Embedded newform data - 693.4.a.r.1.5

Formats: - HTML - YAML - JSON - 2025-01-16T08:19:53.024873

• 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': 11088, 'analytic_conductor': 40.888323633978246, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [7, -1], [11, 1]], 'atkin_lehner_string': '+-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [693, 1, [155, 199, 442], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 20654408406226811824608, 'field_disc_factorization': [[2, 5], [3, 1], [7, 1], [11, 3], [13, 1], [11689, 1], [151965401117, 1]], 'field_poly': [1056, 384, -2246, -439, 560, 57, -43, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-672, -3164, -292, 1497, 200, -187, -29, 6, 1]], [5, [-4547664, 18752580, -6144666, 133342, 100333, -3572, -572, 10, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732407989, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '693.4.a.r', 'level': 693, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'minimal_twist': '693.4.a.r', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+(4-\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '693.4.a', 'trace_display': [-6, 0, -10, 56], 'trace_hash': 1928125219794199617, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '136.195', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4278.211', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [8, -6, 0, 30, -10, 0, 56, -81, 0, 9, -88, 0, 16, -42, 0, 122, -90, 0, -42, -291, 0, 66, -338, 0, 244, -209, 0, 210, -496, 0, -8, -524, 0, -302, -70, 0, -360, -45, 0, -6, -242, 0, -66, -330, 0, 344, -540, 0, 392, -1171, 0, 465, -906, 0, 110, -567, 0, 977, -1242, 0, -318, 110, 0, 525, -1258, 0, 522, -678, 0, 63, -858, 0, -78, -1651, 0, 1775, -616, 0, 516, -567, 0, -1212, -3192, 0, 720, -1322, 0, 891, -2356, 0, 112, -4504, 0, -423, -3308, 0, -1556, -294, 0, 1645, -1678, 0, -3284, -4658, 0, -4170, -3352, 0, 2114, -99, 0, 854, -1244, 0, 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• 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

  
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[0.6927976446163117, 0.0], [0.06598797210745752, 0.0], [0.0, 0.0], [0.4013397967794497, 0.0], [0.8113533589030003, 0.0], [0.0, 0.0], [-0.9764697644966509, 0.0], [-0.7062462595093745, 0.0], [0.0, 0.0], [-0.05635231592862759, 0.0], [-0.371783008316372, 0.0], [0.0, 0.0], [-0.15180281299386034, 0.0], [-0.028040908779854996, 0.0], [0.0, 0.0], [-0.8149767584796359, 0.0], [-0.5594370867860582, 0.0], [0.0, 0.0], [0.7193547314640729, 0.0], [0.11680319928726006, 0.0], [0.0, 0.0], [0.09763824992081466, 0.0], [-0.11469412821910058, 0.0], [0.0, 0.0], [0.3728005059602696, 0.0], [-0.007029842609292001, 0.0], [0.0, 0.0], [-0.08348167295597288, 0.0], [0.5939643189182663, 0.0], [0.0, 0.0], [-1.5684524775948223, 0.0], [0.6155237197439793, 0.0], [0.0, 0.0], [0.03243286364267183, 0.0], [1.493362295598942, 0.0], [0.0, 0.0], [0.1956937672902988, 0.0], [0.0732186369213791, 0.0], [0.0, 0.0], [0.8091946786378543, 0.0], [0.18480988388355965, 0.0], [0.0, 0.0], [1.7514445715134206, 0.0], [0.04711789971582355, 