Embedded newform data - 207.2.o.a.149.8

Formats: - HTML - YAML - JSON - 2025-11-14T23:14:26.329150

• 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': 828, 'analytic_conductor': 1.652903321840504, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 207, 'char_degree': 20, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 66, 'char_parity': 1, 'char_values': [207, 66, [47, 28], [55, 3]], 'cm_discs': [], 'conrey_index': 5, 'dim': 440, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 962106228943, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 0], [1, 1, 23, 4, -1, 22, 0], [1, 1, 207, 15, 1, 66, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '207.2.o.a', 'level': 207, '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, 23], 'level_radical': 69, 'minimal_twist': '207.2.o.a', 'prim_orbit_index': 15, 'related_objects': [], 'relative_dim': 22, 'rm_discs': [], 'sato_tate_group': '1.2.3.c66', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '207.2.o', 'trace_display': [-27, -16, -33, -11], 'traces': [440, -27, -16, -29, -33, -25, -11, 0, -16, -44, -33, -22, -9, -33, 0, 3, 0, -39, -44, -33, -55, 0, -27, 52, 11, 0, -79, -44, 27, -66, -3, -33, 0, -11, 0, 23, -44, -33, -40, -77, 9, -22, -11, 0, 0, -36, -120, -56, 35, -3, -22, -38, 0, 42, -44, 165, 11, -10, -9, 88, -11, 0, 33, -22, 198, 33, -11, 0, 3, -70, 0, 14, -36, 231, -13, -11, 39, 3, -11, 0, 172, -10, 66, -110, 1, -33, -196, -99, 0, 418, 0, 63, -188, -42, -93, -82, 22, 0, 242, -8, -15, -176, -11, -105, -154, -11, 0, 282, -44, -261, -66, -11, -33, 0, -65, 0, -2, -28, 87, 66, -19, 396, 112, 82, 0, 165, -12, -237, 66, -11, 201, 143, -23, 0, 132, 0, 0, 466, 4, 561, -47, -28, 0, 28, -44, -54, 172, -11, 231, 38, 39, 0, 11, -54, -33, 520, -11, 396, -66, 0, 0, -28, 12, -9, 270, -11, -93, -143, -35, 0, -121, 484, 9, 215, -11, -297, -19, -11, 0, -308, -374, -165, 0, 8, -114, -305, 19, 0, -176, 112, -330, -454, -51, -297, -264, -11, 0, -385, 418, -720, -264, -25, -363, -55, -11, 0, -400, -24, -234, -374, -27, -561, 72, -11, 0, -729, 154, -429, -200, 87, -396, 528, 45, 0, -209, 220, -264, -605, 0, -471, 112, 43, 0, -693, -88, 3, -198, -53, -87, 484, -11, 0, -26, -44, 165, -302, 88, 345, 440, -11, 0, 0, -116, 438, -34, 37, -153, 495, -5, 0, 250, -142, 627, 33, -167, 303, 253, -11, 0, 594, -12, 1089, 275, 165, 0, 76, -2, 0, 282, -316, 891, -1, -11, 30, 53, -297, 0, 514, 32, 891, 88, -50, -33, -200, 121, 0, 418, 0, 483, -264, -53, -21, -1, -11, 0, 561, 0, 375, -55, -11, 3, -228, -143, 0, 306, -44, -315, 22, -11, 693, 0, 289, 0, 421, -132, 165, 44, 69, 528, -185, -45, 0, 88, 332, -177, 528, -11, 522, -110, -129, 0, 55, -44, 0, 932, -156, 345, 148, 87, 0, -186, -396, -129, 688, -11, 957, 71, 44, 0, -352, -160, -33, 863, 33, 396, -198, 0, 0, 36, 164, 153, 1163, -11, -174, -429, 163, 0, -682, -308, -420, 310, 253, -264, -573, 121, 0, -550, -44, -495, 0, 109, -456, -480, 458, 0, -1243, 300, -858, -347, 231, -693, -847, 65, 0, -737, -440, -801, -374, 339, -1485, -55, 231, 0, -1431, 44, -1278, -214, 366, -561, 78, 385, 0, -440, 220, -759, -730, 193, -1254, -176, 211, 0, -578, -44, -1221, -814, 0, -639, -426, 51, 0, -595, -44, -60, -880, 361, -717, 187, 253, 0, 36, -44, 165, -348, 55, 408, 616, -11, 0, 0, 40, 12, -83, -303, -351, 308, 41, 0, 893, 64, 429, -143, 405, 159, 132, -11, 0, 517, 128, 396, -121, -11, 0, 125, -74, 0, 324, 72, 1617, -193, -121, 135, -24, 88, 0, 384, -412, 363, -110, 99, -33, -338, -11, 0, 1518, 0, 789, -156, 41, 99, 165, -143, 0, 891, 146, 600, 209, -253, 264, -142, 385, 0, 1507, -44, -378, 143, -11, 1089, 0, -25, 0, 655, -104, 279, 363, 37, 1419, -64, -31, 0, 781, -96, -399, 550, -99, 1257, 319, 105, 0, 231, -484, 0, 1444, 158, 897, 250, -91, 0, -39, -44, -183, 818, -11, 1155, -294, -341, 0, 176, 516, -33, 883, -11, 660, -22, 0, 0, 516, -588, -3, 852, -154, 459, -429, 22, 0, -319, -308, -540, -70, -143, 396, 29, -341, 0, -990, 220, -759, 0, -163, 114, -486, -276, 0, -693, -956, -561, -635, -150, -1353, 88, -209, 0, -1562, -176, -501, -682, -27, -660, 440, -176, 0, -1117, 468, -285, -441, -154, -429, 214, -407, 0, -866, -572, -1419, -524, -439, -627, 330, -259, 0, -440, -660, -231, -979, 0, -1623, 786, -13, 0, -1207, -308, 63, -385, -236, -120, 1254, -143, 0, -108, -616, 429, -1115, -242, 294, 781, -209, 0, 0, -216, 846, -235, 283, -612, 737, 15, 0, 578, -20, 891, -44, 19, 741, 770, -495, 0, 825, -42, 2013, -33, -495, 0, 654, 82, 0, 378, 116, 1023, 84, 121, 120, 134, -121, 0, 736, -176, 1848, -154, 101, 132, 115, -275, 0, 638, 0, 1005, 328, 61, 411, 336, 451, 0, 1716, -8, 1299, 99, -11, 504, -208, -11, 0, 773, -44, 117, 836, -11, 627, 0, -269, 0, 1024, 48, 990, 759, -89, 561, -56, 325, 0, 88, -358, -267, 1166, -11, 1296, -132, -198, 0, 473, -44, 0, 605, -172, 741, -3, -323, 0, -343, 748, -303, 1075, -11, 561, 226, 412, 0, -396, -114, -726, 172, -11, 132, -957, 0, 0, -558, 400, -399, 1165, -11, -333, -792, -143, 0, -924, 1144, -465, -99, -11, -924, -1790, 176, 0, -902, 88, -1485, 0, -59, -348, -239, 6, 0, -1936, 732, -1353, -821, -33, -1320, -561, -41, 0, -1188, 2002, -1485, -814, -201, -1287, -1155, -33, 0, -2390, 28, -1707, 82, -455, -2013, 36, -11, 0, -1045, 1210, -1254, -1000, 