Embedded newform data - 175.2.h.b.141.2

Formats: - HTML - YAML - JSON - 2024-06-01T07:12:02.617187

• 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': 700, 'analytic_conductor': 1.3973820353724067, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 25, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 5, 'char_parity': 1, 'char_values': [175, 5, [127, 101], [4, 5]], 'cm_discs': [], 'conrey_index': 36, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1, -93, 23587, 55808, 102853, 12180, 84692, -239394, 588424, -590275, 582399, -412407, 325713, -207653, 153752, -96052, 69789, -40070, 23230, -10801, 5604, -2681, 1436, -626, 267, -90, 28, -6, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504080697262255, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 25, 4, 1, 5, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '175.2.h.b', 'level': 175, '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': [5, 7], 'level_radical': 35, 'minimal_twist': '175.2.h.b', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '1.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '175.2.h', 'trace_display': [6, 4, 8, -28], 'traces': [28, 6, 4, -6, 8, -15, -28, -2, -5, -4, -8, -8, -8, -6, -9, 16, 14, -62, 22, 20, -4, 7, 21, 38, 8, -8, -11, 6, -37, 8, -1, -48, 17, -10, -8, -41, 25, 15, 24, 39, 10, 15, -18, 65, 32, 26, 54, 69, 28, -49, 2, -54, -24, -14, -46, 2, -62, 17, -19, -6, -48, -42, 5, -20, 5, 91, 11, -114, 31, 4, 12, 20, -2, 70, -24, -6, 8, 59, -72, -8, -10, -26, -34, 8, 40, -60, 20, 32, 3, -32, 8, 10, -96, 12, 71, 22, 22, 6, 62, -10, -64, 53, -32, -137, 9, 28, -50, -23, -41, -88, -59, -16, 48, -138, 27, 74, 44, 12, -14, 159, -43, 46, 37, 28, -7, 62, 31, -31, -39, 39, 44, 76, -22, 10, 47, -68, -29, 83, 39, -20, 70, 84, 42, 58, 69, 123, 4, 53, 24, -227, 34, 12, 39, -7, -50, -142, -44, 13, 24, -1, -21, -75, 99, -81, -231, 112, 4, -38, 11, 41, -16, -7, 8, 58, -8, -38, -63, -178, -45, -69, 32, 8, -22, -19, -92, -112, -10, -1, 11, -35, 65, 33, -56, 44, 276, -6, 1, 80, 0, 59, -100, -86, 37, -126, -37, -52, 6, 28, 92, -8, -93, 108, 20, -83, 25, 5, 1, -48, 127, 66, -29, 69, 40, 48, 27, -54, -91, -21, 55, 66, -17, -10, 43, 55, -30, 40, -11, 10, -13, 121, 113, 127, -104, 6, 8, 94, 26, 20, -120, -169, -174, 41, 50, -71, 4, 16, -240, -96, -25, -179, 3, 117, 20, -84, -183, -15, -5, 190, 119, 38, -2, 63, -24, 58, -1, 108, 42, -46, -98, -39, -9, -22, 92, 133, 9, -192, -10, 42, -15, 306, 95, -58, 28, -15, 123, 68, 140, 191, 6, -66, 18, 74, -44, 55, 119, -104, 76, -65, -58, -75, 105, -288, 49, -100, -32, -72, 63, 58, 100, 78, -36, -26, 54, -176, 55, 34, -1, 62, -54, 19, -4, 44, -24, 9, -154, -69, -9, 32, 59, -201, 108, 8, -28, 36, 7, -12, -3, -158, -66, 49, -102, -165, -150, -104, -161, 29, -2, -370, -162, 0, -91, -116, -210, 54, -92, 41, -96, -174, 75, 71, 24, 128, -21, 76, 121, 144, 206, 14, -120, 22, 76, 18, 135, 55, 46, 70, 97, -7, 57, 235, -15, -2, -90, 16, -91, 58, 62, 28, 62, -18, 6, -340, 114, -19, 84, -17, -194, 28, 35, -162, 77, -33, 19, 35, 167, 87, -98, 348, -92, 6, -60, 62, -104, 98, 185, 256, 48, 91, 161, -72, 122, 112, -8, 42, 30, -89, 156, 65, 162, 16, -5, 247, -138, 131, -61, -63, -220, 20, 6, -57, -240, 114, 3, 37, -5, -15, -74, 101, -18, 108, 15, -91, -87, -91, 105, -160, 66, 0, -11, 47, -85, -127, -90, 38, 86, 114, 118, -156, 4, 54, 59, -12, -31, 89, -166, 159, -80, -89, 185, -4, 13, 3, 44, -202, -150, -26, -12, -62, 36, -120, 148, -219, 104, -20, -69, -76, -144, -144, -50, 175, 2, -139, 124, -21, -22, 7, 57, -70, -83, -311, 9, -81, -4, 84, 24, 114, -42, -400, -4, 17, 104, 6, 93, -7, 28, -51, 305, 14, -8, -84, 59, -189, 80, 20, -113, -59, -85, -33, -424, -33, -382, 33, 72, 71, -34, -106, 40, 34, -122, 8, -69, -5, 34, 125, -197, -240, 10, 204, -68, -349, -112, -166, 13, 26, 287, 74, -84, 195, -16, 57, 34, 296, 137, -5, 239, 80, 16, -8, 150, 396, 149, -22, -326, -239, -40, 52, -38, -241, 276, -126, 104, 60, 233, 132, 98, -130, -72, -118, -20, 304, 233, 251, -57, -192, -156, -32, 168, 120, 120, 100, 10, 45, -3, 142, 8, -258, 290, -15, 58, 32, 115, -134, 282, 87, -54, 14, -8, 52, 104, 277, -124, -46, 154, -10, 42, 27, -71, 119, -362, 84, 96, 158, 80, 354, -70, -94, -48, -12, -26, 239, 33, 32, -272, 92, -71, -275, -235, 282, -119, -104, 119, -22, 85, 178, -143, 392, 152, 160, -22, -39, -110, 326, -85, -115, 56, -6, -256, -26, -27, -108, -119, 2, -62, -257, 27, -152, -56, -196, -150, 10, -24, -117, -93, -166, -92, -105, 64, -127, -98, -212, -21, 130, -86, -53, -236, -145, -241, -244, -71, -189, 32, -253, -300, -412, 84, 238, 65, 137, 118, 187, 23, 368, -15, 147, -9, -35, 222, 29, 83, 250, -4, -28, -228, -150, -193, 246, -148, 