0, 0, 82097064, 0, 914912652, 0, -2607245424, 0, -3098338128, 0, 1615644816, 0, -2373293852, 0, 0, 0, -895594908, 0, 2502459472, 0, -280600848, 0, 1319632080, 0, 370570636, 0, -1818831348, 0, 0, 0, 2179749312, 0, 1360189368, 0, -3215736768, 0, 4953798392, 0, -74690424, 0, -3248349864, 0, 0, 0, 1873984248, 0, -4715670540, 0, 3693527896, 0, -2445660864, 0, 370262832, 0, 603072736, 0, 0, 0, -3718331028, 0, 865630584, 0, 2741546088, 0, 2580592968, 0, -3037439592, 0, 2524124160, 0, 0, 0, -2548130356, 0, 350987256, 0, -3783360192, 0, 706591760, 0, -1550330928, 0, 217375440, 0, 0, 0, 386057772, 0, 2257538640, 0, 1612831456, 0, 3965800824, 0, 5445659688, 0, 3339665576, 0, 0, 0, -6606694752, 0, -6564951568, 0, -166703616, 0, 9523636680, 0, 1317964608, 0, 861485544, 0, 0, 0, 4259293640, 0, -125830584, 0, -5429284416, 0, 6479837424, 0, -2087781642, 0, 1983184536, 0, 0, 0, 123136848, 0, -3226117200, 0, 7030062720, 0, 639257184, 0, 1179682248, 0, 4435977304, 0, 0, 0, -4505258544, 0, 5460073534, 0, 27713664, 0, -14461182912, 0, -4987895544, 0, 3946792068, 0, 0, 0, -5650988620, 0, 3738835044, 0, 27426414624, 0, -18501965248, 0, -674432892, 0, 525488064, 0, 0, 0, 6641869104, 0, -9172917948, 0, 16260275552, 0, 8852917680, 0, -11225905632, 0, 8852142672, 0, 0, 0, 1015929396, 0, 4361451776, 0, 459722952, 0, -7585793544, 0, -332090540, 0, 3072537252, 0, 0, 0, 3285943704, 0, -3620167344, 0, 20852435424, 0, 3115722688, 0, -2978362548, 0, -12714867192, 0, 0, 0, -4963398336, 0, -16203619692, 0, -33239582792, 0, -2993892192, 0, -10967160120, 0, 4977185104, 0, 0, 0, 12406355856, 0, -7729051180, 0, 778163760, 0, -21958898568, 0, -6082489256, 0, -276585516, 0, 0, 0, -5049484826, 0, -1314391536, 0, 21092798688, 0, -6029755696, 0, 1244669544, 0, -17495904720, 0, 0, 0, 633871332, 0, -13789478940, 0, 36832658272, 0, 20381217408, 0, 13327523688, 0, 13123302480, 0, 0, 0, -10366697460, 0, -16234281216, 0, -5110622424, 0, -30764397576, 0, -14654441228, 0, 13509051696, 0, 0, 0, -805037688, 0, -6243680448, 0, 15674313648, 0, 447221096, 0, -2781719658, 0, -16742953152, 0, 0, 0, -7590193776, 0, -5919689604, 0, -17560284480, 0, 6097896216, 0, -1846247160, 0, 16364451160, 0, 0, 0, -13185436416, 0, -15146484408, 0, -12082983192, 0, -29549654712, 0, -2715530272, 0, 14907147984, 0, 0, 0, -6751777084, 0, 4841184024, 0, -7268635200, 0, -31740995232, 0, -438799356, 0, -2952887232, 0, 0, 0, 17532892692, 0, -20680668444, 0, -44251609136, 0, 1549681956, 0, 22562617344, 0, 2866416892, 0, 0, 0, -21256610448, 0, -24258839680, 0, -7843037760, 0, -23211297960, 0, 4374837936, 0, 5727578040, 0, 0, 0, 5340152096, 0, 1757333232, 0, 46617062208, 0, 21651665336, 0, 4370951808, 0, -11336735184, 0, 0, 0, 10733428584, 0, -44928352512, 0, 19314906520, 0, 28951452864, 0, -28704080832, 0, 32021352856, 0, 0, 0, -4800153072, 0, 7742135232, 0, 9589085208, 0, -35669092992, 0, -23794698968, 0, 13109566500, 0, 0, 0, 30074171656, 0, 23143751568, 0, 13477070112, 0, 68190016608, 0, -6801849936, 0, -27630246408, 0, 0, 0, 1149389352, 0, -10513758756, 0, 40242969136, 0, -33428411856, 0, 16328801328, 0, 6173900672, 0, 0, 0, -27016361964, 0, 39398336216, 0, 7215458616, 0, -10993897512, 0, -40317244964, 0, 17077261644, 0, 0, 0, 24164533296, 0, 9267228792, 0, -14767704816, 0, -8350751492, 0, -5434230708, 0, -53780997384, 0, 0, 0, 14627226672, 0, 11954119944, 0, 20302438552, 0, -5691028896, 0, -6630650832, 0, 8627123152, 0, 0, 0, -15453838068, 0, 61390260648, 0, 24210282564, 0, 67962792192, 0, 65768506592, 0, -1618534548, 0, 0, 0, 25558494884, 0, 9662837328, 0, -37303524720, 0, -51207442000, 0, -50368149648, 0, 14323777752, 0, 0, 0, 2646576180, 0, -9374180832, 0, 92985535440, 0, 27344380464, 0, 57107083056, 0, -8126829072, 0, 0, 0, -63501594288, 0, 2120007752, 0, -18191850912, 0, -35515990632, 0, -42081223824, 0, 42411646656, 0, 0, 0, -25545386704, 0, 27548022672, 0, 59111388144, 0, 152170679336, 0, -10712106792, 0, -56610943632, 0, 0, 0, 27752370984, 0, -37279441296, 0, -127525380776, 0, 31007341512, 