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-0.34277780064067015, -0.18805158849552378, -0.2737349555726654, -0.2371392364824574, -0.31978431862004153, -0.21607542373792535, -0.3773377731346045, -0.20644711688528963, -0.3093753662619398, -0.2765234519314563, -0.2790568580194854, -0.23426205238584275, -0.30260161577460964, -0.2710331799233927, -0.0921983877773904, -0.4186947391386146, -0.1564612875738051, -0.353024130198369, -0.22310531713214107, -0.2929861537204803, -0.28217970809036097, -0.21069129232739192, -0.21495440351898332, -0.21973671160893912, -0.3766362904912467, -0.35076538198962776, -0.3160240747470646, -0.13824491843878944, -0.3423704037175363, -0.21613967300800022, -0.2927242389793424, -0.2851396297523137, -0.22130213164863258, -0.35952213396521526, -0.1244472309556707, -0.32537127602779425, -0.4428550881118633, -0.1827621703921409, -0.3001089924778941, -0.31673059028597345, -0.4556617595978294, -0.32788873371867844, -0.2141130948774332, -0.15504315130168775, -0.2624461756746326, -0.17018785175356352, 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-0.1941338396841937, -0.38434043540226837, -0.14900772236934282, -0.26772611545639574, -0.17148125989970292, -0.19513748733710232, -0.4361670947256303, -0.24502422055613296, -0.20161158633059742, -0.23163256308414806, -0.25365287625108995, -0.37917754422924194, -0.26265286608486776, -0.08992468885000895, -0.3238507635561481, -0.44188242426704827, -0.24540600718952335, -0.3458439545358164, -0.24373702940155337, -0.38057944411513994, -0.10123885748461933, -0.40565094393538, -0.29222788397187477, -0.28897778880473074, -0.37386423970946825, -0.24528222862538712, -0.2141492225647828, -0.15874173277679002, -0.37863752787328875, -0.16290094872752883, -0.33242222613037553, -0.23402262168101998, -0.1008010457221576, -0.09490862593762857, -0.279379121235891, -0.36786312796126713, -0.2837982879433048, -0.2349138902275395, -0.15988213471558405, -0.21093414268247707, -0.2509935272113572, -0.2675951522379598, -0.2755809378151282, -0.2710998264280111, -0.2785169067105611, -0.3663282088733379, -0.22259648890295616, -0.35570613496346876, -0.1937021986477705, -0.18351794914575614, -0.3311795316391033, -0.279758648507526, -0.39346992039019135, -0.11582305355313792, -0.08019285140654815, -0.1906166929201662, -0.11726538491324158, -0.2549298516080646, -0.262053391849118, -0.08754650030137634, -0.20793292505362704, -0.19097917271045764, -0.11295546420830697, -0.17038866990527357, -0.35983845604703407, -0.3555535640130932], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.7780783681182549, 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732407989, 'label': '693.4.a.r.1.5', 'level': 693, 'weight': 4}
• 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

  
  {'ALdims': [8, 8, 8, 8, 11, 11, 13, 9], 'Nk2': 11088, 'analytic_conductor': 40.888323633978246, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [693, 1, [155, 199, 442], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 280, 'dim': 76, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109557, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 4, 4, 5, 5, 5, 5, 8, 8, 8, 8], 'label': '693.4.a', 'level': 693, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'mf_dim': 296, 'mf_new_dim': 76, 'num_forms': 21, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 76, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [-4, 0, -8, 0], 'traces': [76, -4, 0, 288, -8, 0, 0, -36, 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-5464, -9860, 0, 6180, -2596, 0, 16408, -14640, 0, 3440, -960, 0, -728, -19592, 0, -6336, -14864, 0, 25648, 2408, 0, 7504, -11272, 0, 24072, -10816, 0, -13496, -24592, 0, -18432, 1556, 0, -7364, 8392, 0, -22904, -484, 0, -37716, -392, 0, -14304, 5828, 0, 16232, 7444, 0, 3388, 17480, 0, 24984, 12776, 0, -2464, 22632, 0, -30732, -1304, 0, -17792, 2800, 0, 22232, -7804, 0, 4968, -27228, 0, 41912, -5544, 