331, -1881, -429, 127, 0, -722, 1276, -891, -935, 0, -1113, -76, 33, 0, -956, 484, -18, -1650, -435, -1962, -330, -11, 0, 72, 748, -165, -983, 550, -477, -286, -11, 0, 0, 208, -1020, -236, 39, -1134, -308, -333, 0, 1297, 168, 891, -594, -451, 255, -55, 88, 0, 1133, 124, 66, -418, 319, 0, -16, -36, 0, 996, -380, 891, -352, -11, 507, 482, -77, 0, 737, 718, 891, -363, -233, 1155, -354, 297, 0, 2464, 0, 2313, -664, 102, -27, 373, -121, 0, 1870, 668, 303, 220, -11, 1596, -338, -143, 0, 2173, -44, 111, 11, -451, 957, 0, 384, 0, 1015, -660, 804, 792, 83, 2277, -206, 33, 0, 1848, 424, -174, 319, -11, 1713, -440, -245, 0, 1232, 528, 0, 1125, -188, 639, -196, 271, 0, 840, -682, -942, 320, 121, 1122, -390, 247, 0, -154, -550, -429, 26, 253, 1155, -396, 0, 0, 202, 1296, -1137, 496, 253, 42, -561, 156, 0, -594, -1430], '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], [-0.42165895616666255, 0.8179042672408089], [-0.9673410104428484, -0.25347853856965696], [0.08888579451603304, 0.12482263291229871], [0.23205120430455345, -0.9565280921348462], [0.6152091790706224, -0.684310844334309], [-1.1272155993195814, -0.3901331120437892], [-1.0504037936216428, 0.15102526545276784], [0.8714972609691819, 0.4904003712510969], [0.6845019397085255, 0.5931243070927316], [0.09313494931692537, -1.9551431967084008], [-0.054343015710128555, -0.14327669314104666], [-0.05422724359468999, -0.15667933072334694], [0.7943920901164254, -0.7574513279934558], [-0.46693198934160957, 0.866468851022245], [0.269269262326795, -0.7780024395313866], [-0.12089552092821712, -0.2647242648663222], [-0.7685751816651198, 0.5060196199898894], [0.5254851973863062, 0.23998104862115535], [0.14002241057786188, -0.05605651715454695], [0.991511505744253, 0.6631167215800996], [1.5598487781430275, 0.9005791119559858], [-0.1308883810200216, -0.99139711100747], [1.0543803306690234, 0.12016188562975771], [0.027737219030988202, 0.014299530265354536], [0.15101409611699176, 0.021712549108894], [-0.7187290716053579, -0.6952902427255112], [-0.05149601190481274, -0.17537931059790965], [0.20385631696686676, 0.14516542615667635], [-0.5118025154557286, -0.7472600178667097], [-0.7396748289588116, -0.2961211320902068], [-0.2095238085838789, -0.2197422462391398], [-0.5856800961758308, 1.867682484621752], [0.26749578503616805, 0.012742394738031225], [-0.6347450186748638, 0.9876825281529519], [0.016250660939061638, 0.1523722093196413], [-0.32018071883526533, 1.0904353882756501], [-0.41785706353510954, 0.32860642685276115], [0.012741388836591967, 0.16530778455447445], [-0.09928755628827911, 1.0397863314128444], [-1.6342766650641953, -0.3964712290347592], [-0.9604457027984563, 0.5313523869284601], [-0.14063663246396532, -0.3512933248932662], [0.2523244955009563, -0.16215910684215076], [0.6713137204510504, -0.7198136155953786], [0.8660581857384663, 0.3109773056055381], [-0.5056251790848263, 0.29192283325367724], [-0.45768212167644606, 0.684339686886967], [0.33235806749364394, 0.2613692731931014], [-0.023391293647145147, 0.016656864801475234], [0.049845275590473935, 0.28672305782903024], [0.014737094952496496, -0.02069535411665079], [0.8855636895615612, 1.0219949781042372], [0.8717394065958431, -0.2946762166755426], [-1.8485373146460748, -0.542779528765233], [1.2429514985631098, 0.23955926579847306], [-0.44749333632352484, -0.36534272993379135], [-0.20468926332960546, 0.10552464948648235], [0.4958603805541755, -0.17161894629704452], [-0.14965854417867178, 0.018733091945909407], [-0.16733563100802049, -0.21278456440274132], [0.5540892538382866, -0.4801210715199805], [-0.79104388434513, -0.8927868869458957], [1.058009285338175, -0.31065955595007605], [-0.16245167847603184, 0.015512254473376303], [-1.280628216021956, -1.266555296816586], [0.8493349483051507, -0.0404588101253493], [0.022297685305252796, -0.03862072383987979], [-0.1246841920892172, 0.9921964786487902], [-0.540183832449058, -0.9356258432290421], [0.6201742782431923, 0.9650100134845297], [-0.9894868752992323, -0.38350030517638345], [0.7568824553013227, -1.6573413971955866], [-0.7568646895322729, -0.7216690238110932], [-0.023206725450416087, -0.020863311799707514], [0.01675310293814929, 0.08692335206967988], [-0.8677492675349676, 2.1675328826162095], [-0.14057846311217986, -0.05928227158144026], [0.013520043536247214, -0.07014864700810114], [-0.6816969325560818, -0.43810001680914545], [0.5190149517535726, 0.8547651606472018], [1.0133829027442407, -1.1695062136231733], [0.1750916178736013, 0.721737478998953], [0.005359312844066421, 0.18270473336434967], [-0.28127014724080207, 0.05421037751024824], [0.3466250051269645, 0.03309867486015636], [-0.1604022555668507, -0.19209767132272013], [0.19744671619980148, 2.0677555613395686], [0.06232490822137746, -0.4334792581664408], [0.30567318518774683, 0.8525862144007162], [0.0, 0.19776722898346147], [0.112114679917717, -0.10445895222934601], [0.64045744464234, 0.4739418097908613], [-0.025563545798720028, -0.5366448687488379], [0.3514880874838218, -0.44695346195821783], [0.1469810292686525, 0.2656754753093409], [1.3422698066901102, -1.4077320585883764], [-0.35391679968320544, 0.16162838674631777], [1.0399698027450603, -1.6582285270124293], [0.0006805397341039636, 