15, 50, -277, 28, -183, 64, 246, -125, 23, -4, 239, -218, 126, 229, -400, 41, -160, -144, -32, -255, 598, -41, 88, -98, 82, -18, 188, 105, -106, 59, 65, 90, -3, 117, 198, 73, 16, 96, 143, 400, -106, 194, -61, -48, -294, 26, -9, -49, -63, 92, 138, 34, -91, -92, 9, 54, 23, -27, -97, 432, 328, -51, 198, 203, -74, 32, 75, 366, -421, 112, 26, -44, -177, -124, 170, -128, 40, 144, -12, 146, -281, 294, 19, 228, 162, 14, 184, 45, 346, -65, 44, -18, -159, -176, -231, 300, -300, -155, -72, 43, -105, -394, 31, -382, -163, -115, -46, -23, 210, -270, -419, 35, -58, -37, -186, -297, -45, -247, -163, -39, -28, -184, -376, -93, -74, -26, 114, 7, 228, -48, -234, 75, 79, 91, -62, 0, 233, 46, -44, 193, 28, -31, -379, -22, 142, 38, 49, 70, 31, -52, 37, -10, 126, 28, 140, 39, 98, 4, -107, 72, 169, -58, -39, 132, 274, 66, -47, 142, -306, -44, 52, 106, -192, 62, 131, 39, -76, 293, -218, -103, 220, 160, 0, 22, 100, 131, -55, -144, 261, -165, -10, 17, 208, 154, 245, 180, -86, -47, -42, -112, 90, -186, -90, -4, 68, 313, 252, 98, -85, 68, 79, 29, 57, 100, 541, -122, -79, -54, -83, -72, -94, 229, 98, 34, -143, -39, 256, -54, -160, 156, -329, 20, 20, 290, -246, 165, 54, 96, 139, -70, -251, -75, 543, -40, -167, -352, -84, 0, -174, 235, 14, -16, 154], 'weight': 2, '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], [-0.9098507446369174, -0.661045260116066], [-0.17696806485258404, -0.5446516998025606], [0.08183054721948826, 0.25184852801546126], [-0.4863844021428414, -0.8737449360952834], [-0.19902489898556322, 0.6125356550958357], [-0.37796447300922725, 0.0], [-0.25550236837177026, 0.7863554328470844], [0.5436892162547973, -0.3950133376270138], [-0.1350477380867559, 1.1164995843599412], [-0.3337944903183346, -0.24251589283014374], [0.12268833528913291, -0.08913829327773595], [-1.3855632715705621, 1.0066706420382545], [0.34389125721374547, 0.24985162337501643], [-0.38981215821647597, 0.41953504190007773], [0.9665207057082572, -0.7022183968948027], [0.3141270764430654, -0.9667837317498148], [-0.7557977327814541, 0.0], [-0.2881056502613085, 0.8866980167764005], [0.18025027423018802, -0.19399422198028862], [0.06688764137146967, 0.20585899268945462], [0.14338918411365464, 0.4413065313555863], [-0.4941840719091719, -0.3590457449048728], [0.47350558284514704, 0.0], [-0.5268604267043014, 0.8499518167360791], [1.9261106307974245, 0.0], [-0.7746687229724261, -0.562829772355071], [-0.030929039655870568, -0.09518979616951341], [-0.3607606764437161, -1.1103071947510332], [0.6320025333224261, -0.12403079074945061], [0.10611828441943995, -0.3265984969509915], [-0.5167646941660277, 0.0], [-0.07301572824898313, 0.22471930478675745], [-0.9248965578428783, 0.6719766832786213], [0.1838360242358271, 0.3302445443157347], [0.1439739137113026, 0.10460317123463549], [1.5430853861128064, -1.1211171573545267], [0.8482806615687103, -0.6163119763141908], [0.793485327228128, 0.5765008355794852], [0.8113464441077382, -0.1592271165519185], [0.41403421100048565, -0.3008134623409978], [0.07522434106079309, -0.23151671607765933], [0.8584912660212922, 0.0], [0.033762684828027564, -0.10391085926605713], [-0.6095828578412994, -0.2829173734520791], [0.21228825798005566, 0.6533560767208304], [-0.46962803423871713, -1.445366469572476], [-0.5535077424305275, -0.40214691445601564], [0.14285714285714285, 0.0], [1.041220971337057, -0.4250507055472158], [-0.5821508636749283, 0.0], [-0.3669099201135573, -0.26657566090954893], [-0.2001581678388653, -0.616023497988837], [0.3327769611758676, 1.0241821749621762], [-0.04954459967090691, 0.40960719315647776], [0.0965708180142456, -0.297214416773991], [0.533927081448665, 0.0], [-0.40572493826490325, 1.2486929631193386], [0.06173857071608212, -0.04485569724350004], [-0.1375578249731034, -0.06384283619291527], [-1.254009619140284, -0.9110913188332217], [-0.312448188469104, 0.22700689672103827], [-0.20549520810254424, 0.1493010079878102], [-0.4963419639192281, -0.36061354522102157], [1.55348973927064, 0.7209999937918657], [0.2149830460034077, -0.15619432572160863], [-0.3032403048969734, 0.9332776941894194], [0.2691882503122795, 0.0], [-0.10810007638257911, 0.33269782545005117], [0.05104324715704884, -0.4219971770176264], [0.34021412501781223, 1.0470714116818043], [0.17170700167876965, 0.528459812284473], [0.2518042120147921, 0.1829464687596249], [-2.1450865704970896, 0.0], [0.5561651718968468, 0.13654109873747805], [-0.2468894333372746, 0.0], [0.12616245862655293, 0.09166239162990751], [-0.3408600710242102, -1.0490594290715993], [0.050642134111317766, 0.15586046244182403], [-1.0836603639243696, -0.5029444970964463], [0.03821623388611592, -0.11761747388413803], [-0.5755606486435698, 