0, 67259049624, 0, 13836826872, 0, 0, 0, -277099164, 0, 82593168088, 0, -76300680024, 0, -54792975960, 0, 30548515032, 0, 13893641640, 0, 0, 0, -55897515138, 0, 14724519876, 0, -70018948704, 0, 24287112464, 0, -9805596912, 0, 19744764072, 0, 0, 0, 25584025068, 0, -27203034780, 0, -51589033776, 0, -10294535592, 0, 23249863536, 0, -66039863184, 0, 0, 0, -24225720144, 0, -14352610528, 0, -44746235568, 0, -71161344960, 0, 10918765492, 0, -6123696228, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0], [0, 0, 0, 0], [0, -27, 0, 0], [0, 0, 0, 0], [132, -132, -1, -1], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [-729, 729, 0, 0], [0, 0, 0, 0], [0, 2490, -7, 0], [0, 0, 0, 0], [5074, 0, 0, 24], [0, 0, 0, 0], [-3564, 0, 0, 27], [0, 0, 0, 0], [0, 8916, -65, 0], [0, 0, 0, 0], [3128, -3128, 18, 18], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [-7026, 7026, -69, -69], [0, 0, 0, 0], [0, -70663, -264, 0], [0, 0, 0, 0], [19683, 0, 0, 0], [0, 0, 0, 0], [121794, 0, 0, -50], [0, 0, 0, 0], [0, 235412, -18, 0], [0, 0, 0, 0], [67230, -67230, 189, 189], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [-155558, 155558, 780, 780], [0, 0, 0, 0], [0, -136998, 648, 0], [0, 0, 0, 0], [-459624, 0, 0, -407], [0, 0, 0, 0], [-56308, 0, 0, 1380], [0, 0, 0, 0], [0, 96228, 729, 0], [0, 0, 0, 0], [-51228, 51228, 2050, 2050], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [240732, -240732, 1755, 1755], [0, 0, 0, 0], [0, -1360014, -1896, 0], [0, 0, 0, 0], [-590868, 0, 0, -1566], [0, 0, 0, 0], [-84456, 0, 0, -486], [0, 0, 0, 0], [0, -9504, 7110, 0], [0, 0, 0, 0], [-462574, 462574, 5514, 5514], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [-2482968, 2482968, -1906, -1906], [0, 0, 0, 0], [0, 1026712, -8778, 0], [0, 0, 0, 0], [189702, 0, 0, 1863], [0, 0, 0, 0], [-434754, 0, 0, 5387], [0, 0, 0, 0], [0, 1752614, -10278, 0], [0, 0, 0, 0], [-1907901, 1907901, 7128, 7128], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [3320428, -3320428, 9486, 9486], [0, 0, 0, 0], [0, -531441, 0, 0], [0, 0, 0, 0], [-3928380, 0, 0, -12244], [0, 0, 0, 0], [-7361748, 0, 0, -336], [0, 0, 0, 0], [0, -3288438, -1350, 0], [0, 0, 0, 0], [-4665192, 4665192, -1393, -1393], [0, 0, 0, 0], [0, 0, 0, 0], [0, 0, 0, 0], [6356124, -6356124, 486, 486], [0, 0, 0, 0], [0, 1951656, -752, 0], [0, 0, 0, 0], [1110106, 0, 0, 26262], [0, 0, 0, 0], [-1815210, 0, 0, -5103], [0, 0, 0, 0]], 'ap': [[0, 0, 0, 0], [0, -27, 0, 0], [132, -132, -1, -1], [0, 0, 0, 0], [0, 2490, -7, 0], [5074, 0, 0, 24], [0, 8916, -65, 0], [3128, -3128, 18, 18], [-7026, 7026, -69, -69], [121794, 0, 0, -50], [0, 235412, -18, 0], [-155558, 155558, 780, 780], [-459624, 0, 0, -407], [-56308, 0, 0, 1380], [-51228, 51228, 2050, 2050], [0, -1360014, -1896, 0], [0, -9504, 7110, 0], [-462574, 462574, 5514, 5514], [0, 1026712, -8778, 0], [-434754, 0, 0, 5387], [0, 1752614, -10278, 0], [3320428, -3320428, 9486, 9486], [-3928380, 0, 0, -12244], [-4665192, 4665192, -1393, -1393], [1110106, 0, 0, 26262], [0, 6238632, 6063, 0], [-7347124, 7347124, -19662, -19662], [10099122, -10099122, -8837, -8837], [0, 3530362, 48648, 0], [16007682, 0, 0, -17608], [-16395844, 0, 0, 50118], [28688316, -28688316, -32964, -32964], [0, -33682062, 426, 0], [-25188692, 0, 0, 24876], [-25384686, 25384686, -8856, -8856], [0, 46743040, 41748, 0], [0, 7149218, -75066, 0], [1543552, -1543552, 63702, 63702], [2330196, 0, 0, -89634], [-5919048, 5919048, 227717, 227717], [0, 73088742, 103519, 0], [-69237686, 0, 0, 172128], [-4256694, 4256694, 111997, 111997], [0, 56898838, -190428, 0], [55154862, 0, 0, 306784], [0, -91914784, -43068, 0], [-23049436, 0, 0, 614796], [115623712, 0, 0, -425040], [0, -140559144, 196038, 0], [-56462002, 56462002, 501300, 501300], [111879474, -111879474, -478506, -478506], [8125914, 0, 0, -735179], [0, 324683198, -168126, 0], [-32543208, 0, 0, -733590], [-268069008, 268069008, -380177, -380177], [0, 242769750, -59695, 0], [0, 21284988, -490087, 0], [309522332, -309522332, -466698, -466698], [0, 316245586, 