0.004733257817955165], [0.22676052166016697, -0.055011507317604666], [-0.25552971939001595, -0.08013068166585975], [0.16958962280796278, 0.32895797455697107], [0.08062303990296278, 0.1563868795152437], [0.8643712115455017, -0.7945315750821496], [-1.209299914649759, 0.293372984930912], [-0.22075595804937162, -1.5353914135125954], [0.022903154163816525, -0.15151508071229536], [-0.2759961209859521, 0.12604320513502262], [1.223394007276829, -1.2830587082751095], [0.5861259087071713, -0.9736639296286618], [-0.6070490258240796, 0.7719256308591804], [0.07141785229980974, 1.4992452250373762], [0.4875049509039691, -0.21195667519387607], [-0.9786719935851428, -0.1048564801736384], [0.0, 0.03834902645980312], [0.029576707691421792, -0.1631386679666411], [-0.06871610195315374, 0.47793098696494585], [0.03299761579235064, 0.34556666668760744], [0.3596084447355379, -0.9806606958074578], [-2.8184388782777936, -0.26912828176135406], [0.24459597072831057, -0.0471420093484555], [1.4804058928057207, 0.7977769399849669], [-0.028783965487044615, -0.11864912174841828], [0.6646762343658037, -0.7670772656943544], [1.0637649431246754, -0.2705465817517362], [1.2144506201812018, 0.7804800222883368], [-0.13456829785245492, 0.6982066292334658], [0.0469982635497509, 0.3754688079304038], [0.05581166604542606, -0.1394108020750138], [-0.05757870864367122, -0.2987467086920584], [-0.28518768585548626, 0.09290430990028753], [-0.49871055837527045, -0.47551955693610176], [-0.3250382542892073, 0.7117344981807346], [-0.8318465959889243, 0.5261416094588621], [0.16696916618808913, 0.25980909393905083], [-0.3994700512330013, 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0.2799547927246084], [0.9882922765850702, -0.5611090845459856], [-0.5823303904337152, 0.9061237746215083]], 'angles': [0.1518505863599431, None, -0.38022923593047286, -0.2986730378955459, -0.27534745648126663, -0.0662392545836229, -0.09142324570824627, -0.13518257939404862, None, -0.13154770070856442, -0.2546065866355513, 0.14164136002302394, -0.37109054570228817, -0.09090068895182925, -0.380480856574873, 0.0045393364680562705, -0.26077994667498144, -0.12766854735511554, -0.18768660064227385, 0.0063089287231995386, -0.24947569978715792, -0.4640107730001586, 0.022671331656546168, -0.44213814368878135, -0.1661663353763166, -0.26926795893503075, -0.04613522381283851, -0.3814534856508287, -0.34242041756174174, 0.127511287774559, -0.030746103854614657, -0.054608427756799686, -0.1487362583428775, 0.2069379981694716, -0.23891537961787998, -0.22376470162910278, -0.22142764403217502, -0.46082087728307536, -0.42195375140786945, -0.27536866825317036, -0.039062530066809494, -0.1193644608862089, 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-0.2024344642830046, -0.29553182119305055, -0.04122495679084841, -0.13389028581088472, -0.1820430785566703, -0.1502739897313838, -0.046054000998842, -0.2384055494617139, 0.16498589467862845, -0.17570690940558295, -0.3342257997813264, -0.41167078573354665, -0.48230205916941693, -0.16385470894772278, -0.09460216134687374, -0.4534240398646507, 0.004968392013559486, -0.08274013496829763, -0.11796669383316555, -0.2695414129488492, -0.4382223562651499, -0.43309454012313375, 0.08906675565825105, -0.26545444197098594, -0.3680809835169428, 0.05285030203648603, 0.14998014097997345, -0.4990842668665018, -0.4227870890773194, -0.1680917639407776, -0.37968275344329355, -0.4882358402765566, -0.2359909041929873, 0.289270656134039], 'char_orbit_index': 15, 'conrey_index': 149, 'dual_conrey_index': 182, 'dual_embedding_index': 8, 'dual_embedding_m': 360, 'embedding_index': 8, 'embedding_m': 272, 'hecke_orbit': 1, 'hecke_orbit_code': 962106228943, 'label': '207.2.o.a.149.8', 'level': 207, 'weight': 2}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': 828, 'analytic_conductor': 1.652903321840504, 'char_conductor': 207, 'char_degree': 20, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 66, 'char_parity': 1, 'char_values': [207, 66, [47, 28], [55, 3]], 'conrey_index': 5, 'cusp_dim': 440, 'dim': 440, 'eis_dim': 80, 'eis_new_dim': 80, 'hecke_cutter_primes': [], 'hecke_orbit_code': 962106228943, 'hecke_orbit_dims': [440], 'label': '207.2.o', 'level': 207, '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, 23], 'level_radical': 69, 'mf_dim': 520, 'mf_new_dim': 520, 'num_forms': 1, 'prim_orbit_index': 15, 'relative_dim': 22, 'sturm_bound': 48, 'trace_bound': 0, 'trace_display': [-27, -16, -33, -11], 'traces': [440, -27, -16, -29, -33, -25, -11, 0, -16, -44, -33, -22, -9, -33, 0, 3, 0, -39, -44, -33, -55, 0, -27, 52, 11, 0, -79, -44, 27, -66, -3, -33, 0, -11, 0, 23, -44, -33, -40, -77, 9, -22, -11, 0, 0, -36, -120, -56, 35, -3, -22, -38, 0, 42, -44, 165, 11, -10, -9, 88, -11, 0, 33, -22, 198, 33, -11, 0, 3, -70, 0, 14, -36, 231, -13, -11, 39, 3, -11, 0, 172, -10, 66, -110, 1, -33, -196, -99, 0, 418, 0, 63, -188, -42, -93, -82, 22, 0, 242, -8, -15, -176, -11, -105, -154, -11, 0, 282, -44, -261, -66, -11, -33, 0, -65, 0, -2, -28, 87, 66, -19, 396, 112, 82, 0, 165, -12, -237, 66, -11, 201, 143, -23, 0, 132, 0, 0, 466, 4, 561, -47, -28, 0, 28, -44, -54, 172, -11, 231, 38, 39, 0, 