0.0], [-0.49938828850084155, 1.536959114177166], [-0.0463718319919365, 0.03369110804366141], [-0.9975089001883405, 0.19576158503601446], [-0.7810989176537626, -0.5675015822544159], [-0.5408875821390092, 0.39297783129398306], [0.27598897270452727, -0.20051772593034978], [0.5702462530223033, 0.4143081542564089], [0.36760822839982255, 0.6603744417300916], [0.5236936917601083, -0.3804857387118493], [0.04998578931302453, -0.15384044086140633], [-0.1966619739565033, 0.0], [-0.5281612371871088, 1.6255131446648792], [0.9148779964604316, -0.17954523179477563], [0.09145084791069935, 0.2814567690754773], [-0.09621128271495756, -0.2961078809023389], [-0.12997867780527392, -0.094435037159438], [-0.2772774770857751, 0.0], [-0.2571723909545547, -0.06313700066136457], [-0.8096600917034408, 0.0], [0.5296703968056582, 0.3848280691047855], [-0.45668206242455034, -1.40552286524728], [-0.43758623103922717, -1.3467519393639964], [0.14733514695287986, -0.15856934102066694], [-0.22510535541228693, 0.6928030464823798], [-0.05797951075730541, 0.0], [0.07835628417624599, -0.24115584584345812], [0.7035481036178548, -0.5111576177758939], [0.3158470844488482, -0.33993018692525795], [-0.8836952001136436, -0.6420421446767698], [-0.36531048918552783, 0.26541360631972843], [1.2896885028306706, -0.9370135451860445], [-0.48579395263788383, -0.3529499664392447], [-0.07335097707313397, 0.606425080307074], [0.25010798907436177, -0.18171409065642397], [-0.355667478988972, 1.0946319447929844], [-0.08582453059086328, 0.0], [-0.11872887490573246, 0.3654099036847129], [-0.2303057298234345, -0.41372310522379285], [-0.25641219088327244, -0.7891555786124862], [0.5386889879090478, 1.6579142297452758], [-0.2371093966910404, -0.17227006048573446], [0.09093706799320539, 0.0], [0.9988977894534293, 0.04693832362848385], [0.285664691772311, 0.0], [1.3630300306179983, 0.990299284192425], [0.3729043032547275, 1.147681435068883], [-0.15192553804063302, -0.46757872730414896], [-0.9368301676213765, -1.6829294100185415], [-0.07727512994509618, 0.23782839526510097], [-0.0625701431254464, 0.0], [0.1088937002719962, -0.3351403486292191], [0.8928422133304043, -0.6486878387829736], [-0.1149828797972025, 0.9506144961836699], [0.6799754278487419, 0.4940310663307518], [0.4787038862490227, -0.34779873168135567], [0.31828325555667586, -0.2312463211139236], [0.7273187471895746, 0.5284280012488055], [-0.0681281999091817, 0.07332292387761483], [-0.704112140070526, 0.5115674142461047], [0.38261751871184096, -1.1775756383742773], [0.7066270155775013, 0.0], [0.24810125228004895, -0.763577139694871], [-0.794656922995151, 0.8552489152988826], 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-0.04875353295945821, -0.445385660100028, -0.4749854713541042, -0.1863475524226325, -0.31626575070975516, -0.19905987030397165, -0.43918335103688405, 0.031708628843128576, -0.4794905379907142, -0.25021597492692144, 0.029165629102864354, -0.06355553562773972, 0.14169862839131267, -0.37580981663494073, -0.04410523449698713, -0.47228752688324066, -0.3488754698634352, 0.0773520526731083], 'char_orbit_index': 8, 'conrey_index': 141, 'dual_conrey_index': 36, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 23, 'hecke_orbit': 2, 'hecke_orbit_code': 4504080697262255, 'label': '175.2.h.b.141.2', 'level': 175, 'weight': 2}
• 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': 700, 'analytic_conductor': 1.3973820353724067, 'char_conductor': 25, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 5, 'char_parity': 1, 'char_values': [175, 5, [127, 101], [4, 5]], 'conrey_index': 36, 'cusp_dim': 72, 'dim': 64, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 481069891759, 'hecke_orbit_dims': [4, 28, 32], 'label': '175.2.h', 'level': 175, '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': [5, 7], 'level_radical': 35, 'mf_dim': 88, 'mf_new_dim': 64, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 16, 'sturm_bound': 40, 'trace_bound': 1, 'trace_display': [-2, -4, 4, 0], 'traces': [64, -2, -4, -18, 4, 0, 0, -6, -24, -14, -8, 8, -24, -4, 2, 2, -16, 4, 12, 8, -4, 26, -6, -28, 22, -32, 2, 0, -22, -32, -12, 16, -16, 30, -2, -16, 28, -10, 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• 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: 35591676
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 141, 'target_dim': 28, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504080697262255, 'target_is_minimal': True, 'target_label': '175.2.h.b.141.2', 'target_level': 175, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 35591677