0, -17688, -444, 0, 15204, 16424, 0, 8792, -25768, 0, -2112, -14140, 0, 5012, -15344, 0, -34772, -11432, 0, -44772, 50624, 0, -13472, 33040, 0, -728, 9744, 0, 52136, 12272, 0, -17888, -3696, 0, 53864, 45460, 0, -36636, -38664, 0, -3960, 34660, 0, 4136, 26588, 0, -10528, 7584, 0, -9720, 21560, 0, 43792, -4032, 0, -8644, 6144, 0, 57384, 41372, 0, -14016, 32908, 0, 24, 9240, 0, 0, 2808, 0, 29756, 24096, 0, 79312, 6440, 0, -6644, -31948, 0, -22452, -5856, 0, 40976, -31792, 0, 43420, -51376, 0, 25228, 3288, 0, 6480, -23328, 0, -114944, 6496, 0, 1176, 22000, 0, -73580, -20808, 0, 7404, -10608, 0, -45880, 32632, 0, 1540, -14448, 0, -107400, -38276, 0, -63544, -1764, 0, -98736, 91240, 0, 19556, -17428, 0, -66112, 26904, 0, 20552, -62692, 0, 28896, -9372, 0, 58992, 43512, 0, 31104, 6216, 0, 3592, 82060, 0, -29744, 4104, 0, 52528, -18376, 0, -77304, -43040, 0, 9632, -27608, 0, 18640, -18352, 0, -23540, -16800, 0, 93408, -3032, 0, -19872, 12276, 0, 100256, 23260, 0, 22196, -98276, 0, -34944, 26068, 0, -4576, 13048, 0, -64756, -11088, 0, -48760, -72328, 0, 35096, -17992, 0, -56388, -105152, 0, 1576, 2548, 0, 15344, -107752, 0, -80676, -3168, 0, -6664, -23072, 0, 150608, 71576, 0, -7504, -53200, 0, 34848, -35532, 0, -48028, -66332, 0, 3920, -31744, 0, 12400, -1384, 0, -123632, 27160, 0, 35536, -74904, 0, -164, 34008, 0, -34792, 12936, 0, 63432, 51064, 0, -8484, -45532, 0, -21352, 34448, 0, -4356, -9352, 0, -47000, -34604, 0, 45608, 17136, 0, -14648, 139728, 0, 138464, -12256, 0, 23716, 29536, 0, 52024, -35600, 0, 107528, -2156, 0, 111784, 117408, 0, 40496, 3312, 0, -8016, 1616, 0, 15884, 30664, 0, 34720, 3472, 0, 128752, -66456, 0, -76496, 38304, 0, 105248, -53128, 0, -62588, -96876, 0, -136608, -23304, 0, -29472, 39160, 0, -72940, -10480, 0, 45492, 70580, 0, -108752, 1988, 0, -27984, -62872, 0, -184300, 23208, 0, 8, -79264, 0, 6952, 2104, 0, 19768, 116208, 0, 137776, 53392, 0, 125624, 25872, 0, -75856, -968, 0, -27272, 57684, 0, -248472, 53208, 0, -139192, 27476, 0, 7392, 14072, 0, -33620, 113480, 0, -135420, -9352, 0, 107332, 53688, 0, -208604, -126168, 0, 135244, 179440, 0, -68200, -107184, 0, -7056, 20240, 0, 213344, -69212, 0, 47748, 4424, 0, 99136, 96800, 0, 32912, 245276, 0, 57328, -15436, 0, 74304, 142284, 0, 63560, 20464, 0, 63232, 80272, 0, -3700, 62216, 0, 105288, -20560, 0, 85568, 11836, 0, -77216, -33544, 0, 43880, -73904, 0, -1456, -8792, 0, -29260, -101216, 0, -90148, -2744, 0, 59048, -141168, 0, -95620, -54508, 0, -16696, 141952, 0, -944, -59564, 0, 10808, 11360, 0, 64968, -25344, 0, 11512, -23072, 0, -87532, -116536, 0, -80472, -54820, 0, 18744, -139216, 0, 335656, -62296, 0, -43008, 272564, 0, -176300, -7440, 0, 151216, 21812, 0, 48296, 115616, 0, 24088, 63668, 0, -91144, -7700, 0, 186488, 110704, 0, -29568, -63992, 0, 133976, -81112, 0, 4092, -24584, 0, 29404, 109552, 0, 103328, 108400, 0, -30368, -128088, 0, -52264, -80896, 0, -15456, -152280, 0, -147108, 223728, 0, 95480, -12320, 0, -359736, -86572, 0, 256556, 13752, 0, 146216, 10880, 0, -17380, 328048, 0, 67816, -7556, 0, -47168, -146792, 0, 166384, 28840, 0, 73264, -22136, 0, -63072, -29752, 0, 103864, 150956, 0, 44640, -23672, 0, -62888, 57144, 0, -265772, 90072, 0, -326488, 36736, 0, 52272, -68624, 0, 86288, 109776, 0, 85352, -41896, 0, -127108, -183564, 0, 78988, 43768, 0, 102792, 80784, 0, -41556, 7448, 0, -73864, -43076, 0, 58980, -48232, 0, 145892, 50920, 0, 287760, -95872, 0, 0, -43624, 0, 112176, 56828, 0, 96832, -75740, 0, 94280, -19968, 0, 17956, -68720, 