11, -54, -33, 520, -11, 396, -66, 0, 0, -28, 12, -9, 270, -11, -93, -143, -35, 0, -121, 484, 9, 215, -11, -297, -19, -11, 0, -308, -374, -165, 0, 8, -114, -305, 19, 0, -176, 112, -330, -454, -51, -297, -264, -11, 0, -385, 418, -720, -264, -25, -363, -55, -11, 0, -400, -24, -234, -374, -27, -561, 72, -11, 0, -729, 154, -429, -200, 87, -396, 528, 45, 0, -209, 220, -264, -605, 0, -471, 112, 43, 0, -693, -88, 3, -198, -53, -87, 484, -11, 0, -26, -44, 165, -302, 88, 345, 440, -11, 0, 0, -116, 438, -34, 37, -153, 495, -5, 0, 250, -142, 627, 33, -167, 303, 253, -11, 0, 594, -12, 1089, 275, 165, 0, 76, -2, 0, 282, -316, 891, -1, -11, 30, 53, -297, 0, 514, 32, 891, 88, -50, -33, -200, 121, 0, 418, 0, 483, -264, -53, -21, -1, -11, 0, 561, 0, 375, -55, -11, 3, -228, -143, 0, 306, -44, -315, 22, -11, 693, 0, 289, 0, 421, -132, 165, 44, 69, 528, -185, -45, 0, 88, 332, -177, 528, -11, 522, -110, -129, 0, 55, -44, 0, 932, -156, 345, 148, 87, 0, -186, -396, -129, 688, -11, 957, 71, 44, 0, -352, -160, -33, 863, 33, 396, -198, 0, 0, 36, 164, 153, 1163, -11, -174, -429, 163, 0, -682, -308, -420, 310, 253, -264, -573, 121, 0, -550, -44, -495, 0, 109, -456, -480, 458, 0, -1243, 300, -858, -347, 231, -693, -847, 65, 0, -737, -440, -801, -374, 339, -1485, -55, 231, 0, -1431, 44, -1278, -214, 366, -561, 78, 385, 0, -440, 220, -759, -730, 193, -1254, -176, 211, 0, -578, -44, -1221, -814, 0, -639, -426, 51, 0, -595, -44, -60, -880, 361, -717, 187, 253, 0, 36, -44, 165, -348, 55, 408, 616, -11, 0, 0, 40, 12, -83, -303, -351, 308, 41, 0, 893, 64, 429, -143, 405, 159, 132, -11, 0, 517, 128, 396, -121, -11, 0, 125, -74, 0, 324, 72, 1617, -193, -121, 135, -24, 88, 0, 384, -412, 363, -110, 99, -33, -338, -11, 0, 1518, 0, 789, -156, 41, 99, 165, -143, 0, 891, 146, 600, 209, -253, 264, -142, 385, 0, 1507, -44, -378, 143, -11, 1089, 0, -25, 0, 655, -104, 279, 363, 37, 1419, -64, -31, 0, 781, -96, -399, 550, -99, 1257, 319, 105, 0, 231, -484, 0, 1444, 158, 897, 250, -91, 0, -39, -44, -183, 818, -11, 1155, -294, -341, 0, 176, 516, -33, 883, -11, 660, -22, 0, 0, 516, -588, -3, 852, -154, 459, -429, 22, 0, -319, -308, -540, -70, -143, 396, 29, -341, 0, -990, 220, -759, 0, -163, 114, -486, -276, 0, -693, -956, -561, -635, -150, -1353, 88, -209, 0, -1562, -176, -501, -682, -27, -660, 440, -176, 0, -1117, 468, -285, -441, -154, -429, 214, -407, 0, -866, -572, -1419, -524, -439, -627, 330, -259, 0, -440, -660, -231, -979, 0, -1623, 786, -13, 0, -1207, -308, 63, -385, -236, -120, 1254, -143, 0, -108, -616, 429, -1115, -242, 294, 781, -209, 0, 0, -216, 846, -235, 283, -612, 737, 15, 0, 578, -20, 891, -44, 19, 741, 770, -495, 0, 825, -42, 2013, -33, -495, 0, 654, 82, 0, 378, 116, 1023, 84, 121, 120, 134, -121, 0, 736, -176, 1848, -154, 101, 132, 115, -275, 0, 638, 0, 1005, 328, 61, 411, 336, 451, 0, 1716, -8, 1299, 99, -11, 504, -208, -11, 0, 773, -44, 117, 836, -11, 627, 0, -269, 0, 1024, 48, 990, 759, -89, 561, -56, 325, 0, 88, -358, -267, 1166, -11, 1296, -132, -198, 0, 473, -44, 0, 605, -172, 741, -3, -323, 0, -343, 748, -303, 1075, -11, 561, 226, 412, 0, -396, -114, -726, 172, -11, 132, -957, 0, 0, -558, 400, -399, 1165, -11, -333, -792, -143, 0, -924, 1144, -465, -99, -11, -924, -1790, 176, 0, -902, 88, -1485, 0, -59, -348, -239, 6, 0, -1936, 732, -1353, -821, -33, -1320, -561, -41, 0, -1188, 2002, -1485, -814, -201, -1287, -1155, -33, 0, -2390, 28, -1707, 82, -455, -2013, 36, -11, 0, -1045, 1210, -1254, -1000, 331, -1881, -429, 127, 0, -722, 1276, -891, -935, 0, -1113, -76, 33, 0, -956, 484, -18, -1650, -435, -1962, -330, -11, 0, 72, 748, -165, -983, 550, -477, -286, -11, 0, 0, 208, -1020, -236, 39, -1134, -308, -333, 0, 1297, 168, 891, -594, -451, 255, -55, 88, 0, 1133, 124, 66, -418, 319, 0, -16, -36, 0, 996, -380, 891, -352, -11, 507, 482, -77, 0, 737, 718, 891, -363, -233, 1155, -354, 297, 0, 2464, 0, 2313, -664, 102, -27, 373, -121, 0, 1870, 668, 303, 220, -11, 1596, -338, -143, 0, 2173, -44, 111, 11, -451, 957, 0, 384, 0, 1015, -660, 804, 792, 83, 2277, -206, 33, 0, 1848, 424, -174, 319, -11, 1713, -440, -245, 0, 1232, 528, 0, 1125, -188, 639, -196, 271, 0, 840, -682, -942, 320, 121, 1122, -390, 247, 0, -154, -550, -429, 26, 253, 1155, -396, 0, 0, 202, 1296, -1137, 496, 253, 42, -561, 156, 0, -594, -1430], 'weight': 2, '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: 11553309
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 149, 'target_dim': 440, 'target_embedding_index': 8, 'target_hecke_orbit_code': 962106228943, 'target_is_minimal': True, 'target_label': '207.2.o.a.149.8', 'target_level': 207, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 11553310
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 287, 'target_dim': 440, 'target_embedding_index': 15, 'target_hecke_orbit_code': 1236984136301, 'target_is_minimal': False, 'target_label': '621.2.s.a.287.15', 'target_level': 621, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
  • id: 11553311
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 11, 'target_dim': 440, 'target_embedding_index': 8, 'target_hecke_orbit_code': 962106228943, 'target_is_minimal': True, 'target_label': '207.2.o.a.11.8', 'target_level': 207, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 2}