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 799, 'target_dim': 56, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4504493014123371, 'target_is_minimal': False, 'target_label': '875.2.n.b.799.11', 'target_level': 875, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 2}
  • id: 35591678
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 799, 'target_dim': 56, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504493014123371, 'target_is_minimal': False, 'target_label': '875.2.n.b.799.4', 'target_level': 875, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2}
  • id: 35591679
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 701, 'target_dim': 28, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4504080697262955, 'target_is_minimal': False, 'target_label': '875.2.h.b.701.6', 'target_level': 875, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
  • id: 35591680
    {'conductor': 25, 'degree': 8, 'order': 20, 'parity': -1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 449, 'target_dim': 56, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504493014123371, 'target_is_minimal': False, 'target_label': '875.2.n.b.449.4', 'target_level': 875, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '25.2', 'twisting_conrey_index': 2, 'weight': 2}
  • id: 35591681
    {'conductor': 25, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 10, 'target_hecke_orbit_code': 27021597797781783, 'target_is_minimal': False, 'target_label': '4375.2.a.g.1.10', 'target_level': 4375, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '25.6', 'twisting_conrey_index': 6, 'weight': 2}
  • id: 35591682
    {'conductor': 25, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 36, 'target_dim': 28, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504080697262255, 'target_is_minimal': True, 'target_label': '175.2.h.b.36.2', 'target_level': 175, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '25.11', 'twisting_conrey_index': 11, 'weight': 2}
  • id: 35591683
    {'conductor': 25, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 176, 'target_dim': 28, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4504080697262955, 'target_is_minimal': False, 'target_label': '875.2.h.b.176.6', 'target_level': 875, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '25.14', 'twisting_conrey_index': 14, 'weight': 2}
  • id: 35591684
    {'conductor': 25, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 5, 'target_hecke_orbit_code': 31525197425152279, 'target_is_minimal': False, 'target_label': '4375.2.a.h.1.5', 'target_level': 4375, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '25.19', 'twisting_conrey_index': 19, 'weight': 2}
  • id: 35591685
    {'conductor': 25, 'degree': 8, 'order': 20, 'parity': -1, 'source_conrey_index': 141, 'source_dim': 28, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504080697262255, 'source_is_minimal': True, 'source_label': '175.2.h.b.141.2', 'source_level': 175, 'target_conrey_index': 449, 'target_dim': 56, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4504493014123371, 'target_is_minimal': False, 'target_label': '875.2.n.b.449.11', 'target_level': 875, 'twist_class_label': '175.2.h.b.36.2', 'twist_class_level': 175, 'twisting_char_label': '25.23', 'twisting_conrey_index': 23, 'weight': 2}
• hecke_orbit_code 4504080697262255 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 8, 'hecke_orbit': 2, 'label': '175.2.h.b', 'level': 175, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 23005837
    {'hecke_orbit_code': 4504080697262255, 'n': 1, 'trace_an': 28}
  • id: 23005838
    {'hecke_orbit_code': 4504080697262255, 'n': 2, 'trace_an': 6}
  • id: 23005839
    {'hecke_orbit_code': 4504080697262255, 'n': 3, 'trace_an': 4}
  • id: 23005840
    {'hecke_orbit_code': 4504080697262255, 'n': 4, 'trace_an': -6}
  • id: 23005841
    {'hecke_orbit_code': 4504080697262255, 'n': 5, 'trace_an': 8}
  • id: 23005842
    {'hecke_orbit_code': 4504080697262255, 'n': 6, 'trace_an': -15}
  • id: 23005843
    {'hecke_orbit_code': 4504080697262255, 'n': 7, 'trace_an': -28}
  • id: 23005844
    {'hecke_orbit_code': 4504080697262255, 'n': 8, 'trace_an': -2}
  • id: 23005845
    {'hecke_orbit_code': 4504080697262255, 'n': 9, 'trace_an': -5}
  • id: 23005846
    {'hecke_orbit_code': 4504080697262255, 'n': 10, 'trace_an': -4}
  • id: 23005847
    {'hecke_orbit_code': 4504080697262255, 'n': 11, 'trace_an': -8}
  • id: 23005848
    {'hecke_orbit_code': 4504080697262255, 'n': 12, 'trace_an': -8}
  • id: 23005849
    {'hecke_orbit_code': 4504080697262255, 'n': 13, 'trace_an': -8}
  • id: 23005850
    {'hecke_orbit_code': 4504080697262255, 'n': 14, 'trace_an': -6}