0, -337712, 22760, 0, -120840, 115960, 0, -85988, -21736, 0, -111792, -227200, 0, 310352, -5040, 0, -40368, 61440, 0, -135784, -102868, 0, -143584, -165696, 0, -4720, 47040, 0, -17864, -247248, 0, -20960, -175824, 0, 52212, 44688, 0, 124696, 93472, 0, 57984, 26488, 0, -89888, -156908, 0, -243040, -304744, 0, -2576, -163840, 0, 52668, -132984, 0, 232444, 25060, 0, -152208, 76192, 0, 100836, -118680, 0, -31936, 300336, 0, -57168, -211248, 0, -392, -291144, 0, 99164, -48488, 0, 94552, -112392, 0, -216048, 182592, 0, 118712, -354260, 0, 102256, -217204, 0, -45680, -15196, 0, -43932, 153080, 0, -7892, 58496, 0, -126512, 30128, 0, -163392, 310152, 0, -576068, 5656, 0, 33048, -4356, 0, -221504, -82732, 0, -36876, -265480, 0, -165628, -1812, 0, -80124, -19012, 0, -264872, 117984, 0, -41160, 71088, 0, -98520, 115072, 0, -47224, 34924, 0, 49504, -200432, 0, 149568, -94776, 0, 29176], 'weight': 4, '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: 48134731
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 76561193732407989, 'source_is_minimal': True, 'source_label': '693.4.a.r.1.5', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 76561193732407989, 'target_is_minimal': True, 'target_label': '693.4.a.r.1.5', 'target_level': 693, 'twist_class_label': '693.4.a.r.1.5', 'twist_class_level': 693, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48134732
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 76561193732407989, 'source_is_minimal': True, 'source_label': '693.4.a.r.1.5', 'source_level': 693, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 90071992614519477, 'target_is_minimal': True, 'target_label': '693.4.a.u.1.4', 'target_level': 693, 'twist_class_label': '693.4.a.r.1.5', 'twist_class_level': 693, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1215725
    {'charpoly_factorization': [[[-672, -3164, -292, 1497, 200, -187, -29, 6, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 2}
  • id: 1215726
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 76561193732407989, 'p': 3}
  • id: 1215727
    {'charpoly_factorization': [[[-4547664, 18752580, -6144666, 133342, 100333, -3572, -572, 10, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 5}
  • id: 1215728
    {'charpoly_factorization': [[[-7, 1], 8]], 'hecke_orbit_code': 76561193732407989, 'p': 7}
  • id: 1215729
    {'charpoly_factorization': [[[11, 1], 8]], 'hecke_orbit_code': 76561193732407989, 'p': 11}
  • id: 1215730
    {'charpoly_factorization': [[[746331240672, 30474296920, -9541805332, -297946246, 19524691, 135574, -8536, -16, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 13}
  • id: 1215731
    {'charpoly_factorization': [[[-6029195028480, -949077272832, -21303799680, 1781075824, 31809016, -773084, -10126, 90, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 17}
  • id: 1215732
    {'charpoly_factorization': [[[-7962599853072, -1372965310956, 226942299418, -9473663386, 128596713, 567724, -23012, 42, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 19}
  • id: 1215733
    {'charpoly_factorization': [[[-1169066471307264, -10314078282240, 2180240582144, 15867562496, -617930880, -7226632, 7500, 338, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 23}
  • id: 1215734
    {'charpoly_factorization': [[[-314767624533120, 3247697434784, 2331174687864, -47618709938, -1972658289, -11253494, 44848, 496, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 29}
  • id: 1215735