485496, 0], [100633902, 0, 0, 664946], [0, 270874568, -284094, 0], [-178941432, 0, 0, 689847], [-510148568, 0, 0, -484098], [0, 513932796, 687142, 0], [-287105014, 287105014, -779304, -779304], [706487778, -706487778, 570220, 570220], [414316996, -414316996, 68436, 68436], [-252485446, 0, 0, -1166460], [0, 315093078, 1018371, 0], [-389359106, 0, 0, -3192666], [0, 251345028, -1044649, 0], [315379194, -315379194, 1239753, 1239753], [0, 249779840, -721896, 0], [867010258, -867010258, -1994280, -1994280], [126951788, 0, 0, -974580], [56636520, -56636520, 3873948, 3873948], [0, 457456326, -1624978, 0], [-1186646926, 1186646926, 3425898, 3425898], [-447797454, 447797454, 1060466, 1060466], [0, 185285318, 6393834, 0], [-803934192, 0, 0, 96226], [1238449598, 0, 0, -2156280], [0, -2357835270, -698933, 0], [923381974, 0, 0, -375972], [301536368, -301536368, 2903076, 2903076], [-1859165514, 1859165514, -1250683, -1250683], [645148242, 0, 0, 7187720], [-1274065178, 1274065178, 1606224, 1606224], [-945840048, 0, 0, -7209441], [176647940, 0, 0, 538026], [108687720, -108687720, -10439702, -10439702], [0, 2722829844, 3887310, 0], [0, -3282475784, 4684320, 0], [2380909170, 0, 0, -302009], [2129646820, -2129646820, -2891208, -2891208], [-1357321104, 0, 0, 9810956], [991592268, -991592268, 226375, 226375], [0, 589841124, 1576219, 0], [2217988652, -2217988652, 1147464, 1147464], [-2825494310, 2825494310, -6325320, -6325320], [-4625491312, 0, 0, 5567106], [0, -4586458974, 2164012, 0], [0, -5612952816, 509322, 0], [507964698, -507964698, 9118546, 9118546], [0, 2180725888, -8021850, 0], [0, -166045270, 5724828, 0], [5213108856, 0, 0, 5605362], [-6357433596, 6357433596, -2099359, -2099359], [0, -8101809846, 2553967, 0], [-8309895698, 0, 0, -3464724], [2488592552, -2488592552, -16615596, -16615596], [0, -3864525590, 11768364, 0], [-5489724642, 0, 0, -10456430], [0, -3041244628, -5086296, 0], [-1507438924, 0, 0, 24281046], [0, -6894739470, 1915366, 0], [9208164568, 0, 0, -6673242], [0, 6663761844, 7139098, 0], [-5183348730, 5183348730, -9296786, -9296786], [-7691099394, 0, 0, 1661385], [0, -7327220614, -7537434, 0], [111805274, 0, 0, 34672860], [-8371476576, 8371476576, 6535045, 6535045], [0, -2959844802, -12160065, 0], [8182225580, -8182225580, 1602924, 1602924], [-7387413678, 0, 0, -689962], [-3375888542, 3375888542, -1981872, -1981872], [-1476443616, 1476443616, 15402736, 15402736], [-11062902284, 0, 0, -12879738], [1433208446, -1433208446, 34117536, 34117536], [0, -12129419840, 18871242, 0], [-5802824490, 0, 0, 988191], [2670076048, -2670076048, 18959016, 18959016], [5412916334, 0, 0, -21920640], [-5668367592, 5668367592, -29516281, -29516281], [4828726630, 0, 0, -1205940], [0, -14352040416, -12720237, 0], [0, -11897349484, 3293424, 0], [3369267528, 0, 0, 57010787], [0, -5256879378, 860060, 0], [10060742284, 0, 0, -15979884], [-13508180982, 13508180982, -28228284, -28228284], [0, 19699168108, -1687962, 0], [-2748474378, 0, 0, -11833919], [0, -20158622482, 1880952, 0], [-3691926204, 0, 0, 32714886], [5075609638, 0, 0, 41915358], [0, -3315325416, -24536807, 0], [4313561576, -4313561576, -8559690, -8559690], [-7726919034, 7726919034, -49282181, -49282181], [12779247442, -12779247442, -69805260, -69805260], [-9325881180, 0, 0, -6939053], [-12801860500, 0, 0, -63136704], [7161888876, -7161888876, -8325190, -8325190], [0, 1060003876, -70479036, 0], [-8878997658, 0, 0, -70001173], [-12772693352, 12772693352, -27865776, -27865776], [-28305471816, 28305471816, 14248171, 14248171], [-31881345194, 0, 0, -27686472], [0, 33629524812, -31086871, 0], [-138549582, 138549582, 123885727, 123885727], [-13698243990, 0, 0, 93737456], [6071778116, 0, 0, 41042622], [9872382036, -9872382036, 21658700, 21658700], [0, -13601517390, 12434318, 0], [0, 11624931768, 14820912, 0], [0, -7176305264, -56210136, 0], [0, 5459382746, 46656270, 0]], 'char_orbit_index': 9, 'field_poly': [831744, 912, 913, -1, 1], 'hecke_orbit_code': 40532946536366668, 'hecke_ring_character_values': [[295, [1, 0, 0, 0]], [197, [1, 0, 0, 0]], [493, [-1, 1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 832656, 138776, 913], 'hecke_ring_inverse_denominators': [1, 12, 12, 12], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 6, 1, 0], [-10950, 10950, 1, 1], [-16422, 0, 0, 913]], 'hecke_ring_numerators': [[1, 0, 0, 0], [831744, -913, 913, -1], [-831744, 1666225, -913, 1], [16422, 0, 0, 12]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '588.8.i.j', 'level': 588, 'maxp': 997, 'weight': 8}