  • id: 23005851
    {'hecke_orbit_code': 4504080697262255, 'n': 15, 'trace_an': -9}
  • id: 23005852
    {'hecke_orbit_code': 4504080697262255, 'n': 16, 'trace_an': 16}
  • id: 23005853
    {'hecke_orbit_code': 4504080697262255, 'n': 17, 'trace_an': 14}
  • id: 23005854
    {'hecke_orbit_code': 4504080697262255, 'n': 18, 'trace_an': -62}
  • id: 23005855
    {'hecke_orbit_code': 4504080697262255, 'n': 19, 'trace_an': 22}
  • id: 23005856
    {'hecke_orbit_code': 4504080697262255, 'n': 20, 'trace_an': 20}
  • id: 23005857
    {'hecke_orbit_code': 4504080697262255, 'n': 21, 'trace_an': -4}
  • id: 23005858
    {'hecke_orbit_code': 4504080697262255, 'n': 22, 'trace_an': 7}
  • id: 23005859
    {'hecke_orbit_code': 4504080697262255, 'n': 23, 'trace_an': 21}
  • id: 23005860
    {'hecke_orbit_code': 4504080697262255, 'n': 24, 'trace_an': 38}
  • id: 23005861
    {'hecke_orbit_code': 4504080697262255, 'n': 25, 'trace_an': 8}
  • id: 23005862
    {'hecke_orbit_code': 4504080697262255, 'n': 26, 'trace_an': -8}
  • id: 23005863
    {'hecke_orbit_code': 4504080697262255, 'n': 27, 'trace_an': -11}
  • id: 23005864
    {'hecke_orbit_code': 4504080697262255, 'n': 28, 'trace_an': 6}
  • id: 23005865
    {'hecke_orbit_code': 4504080697262255, 'n': 29, 'trace_an': -37}
  • id: 23005866
    {'hecke_orbit_code': 4504080697262255, 'n': 30, 'trace_an': 8}
  • id: 23005867
    {'hecke_orbit_code': 4504080697262255, 'n': 31, 'trace_an': -1}
  • id: 23005868
    {'hecke_orbit_code': 4504080697262255, 'n': 32, 'trace_an': -48}
  • id: 23005869
    {'hecke_orbit_code': 4504080697262255, 'n': 33, 'trace_an': 17}
  • id: 23005870
    {'hecke_orbit_code': 4504080697262255, 'n': 34, 'trace_an': -10}
  • id: 23005871
    {'hecke_orbit_code': 4504080697262255, 'n': 35, 'trace_an': -8}
  • id: 23005872
    {'hecke_orbit_code': 4504080697262255, 'n': 36, 'trace_an': -41}
  • id: 23005873
    {'hecke_orbit_code': 4504080697262255, 'n': 37, 'trace_an': 25}
  • id: 23005874
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  • id: 23005875
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  • id: 23005876
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  • id: 23005877
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  • id: 23005878
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  • id: 23005879
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  • id: 23005880
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  • id: 23005881
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  • id: 23005882
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  • id: 23005883
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  • id: 23005884
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  • id: 23005885
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  • id: 23005886
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  • id: 23005887
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  • id: 23005888
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  • id: 23005889
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  • id: 23005890
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  • id: 23005891
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  • id: 23005892
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  • id: 23005893
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  • id: 23005894
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  • id: 23005895
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  • id: 23005896
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  • id: 23005897
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  • id: 23005898
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  • id: 23005899
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  • id: 23005900
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  • id: 23005901
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  • id: 23005902
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  • id: 23005903
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  • id: 23005904
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  • id: 23005905
    {'hecke_orbit_code': 4504080697262255, 'n': 69, 'trace_an': 31}
  • id: 23005906
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  • id: 23005907
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  • id: 23005908
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  • id: 23005909
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  • id: 23005910
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  • id: 23005911