  • id: 11553312
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 494, 'target_dim': 440, 'target_embedding_index': 15, 'target_hecke_orbit_code': 1236984136301, 'target_is_minimal': False, 'target_label': '621.2.s.a.494.15', 'target_level': 621, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 2}
  • id: 11553313
    {'conductor': 23, 'degree': 10, 'order': 22, 'parity': -1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 113, 'target_dim': 440, 'target_embedding_index': 8, 'target_hecke_orbit_code': 962106228943, 'target_is_minimal': True, 'target_label': '207.2.o.a.113.8', 'target_level': 207, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '23.21', 'twisting_conrey_index': 21, 'weight': 2}
  • id: 11553314
    {'conductor': 69, 'degree': 10, 'order': 22, 'parity': 1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 44, 'target_dim': 440, 'target_embedding_index': 15, 'target_hecke_orbit_code': 1236984136301, 'target_is_minimal': False, 'target_label': '621.2.s.a.44.15', 'target_level': 621, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '69.44', 'twisting_conrey_index': 44, 'weight': 2}
  • id: 11553315
    {'conductor': 207, 'degree': 20, 'order': 66, 'parity': 1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 182, 'target_dim': 440, 'target_embedding_index': 8, 'target_hecke_orbit_code': 962106228943, 'target_is_minimal': True, 'target_label': '207.2.o.a.182.8', 'target_level': 207, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '207.182', 'twisting_conrey_index': 182, 'weight': 2}
  • id: 11553316
    {'conductor': 207, 'degree': 20, 'order': 66, 'parity': -1, 'source_conrey_index': 149, 'source_dim': 440, 'source_embedding_index': 8, 'source_hecke_orbit_code': 962106228943, 'source_is_minimal': True, 'source_label': '207.2.o.a.149.8', 'source_level': 207, 'target_conrey_index': 251, 'target_dim': 440, 'target_embedding_index': 15, 'target_hecke_orbit_code': 1236984136301, 'target_is_minimal': False, 'target_label': '621.2.s.a.251.15', 'target_level': 621, 'twist_class_label': '207.2.o.a.11.8', 'twist_class_level': 207, 'twisting_char_label': '207.205', 'twisting_conrey_index': 205, 'weight': 2}
• hecke_orbit_code 962106228943 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': 15, 'hecke_orbit': 1, 'label': '207.2.o.a', 'level': 207, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 11700624
    {'hecke_orbit_code': 962106228943, 'n': 1, 'trace_an': 440}
  • id: 11700625
    {'hecke_orbit_code': 962106228943, 'n': 2, 'trace_an': -27}
  • id: 11700626
    {'hecke_orbit_code': 962106228943, 'n': 3, 'trace_an': -16}
  • id: 11700627
    {'hecke_orbit_code': 962106228943, 'n': 4, 'trace_an': -29}
  • id: 11700628
    {'hecke_orbit_code': 962106228943, 'n': 5, 'trace_an': -33}
  • id: 11700629
    {'hecke_orbit_code': 962106228943, 'n': 6, 'trace_an': -25}
  • id: 11700630
    {'hecke_orbit_code': 962106228943, 'n': 7, 'trace_an': -11}
  • id: 11700631
    {'hecke_orbit_code': 962106228943, 'n': 8, 'trace_an': 0}
  • id: 11700632
    {'hecke_orbit_code': 962106228943, 'n': 9, 'trace_an': -16}
  • id: 11700633
    {'hecke_orbit_code': 962106228943, 'n': 10, 'trace_an': -44}
  • id: 11700634
    {'hecke_orbit_code': 962106228943, 'n': 11, 'trace_an': -33}
  • id: 11700635
    {'hecke_orbit_code': 962106228943, 'n': 12, 'trace_an': -22}
  • id: 11700636
    {'hecke_orbit_code': 962106228943, 'n': 13, 'trace_an': -9}
  • id: 11700637
    {'hecke_orbit_code': 962106228943, 'n': 14, 'trace_an': -33}
  • id: 11700638
    {'hecke_orbit_code': 962106228943, 'n': 15, 'trace_an': 0}
  • id: 11700639
    {'hecke_orbit_code': 962106228943, 'n': 16, 'trace_an': 3}
  • id: 11700640
    {'hecke_orbit_code': 962106228943, 'n': 17, 'trace_an': 0}
  • id: 11700641
    {'hecke_orbit_code': 962106228943, 'n': 18, 'trace_an': -39}
  • id: 11700642
    {'hecke_orbit_code': 962106228943, 'n': 19, 'trace_an': -44}
  • id: 11700643
    {'hecke_orbit_code': 962106228943, 'n': 20, 'trace_an': -33}
  • id: 11700644
    {'hecke_orbit_code': 962106228943, 'n': 21, 'trace_an': -55}
  • id: 11700645
    {'hecke_orbit_code': 962106228943, 'n': 22, 'trace_an': 0}
  • id: 11700646
    {'hecke_orbit_code': 962106228943, 'n': 23, 'trace_an': -27}
  • id: 11700647
    {'hecke_orbit_code': 962106228943, 'n': 24, 'trace_an': 52}
  • id: 11700648
    {'hecke_orbit_code': 962106228943, 'n': 25, 'trace_an': 11}
  • id: 11700649
    {'hecke_orbit_code': 962106228943, 'n': 26, 'trace_an': 0}
  • id: 11700650
    {'hecke_orbit_code': 962106228943, 'n': 27, 'trace_an': -79}
  • id: 11700651
    {'hecke_orbit_code': 962106228943, 'n': 28, 'trace_an': -44}
  • id: 11700652
    {'hecke_orbit_code': 962106228943, 'n': 29, 'trace_an': 27}
  • id: 11700653
    {'hecke_orbit_code': 962106228943, 'n': 30, 'trace_an': -66}
  • id: 11700654
    {'hecke_orbit_code': 962106228943, 'n': 31, 'trace_an': -3}
  • id: 11700655
    {'hecke_orbit_code': 962106228943, 'n': 32, 'trace_an': -33}
  • id: 11700656
    {'hecke_orbit_code': 962106228943, 'n': 33, 'trace_an': 0}
  • id: 11700657