• 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': 37632, 'analytic_conductor': 183.6823949846636, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [588, 3, [295, 197, 493], [3, 3, 2]], 'conrey_index': 361, 'cusp_dim': 1520, 'dim': 94, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_orbit_code': 549890032204, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 8, 10, 16, 16], 'label': '588.8.i', 'level': 588, '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': 1616, 'mf_new_dim': 94, 'num_forms': 18, 'prim_orbit_index': 3, 'relative_dim': 47, 'sturm_bound': 896, 'trace_bound': 5, 'trace_display': [0, 27, -2, 0], 'traces': [94, 0, 27, 0, -2, 0, 0, 0, -34263, 0, 6890, 0, -32082, 0, 21276, 0, -4864, 0, 12963, 0, 0, 0, -19764, 0, -831565, 0, -39366, 0, -318304, 0, -94497, 0, 207954, 0, 0, 0, 603417, 0, 218025, 0, 291300, 0, 445598, 0, -1458, 0, 1049502, 0, 0, 0, -1114236, 0, -1206184, 0, 5372760, 0, -3278502, 0, 1506964, 0, 5070906, 0, 0, 0, 955930, 0, -1623809, 0, -166752, 0, -22310716, 0, 6351537, 0, 5783373, 0, 0, 0, -4673857, 0, -24977727, 0, -29558932, 0, -59171168, 0, 6512292, 0, 29415456, 0, 0, 0, 10294047, 0, -28702346, 0, -9322620, 0, -10045620, 0, 24978754, 0, 36634623, 0, 0, 0, -14521532, 0, -1605117, 0, -6041898, 0, 28206316, 0, 59468736, 0, 11693889, 0, 0, 0, -142385571, 0, 3311442, 0, -39899688, 0, -101958786, 0, 39381849, 0, 78804262, 0, 0, 0, -7755102, 0, -52523464, 0, 18812706, 0, 35317188, 0, -3939438, 0, 56143380, 0, 0, 0, -234215296, 0, -3037816, 0, 7091712, 0, -108562492, 0, 85280274, 0, -50726412, 0, 0, 0, 111932100, 0, -43967556, 0, 161034388, 0, 626334532, 0, 9450027, 0, -38619152, 0, 0, 0, 58732992, 0, 104811006, 0, -279294090, 0, -339711732, 0, -189287614, 0, -387237408, 0, 0, 0, 368096910, 0, -13638463, 0, 241042716, 0, 1107951240, 0, -326477808, 0, -104114457, 0, 0, 0, 359417572, 0, -14407956, 0, 203361316, 0, -294264920, 0, -128444670, 0, -995273182, 0, 0, 0, 128922273, 0, 702517800, 0, 1179071472, 0, 1212421770, 0, -352937946, 0, -201268395, 0, 0, 0, 920412974, 0, 1037146300, 0, -477477342, 0, -1081550964, 0, 1768578, 0, 14348907, 0, 0, 0, 160204553, 0, 253398294, 0, 1129230816, 0, 2124679552, 0, 170453376, 0, 21599946, 0, 0, 0, 116021808, 0, -822469144, 0, -1438727016, 0, -33067656, 0, 528460798, 0, -598125048, 0, 0, 0, -1569719162, 0, 281879007, 0, 137776626, 0, 915041424, 0, 254219607, 0, 339693534, 0, 0, 0, -3164364697, 0, -1507385862, 0, -592515456, 0, 1646002048, 0, 151598466, 0, -426916248, 0, 0, 0, 32265918, 0, -668825476, 0, 2007156582, 0, 1439577090, 0, 656350630, 0, 1500098919, 0, 0, 0, -1761112476, 0, -2046180680, 0, -1959783336, 0, -999408240, 0, 2584357863, 0, 332960247, 0, 0, 0, 1743001035, 0, 439890993, 0, 3422148292, 0, -2944102798, 0, 1224550278, 0, 3541225638, 0, 0, 0, -636091056, 0, -339935388, 0, -5437998804, 0, -317880450, 0, 243615282, 0, 1318622724, 0, 0, 0, -2878828352, 0, -2096684440, 0, -1502186742, 0, -3309536740, 0, 2457010785, 0, -106178850, 0, 0, 0, -64062531, 0, 2064522492, 0, 756382728, 0, -3180896238, 0, 2458339713, 0, -416161564, 0, 0, 0, -162420471, 0, 4084690218, 0, 2468935488, 0, 1106392284, 0, -3852944418, 0, 2955566631, 0, 0, 0, -6488380584, 0, -7740910603, 0, 2125764, 0, -16935310116, 0, 3768321069, 0, 518349996, 0, 0, 0, 9927971036, 0, -2422258641, 0, 10609132428, 0, 18766398778, 0, 765086958, 0, -1168937288, 0, 0, 0, 3812426298, 0, -2175822734, 0, -11453549190, 0, 4783127328, 0, -8094099896, 0, -3919015272, 0, 0, 