    {'charpoly_factorization': [[[214378415208630272, 5797903175974656, -117370015990976, -244556006784, 7044057080, 2072312, -145538, 8, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 31}
  • id: 1215736
    {'charpoly_factorization': [[[334779761141625072, -37488676887870208, -82880377834496, 2463403656776, 5740700717, -52240552, -134182, 360, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 37}
  • id: 1215737
    {'charpoly_factorization': [[[-20722945704113664, 2476221599487680, -53138104882720, -426101467968, 9075483136, -13813668, -169386, 242, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 41}
  • id: 1215738
    {'charpoly_factorization': [[[-997775748970082304, -3963196713062400, 349021424441344, 4374755681472, 12553173024, -48090856, -249060, 66, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 43}
  • id: 1215739
    {'charpoly_factorization': [[[1853983239921925920, 342610530010565484, 6976532053640094, 39860592377206, 25607941499, -310786998, -484850, 540, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 47}
  • id: 1215740
    {'charpoly_factorization': [[[10714584978771738624, -193917596276404224, -299934619480832, 12291889532320, -6037171376, -192933488, -62776, 906, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 53}
  • id: 1215741
    {'charpoly_factorization': [[[-1881576749890897274880, -5829007917162940608, 37417589774707944, 133386976807832, -156997184957, -853800106, -306340, 1242, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 59}
  • id: 1215742
    {'charpoly_factorization': [[[281708590444378580480, -475085968795262848, -15603588208543424, 15038055868832, 233058296144, -169280872, -884100, 318, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 61}
  • id: 1215743
    {'charpoly_factorization': [[[-59802627218192491776, -1823106430446790528, -7113232761123868, 45640694394756, 264309056831, 123841054, -883580, -522, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 67}
  • id: 1215744
    {'charpoly_factorization': [[[2705802770474237952, -175890262259847168, -901106958984832, 20674199397280, 34535005648, -483159248, -570576, 858, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 71}
  • id: 1215745
    {'charpoly_factorization': [[[29873868315989666344, 82121384511557016, -17519264364045594, 2397774012384, 383858515027, -129262686, -1306266, 78, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 73}
  • id: 1215746
    {'charpoly_factorization': [[[-1291994781145885583360, 17463377795089140992, -43961734499764928, -196065364131648, 587492575408, 666883984, -1759780, -516, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 79}
  • id: 1215747
    {'charpoly_factorization': [[[-1435820408692442910720, -18000646631613020672, -73899808479074688, -25692848131680, 735847925096, 2599319480, 4093974, 3192, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 83}
  • id: 1215748
    {'charpoly_factorization': [[[-868695733810369059840, -1951420208826627072, 35949923552153280, 77488141184832, -421774455056, -889174880, 946628, 2356, 1], 1]], 'hecke_orbit_code': 76561193732407989, 'p': 89}
  • id: 1215749
    {'charpoly_factorization': [[[-7008691238478011483136, 53470086927734161152, 576076167180380992, 1144439161506752, -880052926672, -4271362096, -2401780, 1556, 1], 1]], 'hecke_orbit_code': 76561193732407989, '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': 1, 'hecke_orbit': 18, 'label': '693.4.a.r', 'level': 693, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 62689849
    {'hecke_orbit_code': 76561193732407989, 'n': 1, 'trace_an': 8}