    {'hecke_orbit_code': 962106228943, 'n': 34, 'trace_an': -11}
  • id: 11700658
    {'hecke_orbit_code': 962106228943, 'n': 35, 'trace_an': 0}
  • id: 11700659
    {'hecke_orbit_code': 962106228943, 'n': 36, 'trace_an': 23}
  • id: 11700660
    {'hecke_orbit_code': 962106228943, 'n': 37, 'trace_an': -44}
  • id: 11700661
    {'hecke_orbit_code': 962106228943, 'n': 38, 'trace_an': -33}
  • id: 11700662
    {'hecke_orbit_code': 962106228943, 'n': 39, 'trace_an': -40}
  • id: 11700663
    {'hecke_orbit_code': 962106228943, 'n': 40, 'trace_an': -77}
  • id: 11700664
    {'hecke_orbit_code': 962106228943, 'n': 41, 'trace_an': 9}
  • id: 11700665
    {'hecke_orbit_code': 962106228943, 'n': 42, 'trace_an': -22}
  • id: 11700666
    {'hecke_orbit_code': 962106228943, 'n': 43, 'trace_an': -11}
  • id: 11700667
    {'hecke_orbit_code': 962106228943, 'n': 44, 'trace_an': 0}
  • id: 11700668
    {'hecke_orbit_code': 962106228943, 'n': 45, 'trace_an': 0}
  • id: 11700669
    {'hecke_orbit_code': 962106228943, 'n': 46, 'trace_an': -36}
  • id: 11700670
    {'hecke_orbit_code': 962106228943, 'n': 47, 'trace_an': -120}
  • id: 11700671
    {'hecke_orbit_code': 962106228943, 'n': 48, 'trace_an': -56}
  • id: 11700672
    {'hecke_orbit_code': 962106228943, 'n': 49, 'trace_an': 35}
  • id: 11700673
    {'hecke_orbit_code': 962106228943, 'n': 50, 'trace_an': -3}
  • id: 11700674
    {'hecke_orbit_code': 962106228943, 'n': 51, 'trace_an': -22}
  • id: 11700675
    {'hecke_orbit_code': 962106228943, 'n': 52, 'trace_an': -38}
  • id: 11700676
    {'hecke_orbit_code': 962106228943, 'n': 53, 'trace_an': 0}
  • id: 11700677
    {'hecke_orbit_code': 962106228943, 'n': 54, 'trace_an': 42}
  • id: 11700678
    {'hecke_orbit_code': 962106228943, 'n': 55, 'trace_an': -44}
  • id: 11700679
    {'hecke_orbit_code': 962106228943, 'n': 56, 'trace_an': 165}
  • id: 11700680
    {'hecke_orbit_code': 962106228943, 'n': 57, 'trace_an': 11}
  • id: 11700681
    {'hecke_orbit_code': 962106228943, 'n': 58, 'trace_an': -10}
  • id: 11700682
    {'hecke_orbit_code': 962106228943, 'n': 59, 'trace_an': -9}
  • id: 11700683
    {'hecke_orbit_code': 962106228943, 'n': 60, 'trace_an': 88}
  • id: 11700684
    {'hecke_orbit_code': 962106228943, 'n': 61, 'trace_an': -11}
  • id: 11700685
    {'hecke_orbit_code': 962106228943, 'n': 62, 'trace_an': 0}
  • id: 11700686
    {'hecke_orbit_code': 962106228943, 'n': 63, 'trace_an': 33}
  • id: 11700687
    {'hecke_orbit_code': 962106228943, 'n': 64, 'trace_an': -22}
  • id: 11700688
    {'hecke_orbit_code': 962106228943, 'n': 65, 'trace_an': 198}
  • id: 11700689
    {'hecke_orbit_code': 962106228943, 'n': 66, 'trace_an': 33}
  • id: 11700690
    {'hecke_orbit_code': 962106228943, 'n': 67, 'trace_an': -11}
  • id: 11700691
    {'hecke_orbit_code': 962106228943, 'n': 68, 'trace_an': 0}
  • id: 11700692
    {'hecke_orbit_code': 962106228943, 'n': 69, 'trace_an': 3}
  • id: 11700693
    {'hecke_orbit_code': 962106228943, 'n': 70, 'trace_an': -70}
  • id: 11700694
    {'hecke_orbit_code': 962106228943, 'n': 71, 'trace_an': 0}
  • id: 11700695
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  • id: 11700696
    {'hecke_orbit_code': 962106228943, 'n': 73, 'trace_an': -36}
  • id: 11700697
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  • id: 11700698
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  • id: 11700699
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  • id: 11700700
    {'hecke_orbit_code': 962106228943, 'n': 77, 'trace_an': 39}
  • id: 11700701
    {'hecke_orbit_code': 962106228943, 'n': 78, 'trace_an': 3}
  • id: 11700702
    {'hecke_orbit_code': 962106228943, 'n': 79, 'trace_an': -11}
  • id: 11700703
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  • id: 11700704
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  • id: 11700705
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  • id: 11700706
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  • id: 11700707
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  • id: 11700708
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  • id: 11700709
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  • id: 11700710
    {'hecke_orbit_code': 962106228943, 'n': 87, 'trace_an': -196}
  • id: 11700711
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  • id: 11700712
    {'hecke_orbit_code': 962106228943, 'n': 89, 'trace_an': 0}
  • id: 11700713
    {'hecke_orbit_code': 962106228943, 'n': 90, 'trace_an': 418}
  • id: 11700714
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  • id: 11700715
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  • id: 11700716
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  • id: 11700717
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  • id: 11700718
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  • id: 11700719
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  • id: 11700720
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  • id: 11700721
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  • id: 11700722
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  • id: 11700723
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  • id: 11700724