0, 6522349152, 0, 951079472, 0, 565567272, 0, -8830434972, 0, -2120734212, 0, 612087624, 0, 0, 0, 704383735, 0, -812278044, 0, 2504929048, 0, 2451142578, 0, 5082875874, 0, -9462898502, 0, 0, 0, 2423966850, 0, 21962208410, 0, 9617425494, 0, 1758616272, 0, -12679125340, 0, -3096619425, 0, 0, 0, -11138335492, 0, -7696966865, 0, -12174124824, 0, 36750965760, 0, 6235696296, 0, -1958371020, 0, 0, 0, -5562570535, 0, -4822182450, 0, 21783150540, 0, 3481578744, 0, 6809266188, 0, -4089753342, 0, 0, 0, 1195013979, 0, 11364733870, 0, -13148672568, 0, 23802802344, 0, -20656117308, 0, -1181691003, 0, 0, 0, -4505650344, 0, 10251585201, 0, -2197153512, 0, -37077478452, 0, 2307396168, 0, 917251938, 0, 0, 0, 15305480535, 0, -12806664003, 0, 8408842468, 0, 10614621576, 0, 3696690474, 0, -10718932900, 0, 0, 0, 17648797266, 0, 6615090894, 0, -7874964822, 0, 23402006784, 0, -14241215398, 0, -5654030004, 0, 0, 0, -29349623082, 0, 17969382849, 0, -24186678084, 0, -82102034184, 0, 4353155703, 0, 7443004761, 0, 0, 0, -4962164776, 0, 696872970, 0, 44164305632, 0, 60108094274, 0, 14961657528, 0, 149541162, 0, 0, 0, 7025477328, 0, 8644141560, 0, -21593555982, 0, 2367513522, 0, -38765755882, 0, 3037506609, 0, 0, 0, 10661732938, 0, 5486404330, 0, -38799128952, 0, -33029828612, 0, 28801137249, 0, 60781104, 0, 0, 0, 46052643765, 0, -7166203866, 0, 50958942736, 0, 3272912720, 0, 26935607052, 0, 13329135618, 0, 0, 0, 8132255982, 0, -7936956500, 0, -60925347630, 0, 11564698428, 0, -37884690978, 0, 21920878428, 0, 0, 0, -30447501166, 0, -45746164860, 0, -9260540946, 0, -106835599232, 0, 14317872687, 0, 7772299272, 0, 0, 0, -5604703864, 0, -25943780952, 0, 56268841464, 0, -50728154426, 0, 4216078917, 0, -6972127836, 0, 0, 0, 14448025674, 0, 9702380872, 0, -20362783488, 0, 63153941382, 0, -35705096916, 0, 44798950881, 0, 0, 0, -64884140274, 0, -71835913112, 0, -48608387604, 0, -158177047640, 0, 29507668653, 0, 16214925060, 0, 0, 0, -5376361074, 0, -3407241753, 0, 86354993376, 0, 19141104600, 0, 44571112974, 0, 12533924082, 0, 0, 0, 43276472478, 0, 61051301992, 0, -41598369018, 0, 36417525966, 0, -61961252888, 0, 16519180065, 0, 0, 0, -40386096322, 0, 15145537741, 0, -53710177410, 0, -76881810732, 0, 54320198544, 0, 10774230714, 0, 0, 0, 17063162549, 0, -41720106996, 0, 69005446912, 0, 45546873164, 0, 51154187040, 0, -8898169216, 0, 0, 0, 21567890736, 0, 64587750508, 0, -70246611966, 0, 94828817124, 0, -79415213954, 0, 20000104401, 0, 0, 0, -61242064674, 0, -10525141428, 0, -9494921736, 0, -151385169224, 0, 45809944008, 0, 4478374980, 0, 0, 0, 25471920830, 0, -48332364768, 0, 186122398992, 0, 164443445536, 0, 21443867424, 0, -35023202446, 0, 0, 0, 15521462082, 0, 36668415750, 0, -164854270272, 0, 58913234496, 0, -148945764904, 0, -26706404967, 0, 0, 0, -24220438654, 0, -1363561992, 0, -91607211252, 0, -167646746988, 0, 47950398177, 0, 6426133515, 0, 0, 0, 66752101244, 0, 7504360263, 0, 88632327176, 0, 138287227938, 0, 82024775820, 0, -105186022528, 0, 0, 0, 48158866791, 0, 90533126208, 0, 40972002522, 0, 41848020468, 0, -150314222520, 0, -18148479432, 0, 0, 0, -148937357106, 0, -82743645072, 0, -140778137322, 0, -162063164332, 0, 43960037901, 0, 3398094990, 0, 0, 0, 143144019914, 0, -26463251124, 0, 169351367712, 0, 135440279714, 0, 90140630112, 0, -16301876142, 0, 0, 0, 3661628490, 0, 193577357710, 0, -74508332616, 0, 201226165488, 0, -138921011364, 0, -54290963256, 0, 0, 0, -108783063910, 0, -85770907521, 0, -36419023332, 0, 2087233000, 0, 61623089112, 0, 9040620276, 0, 0, 0, 16715691567, 0, -28205159283, 0, 100983276180, 0, 160799478418, 0, 26706640167, 0, -65027655162, 0, 0, 0, 106874227494, 0, 233006057760, 0, 30352980546, 0, 117854889786, 0, -197815222196, 0, -6848884176, 0, 0, 0, -125755531486, 0, 52668442619, 0, -115815228192, 0, -186861013104, 0, 98488580388, 0, -11007361296, 0, 0, 0, 161456137240, 0, -10586196828, 0, 441906605996, 0, 129201694474, 0, 133515829224, 0, 6218722644, 0, 0, 0, 113551778367, 0, -16155159010, 0, -142954782432, 0, 2340260586, 0, -250417562316, 0, -53850034968, 0, 0, 0, -51372104424, 0, -49474326535, 0, -118057837878, 0, -358391642368, 0, 102032099763, 0, 2202271821, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 404733