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  • id: 23005912
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  • id: 23005913
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  • id: 23005914
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  • id: 23005915
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  • id: 23005916
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  • id: 23005917
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  • id: 23005918
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  • id: 23005919
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  • id: 23005920
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  • id: 23005921
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  • id: 23005922
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  • id: 23005923
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  • id: 23005924
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  • id: 23005925
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  • id: 23005926
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  • id: 23005927
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  • id: 23005928
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  • id: 23005929
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  • id: 23005930
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  • id: 23005931
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  • id: 23005932
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  • id: 23005933
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  • id: 23005934
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  • id: 23005935
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  • id: 23005936
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  • id: 23005937
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  • id: 23005938
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  • id: 23005939
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  • id: 23005940
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  • id: 23005941
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  • id: 23005942
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  • id: 23005943
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  • id: 23005944
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  • id: 23005945
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  • id: 23005946
    {'hecke_orbit_code': 4504080697262255, 'n': 131, 'trace_an': 44}
  • id: 23005947
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  • id: 23005948
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  • id: 23005949
    {'hecke_orbit_code': 4504080697262255, 'n': 149, 'trace_an': 24}
  • id: 23005950
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  • id: 23005951
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  • id: 23005952
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  • id: 23005953
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  • id: 23005954
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  • id: 23005955
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  • id: 23005956
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  • id: 23005957
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  • id: 23005958
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  • id: 23005959
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  • id: 23005960
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  • id: 23005961
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  • id: 23005962
    {'hecke_orbit_code': 4504080697262255, 'n': 211, 'trace_an': -93}
  • id: 23005963
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  • id: 23005964
    {'hecke_orbit_code': 4504080697262255, 'n': 227, 'trace_an': -91}
  • id: 23005965
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  • id: 23005966
    {'hecke_orbit_code': 4504080697262255, 'n': 233, 'trace_an': 43}
  • id: 23005967
    {'hecke_orbit_code': 4504080697262255, 'n': 239, 'trace_an': -13}
  • id: 23005968
    {'hecke_orbit_code': 4504080697262255, 'n': 241, 'trace_an': 113}
  • id: 23005969
    {'hecke_orbit_code': 4504080697262255, 'n': 243, 'trace_an': -104}
  • id: 23005970
    {'hecke_orbit_code': 4504080697262255, 'n': 251, 'trace_an': -174}
  • id: 23005971
    {'hecke_orbit_code': 4504080697262255, 'n': 256, 'trace_an': 16}
  • id: 23005972
    {'hecke_orbit_code': 4504080697262255, 'n': 257, 'trace_an': -240}
  • id: 23005973
    {'hecke_orbit_code': 4504080697262255, 'n': 263, 'trace_an': 20}
  • id: 23005974
    {'hecke_orbit_code': 4504080697262255, 'n': 269, 'trace_an': 119}