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  • id: 11700725
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  • id: 11700726
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  • id: 11700727
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  • id: 11700728
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  • id: 11700729
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  • id: 11700730
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  • id: 11700731
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  • id: 11700732
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  • id: 11700733
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  • id: 11700734
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  • id: 11700735
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  • id: 11700736
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  • id: 11700737
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  • id: 11700738
    {'hecke_orbit_code': 962106228943, 'n': 157, 'trace_an': -11}
  • id: 11700739
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  • id: 11700740
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  • id: 11700741
    {'hecke_orbit_code': 962106228943, 'n': 169, 'trace_an': -35}
  • id: 11700742
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  • id: 11700743
    {'hecke_orbit_code': 962106228943, 'n': 179, 'trace_an': 0}
  • id: 11700744
    {'hecke_orbit_code': 962106228943, 'n': 181, 'trace_an': -374}
  • id: 11700745
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  • id: 11700746
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  • id: 11700747
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  • id: 11700748
    {'hecke_orbit_code': 962106228943, 'n': 199, 'trace_an': 418}
  • id: 11700749
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  • id: 11700750
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  • id: 11700751
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  • id: 11700752
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  • id: 11700753
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  • id: 11700754
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  • id: 11700755
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  • id: 11700756
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  • id: 11700757
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  • id: 11700758
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  • id: 11700759
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  • id: 11700760
    {'hecke_orbit_code': 962106228943, 'n': 263, 'trace_an': 627}
  • id: 11700761
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  • id: 11700762
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  • id: 11700763
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  • id: 11700764
    {'hecke_orbit_code': 962106228943, 'n': 281, 'trace_an': 891}
  • id: 11700765
    {'hecke_orbit_code': 962106228943, 'n': 283, 'trace_an': -11}
  • id: 11700766
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  • id: 11700767
    {'hecke_orbit_code': 962106228943, 'n': 293, 'trace_an': -33}
  • id: 11700768
    {'hecke_orbit_code': 962106228943, 'n': 307, 'trace_an': 0}
  • id: 11700769
    {'hecke_orbit_code': 962106228943, 'n': 311, 'trace_an': 3}
  • id: 11700770
    {'hecke_orbit_code': 962106228943, 'n': 313, 'trace_an': -143}
  • id: 11700771
    {'hecke_orbit_code': 962106228943, 'n': 317, 'trace_an': -315}
  • id: 11700772
    {'hecke_orbit_code': 962106228943, 'n': 331, 'trace_an': -45}
  • id: 11700773
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  • id: 11700774
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  • id: 11700775
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  • id: 11700776
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  • id: 11700777
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  • id: 11700778
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  • id: 11700779
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  • id: 11700780
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  • id: 11700781
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  • id: 11700782
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  • id: 11700783
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  • id: 11700784
    {'hecke_orbit_code': 962106228943, 'n': 389, 'trace_an': -495}
  • id: 11700785
    {'hecke_orbit_code': 962106228943, 'n': 397, 'trace_an': 300}
  • id: 11700786
    {'hecke_orbit_code': 962106228943, 'n': 401, 'trace_an': -693}
  • id: 11700787
    {'hecke_orbit_code': 962106228943, 'n': 409, 'trace_an': 339}
  • id: 11700788
    {'hecke_orbit_code': 962106228943, 'n': 419, 'trace_an': -561}
  • id: 11700789
    {'hecke_orbit_code': 962106228943, 'n': 421, 'trace_an': 385}
  • id: 11700790
    {'hecke_orbit_code': 962106228943, 'n': 431, 'trace_an': 0}
  • id: 11700791
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  • id: 11700792
    {'hecke_orbit_code': 962106228943, 'n': 439, 'trace_an': 51}
  • id: 11700793