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '84.8.a.c', 'target_level': 84, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 404734
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '252.8.a.c', 'target_level': 252, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 404735
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '336.8.a.q', 'target_level': 336, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 404736
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '588.8.a.f', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 404737
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '588.8.i.j', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 404738
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '588.8.i.j', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 404739
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '588.8.i.k', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 404740
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '588.8.i.j', 'source_level': 588, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '588.8.i.k', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1091975
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 40532946536366668, 'p': 2}
  • id: 1091976
    {'charpoly_factorization': [[[729, 27, 1], 2]], 'hecke_orbit_code': 40532946536366668, 'p': 3}
  • id: 1091977
    {'charpoly_factorization': [[[12982323600, 30080160, 183636, -264, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 5}
  • id: 1091978
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 40532946536366668, 'p': 7}
  • id: 1091979
    {'charpoly_factorization': [[[56043933696, 1178945280, 25037136, -4980, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 11}
  • id: 1091980
    {'charpoly_factorization': [[[-49920188, -10148, 1], 2]], 'hecke_orbit_code': 40532946536366668, 'p': 13}
  • id: 1091981
    {'charpoly_factorization': [[[226117219962408336, 8479434194208, 793498068, -17832, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 17}
  • id: 1091982
    {'charpoly_factorization': [[[1074367915112704, 205056365312, 71915088, -6256, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 19}
  • id: 1091983
    {'charpoly_factorization': [[[331844349375811584, -8094785677056, 773518032, 14052, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 23}
  • id: 1091984
    {'charpoly_factorization': [[[14505368436, -243588, 1], 2]], 'hecke_orbit_code': 40532946536366668, 'p': 29}
  • id: 1091985
    {'charpoly_factorization': [[[3066528821293024804864, -26072466497953792, 166298991168, -470824, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 31}
  • id: 1091986
    {'charpoly_factorization': [[[3105115834057879207696, -17336493033079376, 152516731692, 311116, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 37}
  • id: 1091987
    {'charpoly_factorization': [[[189493906140, 919248, 1], 2]], 'hecke_orbit_code': 40532946536366668, 'p': 41}
  • id: 1091988
    {'charpoly_factorization': [[[-246999010736, 112616, 1], 2]], 'hecke_orbit_code': 40532946536366668, 'p': 43}
  • id: 1091989
    {'charpoly_factorization': [[[301876513817723456864256, -56292697408951296, 559930133952, 102456, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 47}
  • id: 1091990
    {'charpoly_factorization': [[[1897254647419814823853584, 3746590153030632816, 6021143649612, 2720028, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 53}
  • id: 1091991
    {'charpoly_factorization': [[[44098043009902812890931456, -126225204115203072, 6640997042448, 19008, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 59}
  • id: 1091992
    {'charpoly_factorization': [[[14288718261654310490145424, -3497098386758384464, 4635940919772, 925148, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 61}