  • id: 23005975
    {'hecke_orbit_code': 4504080697262255, 'n': 271, 'trace_an': -2}
  • id: 23005976
    {'hecke_orbit_code': 4504080697262255, 'n': 277, 'trace_an': 42}
  • id: 23005977
    {'hecke_orbit_code': 4504080697262255, 'n': 281, 'trace_an': -9}
  • id: 23005978
    {'hecke_orbit_code': 4504080697262255, 'n': 283, 'trace_an': 92}
  • id: 23005979
    {'hecke_orbit_code': 4504080697262255, 'n': 289, 'trace_an': -15}
  • id: 23005980
    {'hecke_orbit_code': 4504080697262255, 'n': 293, 'trace_an': 28}
  • id: 23005981
    {'hecke_orbit_code': 4504080697262255, 'n': 307, 'trace_an': 76}
  • id: 23005982
    {'hecke_orbit_code': 4504080697262255, 'n': 311, 'trace_an': 105}
  • id: 23005983
    {'hecke_orbit_code': 4504080697262255, 'n': 313, 'trace_an': 49}
  • id: 23005984
    {'hecke_orbit_code': 4504080697262255, 'n': 317, 'trace_an': 63}
  • id: 23005985
    {'hecke_orbit_code': 4504080697262255, 'n': 331, 'trace_an': -4}
  • id: 23005986
    {'hecke_orbit_code': 4504080697262255, 'n': 337, 'trace_an': -9}
  • id: 23005987
    {'hecke_orbit_code': 4504080697262255, 'n': 343, 'trace_an': -28}
  • id: 23005988
    {'hecke_orbit_code': 4504080697262255, 'n': 347, 'trace_an': -3}
  • id: 23005989
    {'hecke_orbit_code': 4504080697262255, 'n': 349, 'trace_an': -66}
  • id: 23005990
    {'hecke_orbit_code': 4504080697262255, 'n': 353, 'trace_an': -150}
  • id: 23005991
    {'hecke_orbit_code': 4504080697262255, 'n': 359, 'trace_an': -162}
  • id: 23005992
    {'hecke_orbit_code': 4504080697262255, 'n': 361, 'trace_an': -91}
  • id: 23005993
    {'hecke_orbit_code': 4504080697262255, 'n': 367, 'trace_an': -96}
  • id: 23005994
    {'hecke_orbit_code': 4504080697262255, 'n': 373, 'trace_an': -21}
  • id: 23005995
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  • id: 23005996
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  • id: 23005997
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  • id: 23005998
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  • id: 23005999
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  • id: 23006000
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  • id: 23006001
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  • id: 23006002
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  • id: 23006003
    {'hecke_orbit_code': 4504080697262255, 'n': 431, 'trace_an': 122}
  • id: 23006004
    {'hecke_orbit_code': 4504080697262255, 'n': 433, 'trace_an': -8}
  • id: 23006005
    {'hecke_orbit_code': 4504080697262255, 'n': 439, 'trace_an': 162}
  • id: 23006006
    {'hecke_orbit_code': 4504080697262255, 'n': 443, 'trace_an': -138}
  • id: 23006007
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  • id: 23006008
    {'hecke_orbit_code': 4504080697262255, 'n': 457, 'trace_an': -74}
  • id: 23006009
    {'hecke_orbit_code': 4504080697262255, 'n': 461, 'trace_an': 15}
  • id: 23006010
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  • id: 23006011
    {'hecke_orbit_code': 4504080697262255, 'n': 467, 'trace_an': 66}
  • id: 23006012
    {'hecke_orbit_code': 4504080697262255, 'n': 479, 'trace_an': 4}
  • id: 23006013
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  • id: 23006014
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  • id: 23006015
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  • id: 23006016
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  • id: 23006017
    {'hecke_orbit_code': 4504080697262255, 'n': 509, 'trace_an': -50}
  • id: 23006018
    {'hecke_orbit_code': 4504080697262255, 'n': 512, 'trace_an': -139}
  • id: 23006019
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  • id: 23006020
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  • id: 23006021
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  • id: 23006022
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  • id: 23006023
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  • id: 23006024
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  • id: 23006025
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  • id: 23006026
    {'hecke_orbit_code': 4504080697262255, 'n': 569, 'trace_an': -68}
  • id: 23006027
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  • id: 23006028
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  • id: 23006029
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  • id: 23006030
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  • id: 23006031
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  • id: 23006032
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  • id: 23006033