  • id: 62689850
    {'hecke_orbit_code': 76561193732407989, 'n': 2, 'trace_an': -6}
  • id: 62689851
    {'hecke_orbit_code': 76561193732407989, 'n': 3, 'trace_an': 0}
  • id: 62689852
    {'hecke_orbit_code': 76561193732407989, 'n': 4, 'trace_an': 30}
  • id: 62689853
    {'hecke_orbit_code': 76561193732407989, 'n': 5, 'trace_an': -10}
  • id: 62689854
    {'hecke_orbit_code': 76561193732407989, 'n': 6, 'trace_an': 0}
  • id: 62689855
    {'hecke_orbit_code': 76561193732407989, 'n': 7, 'trace_an': 56}
  • id: 62689856
    {'hecke_orbit_code': 76561193732407989, 'n': 8, 'trace_an': -81}
  • id: 62689857
    {'hecke_orbit_code': 76561193732407989, 'n': 9, 'trace_an': 0}
  • id: 62689858
    {'hecke_orbit_code': 76561193732407989, 'n': 10, 'trace_an': 9}
  • id: 62689859
    {'hecke_orbit_code': 76561193732407989, 'n': 11, 'trace_an': -88}
  • id: 62689860
    {'hecke_orbit_code': 76561193732407989, 'n': 12, 'trace_an': 0}
  • id: 62689861
    {'hecke_orbit_code': 76561193732407989, 'n': 13, 'trace_an': 16}
  • id: 62689862
    {'hecke_orbit_code': 76561193732407989, 'n': 14, 'trace_an': -42}
  • id: 62689863
    {'hecke_orbit_code': 76561193732407989, 'n': 15, 'trace_an': 0}
  • id: 62689864
    {'hecke_orbit_code': 76561193732407989, 'n': 16, 'trace_an': 122}
  • id: 62689865
    {'hecke_orbit_code': 76561193732407989, 'n': 17, 'trace_an': -90}
  • id: 62689866
    {'hecke_orbit_code': 76561193732407989, 'n': 18, 'trace_an': 0}
  • id: 62689867
    {'hecke_orbit_code': 76561193732407989, 'n': 19, 'trace_an': -42}
  • id: 62689868
    {'hecke_orbit_code': 76561193732407989, 'n': 20, 'trace_an': -291}
  • id: 62689869
    {'hecke_orbit_code': 76561193732407989, 'n': 21, 'trace_an': 0}
  • id: 62689870
    {'hecke_orbit_code': 76561193732407989, 'n': 22, 'trace_an': 66}
  • id: 62689871
    {'hecke_orbit_code': 76561193732407989, 'n': 23, 'trace_an': -338}
  • id: 62689872
    {'hecke_orbit_code': 76561193732407989, 'n': 24, 'trace_an': 0}
  • id: 62689873
    {'hecke_orbit_code': 76561193732407989, 'n': 25, 'trace_an': 244}
  • id: 62689874
    {'hecke_orbit_code': 76561193732407989, 'n': 26, 'trace_an': -209}
  • id: 62689875
    {'hecke_orbit_code': 76561193732407989, 'n': 27, 'trace_an': 0}
  • id: 62689876
    {'hecke_orbit_code': 76561193732407989, 'n': 28, 'trace_an': 210}
  • id: 62689877
    {'hecke_orbit_code': 76561193732407989, 'n': 29, 'trace_an': -496}
  • id: 62689878
    {'hecke_orbit_code': 76561193732407989, 'n': 30, 'trace_an': 0}
  • id: 62689879
    {'hecke_orbit_code': 76561193732407989, 'n': 31, 'trace_an': -8}
  • id: 62689880
    {'hecke_orbit_code': 76561193732407989, 'n': 32, 'trace_an': -524}
  • id: 62689881
    {'hecke_orbit_code': 76561193732407989, 'n': 33, 'trace_an': 0}
  • id: 62689882
    {'hecke_orbit_code': 76561193732407989, 'n': 34, 'trace_an': -302}
  • id: 62689883
    {'hecke_orbit_code': 76561193732407989, 'n': 35, 'trace_an': -70}
  • id: 62689884
    {'hecke_orbit_code': 76561193732407989, 'n': 36, 'trace_an': 0}
  • id: 62689885
    {'hecke_orbit_code': 76561193732407989, 'n': 37, 'trace_an': -360}
  • id: 62689886
    {'hecke_orbit_code': 76561193732407989, 'n': 38, 'trace_an': -45}
  • id: 62689887
    {'hecke_orbit_code': 76561193732407989, 'n': 39, 'trace_an': 0}
  • id: 62689888
    {'hecke_orbit_code': 76561193732407989, 'n': 40, 'trace_an': -6}
  • id: 62689889
    {'hecke_orbit_code': 76561193732407989, 'n': 41, 'trace_an': -242}
  • id: 62689890