  • id: 1091993
    {'charpoly_factorization': [[[82226630293167701642938624, 18620223095879911168, 13284440192208, -2053424, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 67}
  • id: 1091994
    {'charpoly_factorization': [[[-3623141894400, 869508, 1], 2]], 'hecke_orbit_code': 40532946536366668, 'p': 71}
  • id: 1091995
    {'charpoly_factorization': [[[116754083277423650024064400, 37874971203959962640, 23091903674364, -3505228, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 73}
  • id: 1091996
    {'charpoly_factorization': [[[632727689259453782425600, 5282414584060456960, 44896410232896, -6640856, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 79}
  • id: 1091997
    {'charpoly_factorization': [[[-4261335046704, 7856760, 1], 2]], 'hecke_orbit_code': 40532946536366668, 'p': 83}
  • id: 1091998
    {'charpoly_factorization': [[[462641866955361251749607184, 200688267502534940352, 65546954333028, 9330384, 1], 1]], 'hecke_orbit_code': 40532946536366668, 'p': 89}
  • id: 1091999
    {'charpoly_factorization': [[[-89368449155180, -2220212, 1], 2]], 'hecke_orbit_code': 40532946536366668, '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': 9, 'hecke_orbit': 10, 'label': '588.8.i.j', 'level': 588, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 53979511
    {'hecke_orbit_code': 40532946536366668, 'n': 1, 'trace_an': 4}
  • id: 53979512
    {'hecke_orbit_code': 40532946536366668, 'n': 2, 'trace_an': 0}
  • id: 53979513
    {'hecke_orbit_code': 40532946536366668, 'n': 3, 'trace_an': -54}
  • id: 53979514
    {'hecke_orbit_code': 40532946536366668, 'n': 4, 'trace_an': 0}
  • id: 53979515
    {'hecke_orbit_code': 40532946536366668, 'n': 5, 'trace_an': 264}
  • id: 53979516
    {'hecke_orbit_code': 40532946536366668, 'n': 6, 'trace_an': 0}
  • id: 53979517
    {'hecke_orbit_code': 40532946536366668, 'n': 7, 'trace_an': 0}
  • id: 53979518
    {'hecke_orbit_code': 40532946536366668, 'n': 8, 'trace_an': 0}
  • id: 53979519
    {'hecke_orbit_code': 40532946536366668, 'n': 9, 'trace_an': -1458}
  • id: 53979520
    {'hecke_orbit_code': 40532946536366668, 'n': 10, 'trace_an': 0}
  • id: 53979521
    {'hecke_orbit_code': 40532946536366668, 'n': 11, 'trace_an': 4980}
  • id: 53979522
    {'hecke_orbit_code': 40532946536366668, 'n': 12, 'trace_an': 0}
  • id: 53979523
    {'hecke_orbit_code': 40532946536366668, 'n': 13, 'trace_an': 20296}
  • id: 53979524
    {'hecke_orbit_code': 40532946536366668, 'n': 14, 'trace_an': 0}
  • id: 53979525
    {'hecke_orbit_code': 40532946536366668, 'n': 15, 'trace_an': -14256}
  • id: 53979526
    {'hecke_orbit_code': 40532946536366668, 'n': 16, 'trace_an': 0}
  • id: 53979527
    {'hecke_orbit_code': 40532946536366668, 'n': 17, 'trace_an': 17832}
  • id: 53979528
    {'hecke_orbit_code': 40532946536366668, 'n': 18, 'trace_an': 0}
  • id: 53979529
    {'hecke_orbit_code': 40532946536366668, 'n': 19, 'trace_an': 6256}
  • id: 53979530
    {'hecke_orbit_code': 40532946536366668, 'n': 20, 'trace_an': 0}
  • id: 53979531
    {'hecke_orbit_code': 40532946536366668, 'n': 21, 'trace_an': 0}
  • id: 53979532
    {'hecke_orbit_code': 40532946536366668, 'n': 22, 'trace_an': 0}
  • id: 53979533
    {'hecke_orbit_code': 40532946536366668, 'n': 23, 'trace_an': -14052}
  • id: 53979534
    {'hecke_orbit_code': 40532946536366668, 'n': 24, 'trace_an': 0}
  • id: 53979535
    {'hecke_orbit_code': 40532946536366668, 'n': 25, 'trace_an': -141326}
  • id: 53979536
    {'hecke_orbit_code': 40532946536366668, 'n': 26, 'trace_an': 0}
  • id: 53979537
    {'hecke_orbit_code': 40532946536366668, 'n': 27, 'trace_an': 78732}
  • id: 53979538
    {'hecke_orbit_code': 40532946536366668, 'n': 28, 'trace_an': 0}
  • id: 53979539
    {'hecke_orbit_code': 40532946536366668, 'n': 29, 'trace_an': 487176}
  • id: 53979540
    {'hecke_orbit_code': 40532946536366668, 'n': 30, 'trace_an': 0}
  • id: 53979541
    {'hecke_orbit_code': 40532946536366668, 'n': 31, 'trace_an': 470824}
  • id: 53979542