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  • id: 23006034
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  • id: 23006035
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  • id: 23006036
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  • id: 23006037
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  • id: 23006038
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  • id: 23006039
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  • id: 23006040
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  • id: 23006041
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  • id: 23006042
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  • id: 23006043
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  • id: 23006044
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  • id: 23006045
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  • id: 23006046
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  • id: 23006047
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  • id: 23006048
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  • id: 23006049
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  • id: 23006050
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  • id: 23006051
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  • id: 23006052
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  • id: 23006053
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  • id: 23006054
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  • id: 23006055
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  • id: 23006056
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  • id: 23006057
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  • id: 23006058
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  • id: 23006059
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  • id: 23006060
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  • id: 23006061
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  • id: 23006062
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  • id: 23006063
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  • id: 23006064
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  • id: 23006065
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  • id: 23006066
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  • id: 23006067
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  • id: 23006068
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  • id: 23006069
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  • id: 23006070
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  • id: 23006071
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  • id: 23006072
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  • id: 23006073
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  • id: 23006074
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  • id: 23006075
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  • id: 23006076
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  • id: 23006077
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  • id: 23006078
    {'hecke_orbit_code': 4504080697262255, 'n': 883, 'trace_an': 0}
  • id: 23006079
    {'hecke_orbit_code': 4504080697262255, 'n': 887, 'trace_an': 193}
  • id: 23006080
    {'hecke_orbit_code': 4504080697262255, 'n': 907, 'trace_an': 72}
  • id: 23006081
    {'hecke_orbit_code': 4504080697262255, 'n': 911, 'trace_an': 132}
  • id: 23006082
    {'hecke_orbit_code': 4504080697262255, 'n': 919, 'trace_an': 106}
  • id: 23006083
    {'hecke_orbit_code': 4504080697262255, 'n': 929, 'trace_an': 160}
  • id: 23006084
    {'hecke_orbit_code': 4504080697262255, 'n': 937, 'trace_an': -165}
  • id: 23006085
    {'hecke_orbit_code': 4504080697262255, 'n': 941, 'trace_an': 154}
  • id: 23006086
    {'hecke_orbit_code': 4504080697262255, 'n': 947, 'trace_an': -112}
  • id: 23006087
    {'hecke_orbit_code': 4504080697262255, 'n': 953, 'trace_an': 313}
  • id: 23006088
    {'hecke_orbit_code': 4504080697262255, 'n': 961, 'trace_an': 100}
  • id: 23006089
    {'hecke_orbit_code': 4504080697262255, 'n': 967, 'trace_an': -72}
  • id: 23006090
    {'hecke_orbit_code': 4504080697262255, 'n': 971, 'trace_an': 34}
  • id: 23006091
    {'hecke_orbit_code': 4504080697262255, 'n': 977, 'trace_an': 156}
  • id: 23006092
    {'hecke_orbit_code': 4504080697262255, 'n': 983, 'trace_an': 165}
  • id: 23006093
    {'hecke_orbit_code': 4504080697262255, 'n': 991, 'trace_an': -40}
  • id: 23006094
    {'hecke_orbit_code': 4504080697262255, 'n': 997, 'trace_an': 235}