    {'hecke_orbit_code': 76561193732407989, 'n': 42, 'trace_an': 0}
  • id: 62689891
    {'hecke_orbit_code': 76561193732407989, 'n': 43, 'trace_an': -66}
  • id: 62689892
    {'hecke_orbit_code': 76561193732407989, 'n': 44, 'trace_an': -330}
  • id: 62689893
    {'hecke_orbit_code': 76561193732407989, 'n': 45, 'trace_an': 0}
  • id: 62689894
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  • id: 62689989
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  • id: 62689990
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  • id: 62689991
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  • id: 62689992
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  • id: 62689994
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  • id: 62689997
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  • id: 62689999
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  • id: 62690000
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  • id: 62690001
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  • id: 62690002
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  • id: 62690006
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  • id: 62690081
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  • id: 62690082
    {'hecke_orbit_code': 76561193732407989, 'n': 839, 'trace_an': 25568}
  • id: 62690083
    {'hecke_orbit_code': 76561193732407989, 'n': 841, 'trace_an': -38792}
  • id: 62690084
    {'hecke_orbit_code': 76561193732407989, 'n': 853, 'trace_an': -43902}
  • id: 62690085
    {'hecke_orbit_code': 76561193732407989, 'n': 857, 'trace_an': 86350}
  • id: 62690086
    {'hecke_orbit_code': 76561193732407989, 'n': 859, 'trace_an': -92076}
  • id: 62690087
    {'hecke_orbit_code': 76561193732407989, 'n': 863, 'trace_an': -33698}
  • id: 62690088
    {'hecke_orbit_code': 76561193732407989, 'n': 877, 'trace_an': -8862}
  • id: 62690089
    {'hecke_orbit_code': 76561193732407989, 'n': 881, 'trace_an': 89000}
  • id: 62690090
    {'hecke_orbit_code': 76561193732407989, 'n': 883, 'trace_an': -17006}
  • id: 62690091
    {'hecke_orbit_code': 76561193732407989, 'n': 887, 'trace_an': 18152}
  • id: 62690092
    {'hecke_orbit_code': 76561193732407989, 'n': 907, 'trace_an': -157072}
  • id: 62690093
    {'hecke_orbit_code': 76561193732407989, 'n': 911, 'trace_an': 39950}
  • id: 62690094
    {'hecke_orbit_code': 76561193732407989, 'n': 919, 'trace_an': -119124}
  • id: 62690095
    {'hecke_orbit_code': 76561193732407989, 'n': 929, 'trace_an': 216260}
  • id: 62690096
    {'hecke_orbit_code': 76561193732407989, 'n': 937, 'trace_an': 33296}
  • id: 62690097
    {'hecke_orbit_code': 76561193732407989, 'n': 941, 'trace_an': 119538}
  • id: 62690098
    {'hecke_orbit_code': 76561193732407989, 'n': 947, 'trace_an': -49588}
  • id: 62690099
    {'hecke_orbit_code': 76561193732407989, 'n': 953, 'trace_an': 30392}
  • id: 62690100
    {'hecke_orbit_code': 76561193732407989, 'n': 961, 'trace_an': 52812}
  • id: 62690101
    {'hecke_orbit_code': 76561193732407989, 'n': 967, 'trace_an': 119104}
  • id: 62690102
    {'hecke_orbit_code': 76561193732407989, 'n': 971, 'trace_an': 55978}
  • id: 62690103
    {'hecke_orbit_code': 76561193732407989, 'n': 977, 'trace_an': 65044}
  • id: 62690104
    {'hecke_orbit_code': 76561193732407989, 'n': 983, 'trace_an': 31290}
  • id: 62690105
    {'hecke_orbit_code': 76561193732407989, 'n': 991, 'trace_an': -66922}
  • id: 62690106
    {'hecke_orbit_code': 76561193732407989, 'n': 997, 'trace_an': 109590}