    {'hecke_orbit_code': 40532946536366668, 'n': 32, 'trace_an': 0}
  • id: 53979543
    {'hecke_orbit_code': 40532946536366668, 'n': 33, 'trace_an': 134460}
  • id: 53979544
    {'hecke_orbit_code': 40532946536366668, 'n': 34, 'trace_an': 0}
  • id: 53979545
    {'hecke_orbit_code': 40532946536366668, 'n': 35, 'trace_an': 0}
  • id: 53979546
    {'hecke_orbit_code': 40532946536366668, 'n': 36, 'trace_an': 0}
  • id: 53979547
    {'hecke_orbit_code': 40532946536366668, 'n': 37, 'trace_an': -311116}
  • id: 53979548
    {'hecke_orbit_code': 40532946536366668, 'n': 38, 'trace_an': 0}
  • id: 53979549
    {'hecke_orbit_code': 40532946536366668, 'n': 39, 'trace_an': -273996}
  • id: 53979550
    {'hecke_orbit_code': 40532946536366668, 'n': 40, 'trace_an': 0}
  • id: 53979551
    {'hecke_orbit_code': 40532946536366668, 'n': 41, 'trace_an': -1838496}
  • id: 53979552
    {'hecke_orbit_code': 40532946536366668, 'n': 42, 'trace_an': 0}
  • id: 53979553
    {'hecke_orbit_code': 40532946536366668, 'n': 43, 'trace_an': -225232}
  • id: 53979554
    {'hecke_orbit_code': 40532946536366668, 'n': 44, 'trace_an': 0}
  • id: 53979555
    {'hecke_orbit_code': 40532946536366668, 'n': 45, 'trace_an': 192456}
  • id: 53979556
    {'hecke_orbit_code': 40532946536366668, 'n': 46, 'trace_an': 0}
  • id: 53979557
    {'hecke_orbit_code': 40532946536366668, 'n': 47, 'trace_an': -102456}
  • id: 53979558
    {'hecke_orbit_code': 40532946536366668, 'n': 48, 'trace_an': 0}
  • id: 53979559
    {'hecke_orbit_code': 40532946536366668, 'n': 49, 'trace_an': 0}
  • id: 53979560
    {'hecke_orbit_code': 40532946536366668, 'n': 50, 'trace_an': 0}
  • id: 53979561
    {'hecke_orbit_code': 40532946536366668, 'n': 51, 'trace_an': 481464}
  • id: 53979562
    {'hecke_orbit_code': 40532946536366668, 'n': 52, 'trace_an': 0}
  • id: 53979563
    {'hecke_orbit_code': 40532946536366668, 'n': 53, 'trace_an': -2720028}
  • id: 53979564
    {'hecke_orbit_code': 40532946536366668, 'n': 54, 'trace_an': 0}
  • id: 53979565
    {'hecke_orbit_code': 40532946536366668, 'n': 55, 'trace_an': -2363472}
  • id: 53979566
    {'hecke_orbit_code': 40532946536366668, 'n': 56, 'trace_an': 0}
  • id: 53979567
    {'hecke_orbit_code': 40532946536366668, 'n': 57, 'trace_an': -337824}
  • id: 53979568
    {'hecke_orbit_code': 40532946536366668, 'n': 58, 'trace_an': 0}
  • id: 53979569
    {'hecke_orbit_code': 40532946536366668, 'n': 59, 'trace_an': -19008}
  • id: 53979570
    {'hecke_orbit_code': 40532946536366668, 'n': 60, 'trace_an': 0}
  • id: 53979571
    {'hecke_orbit_code': 40532946536366668, 'n': 61, 'trace_an': -925148}
  • id: 53979572
    {'hecke_orbit_code': 40532946536366668, 'n': 62, 'trace_an': 0}
  • id: 53979573
    {'hecke_orbit_code': 40532946536366668, 'n': 63, 'trace_an': 0}
  • id: 53979574
    {'hecke_orbit_code': 40532946536366668, 'n': 64, 'trace_an': 0}
  • id: 53979575
    {'hecke_orbit_code': 40532946536366668, 'n': 65, 'trace_an': -4965936}
  • id: 53979576
    {'hecke_orbit_code': 40532946536366668, 'n': 66, 'trace_an': 0}
  • id: 53979577
    {'hecke_orbit_code': 40532946536366668, 'n': 67, 'trace_an': 2053424}
  • id: 53979578
    {'hecke_orbit_code': 40532946536366668, 'n': 68, 'trace_an': 0}
  • id: 53979579
    {'hecke_orbit_code': 40532946536366668, 'n': 69, 'trace_an': 758808}
  • id: 53979580
    {'hecke_orbit_code': 40532946536366668, 'n': 70, 'trace_an': 0}
  • id: 53979581
    {'hecke_orbit_code': 40532946536366668, 'n': 71, 'trace_an': -1739016}
  • id: 53979582
    {'hecke_orbit_code': 40532946536366668, 'n': 72, 'trace_an': 0}
  • id: 53979583
    {'hecke_orbit_code': 40532946536366668, 'n': 73, 'trace_an': 3505228}
  • id: 53979584
    {'hecke_orbit_code': 40532946536366668, 'n': 74, 'trace_an': 0}
  • id: 53979585
    {'hecke_orbit_code': 40532946536366668, 'n': 75, 'trace_an': -3815802}
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  • id: 53979768
    {'hecke_orbit_code': 40532946536366668, 'n': 997, 'trace_an': 10918765492}