    {'hecke_orbit_code': 962106228943, 'n': 443, 'trace_an': -60}
  • id: 11700794
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  • id: 11700795
    {'hecke_orbit_code': 962106228943, 'n': 457, 'trace_an': -11}
  • id: 11700796
    {'hecke_orbit_code': 962106228943, 'n': 461, 'trace_an': 12}
  • id: 11700797
    {'hecke_orbit_code': 962106228943, 'n': 463, 'trace_an': -303}
  • id: 11700798
    {'hecke_orbit_code': 962106228943, 'n': 467, 'trace_an': 0}
  • id: 11700799
    {'hecke_orbit_code': 962106228943, 'n': 479, 'trace_an': 396}
  • id: 11700800
    {'hecke_orbit_code': 962106228943, 'n': 487, 'trace_an': 72}
  • id: 11700801
    {'hecke_orbit_code': 962106228943, 'n': 491, 'trace_an': 135}
  • id: 11700802
    {'hecke_orbit_code': 962106228943, 'n': 499, 'trace_an': 99}
  • id: 11700803
    {'hecke_orbit_code': 962106228943, 'n': 503, 'trace_an': 0}
  • id: 11700804
    {'hecke_orbit_code': 962106228943, 'n': 509, 'trace_an': 99}
  • id: 11700805
    {'hecke_orbit_code': 962106228943, 'n': 512, 'trace_an': 0}
  • id: 11700806
    {'hecke_orbit_code': 962106228943, 'n': 521, 'trace_an': 0}
  • id: 11700807
    {'hecke_orbit_code': 962106228943, 'n': 523, 'trace_an': -44}
  • id: 11700808
    {'hecke_orbit_code': 962106228943, 'n': 529, 'trace_an': -25}
  • id: 11700809
    {'hecke_orbit_code': 962106228943, 'n': 541, 'trace_an': -96}
  • id: 11700810
    {'hecke_orbit_code': 962106228943, 'n': 547, 'trace_an': 105}
  • id: 11700811
    {'hecke_orbit_code': 962106228943, 'n': 557, 'trace_an': 0}
  • id: 11700812
    {'hecke_orbit_code': 962106228943, 'n': 563, 'trace_an': 1155}
  • id: 11700813
    {'hecke_orbit_code': 962106228943, 'n': 569, 'trace_an': -33}
  • id: 11700814
    {'hecke_orbit_code': 962106228943, 'n': 571, 'trace_an': -11}
  • id: 11700815
    {'hecke_orbit_code': 962106228943, 'n': 577, 'trace_an': -588}
  • id: 11700816
    {'hecke_orbit_code': 962106228943, 'n': 587, 'trace_an': -540}
  • id: 11700817
    {'hecke_orbit_code': 962106228943, 'n': 593, 'trace_an': 0}
  • id: 11700818
    {'hecke_orbit_code': 962106228943, 'n': 599, 'trace_an': 114}
  • id: 11700819
    {'hecke_orbit_code': 962106228943, 'n': 601, 'trace_an': -276}
  • id: 11700820
    {'hecke_orbit_code': 962106228943, 'n': 607, 'trace_an': -150}
  • id: 11700821
    {'hecke_orbit_code': 962106228943, 'n': 613, 'trace_an': -176}
  • id: 11700822
    {'hecke_orbit_code': 962106228943, 'n': 617, 'trace_an': -660}
  • id: 11700823
    {'hecke_orbit_code': 962106228943, 'n': 619, 'trace_an': -176}
  • id: 11700824
    {'hecke_orbit_code': 962106228943, 'n': 625, 'trace_an': -154}
  • id: 11700825
    {'hecke_orbit_code': 962106228943, 'n': 631, 'trace_an': -572}
  • id: 11700826
    {'hecke_orbit_code': 962106228943, 'n': 641, 'trace_an': -231}
  • id: 11700827
    {'hecke_orbit_code': 962106228943, 'n': 643, 'trace_an': 0}
  • id: 11700828
    {'hecke_orbit_code': 962106228943, 'n': 647, 'trace_an': 0}
  • id: 11700829
    {'hecke_orbit_code': 962106228943, 'n': 653, 'trace_an': -120}
  • id: 11700830
    {'hecke_orbit_code': 962106228943, 'n': 659, 'trace_an': 429}
  • id: 11700831
    {'hecke_orbit_code': 962106228943, 'n': 661, 'trace_an': -242}
  • id: 11700832
    {'hecke_orbit_code': 962106228943, 'n': 673, 'trace_an': 15}
  • id: 11700833
    {'hecke_orbit_code': 962106228943, 'n': 677, 'trace_an': 891}
  • id: 11700834
    {'hecke_orbit_code': 962106228943, 'n': 683, 'trace_an': 0}
  • id: 11700835
    {'hecke_orbit_code': 962106228943, 'n': 691, 'trace_an': 82}
  • id: 11700836
    {'hecke_orbit_code': 962106228943, 'n': 701, 'trace_an': 0}
  • id: 11700837
    {'hecke_orbit_code': 962106228943, 'n': 709, 'trace_an': -275}
  • id: 11700838
    {'hecke_orbit_code': 962106228943, 'n': 719, 'trace_an': 0}
  • id: 11700839
    {'hecke_orbit_code': 962106228943, 'n': 727, 'trace_an': -11}
  • id: 11700840
    {'hecke_orbit_code': 962106228943, 'n': 729, 'trace_an': 773}
  • id: 11700841
    {'hecke_orbit_code': 962106228943, 'n': 733, 'trace_an': -11}
  • id: 11700842
    {'hecke_orbit_code': 962106228943, 'n': 739, 'trace_an': 48}
  • id: 11700843
    {'hecke_orbit_code': 962106228943, 'n': 743, 'trace_an': 561}
  • id: 11700844
    {'hecke_orbit_code': 962106228943, 'n': 751, 'trace_an': -11}
  • id: 11700845
    {'hecke_orbit_code': 962106228943, 'n': 757, 'trace_an': -44}
  • id: 11700846
    {'hecke_orbit_code': 962106228943, 'n': 761, 'trace_an': 741}
  • id: 11700847
    {'hecke_orbit_code': 962106228943, 'n': 769, 'trace_an': -11}
  • id: 11700848
    {'hecke_orbit_code': 962106228943, 'n': 773, 'trace_an': 0}
  • id: 11700849
    {'hecke_orbit_code': 962106228943, 'n': 787, 'trace_an': -11}
  • id: 11700850
    {'hecke_orbit_code': 962106228943, 'n': 797, 'trace_an': -924}
  • id: 11700851
    {'hecke_orbit_code': 962106228943, 'n': 809, 'trace_an': 0}
  • id: 11700852
    {'hecke_orbit_code': 962106228943, 'n': 811, 'trace_an': 732}
  • id: 11700853
    {'hecke_orbit_code': 962106228943, 'n': 821, 'trace_an': -1485}
  • id: 11700854
    {'hecke_orbit_code': 962106228943, 'n': 823, 'trace_an': -201}
  • id: 11700855
    {'hecke_orbit_code': 962106228943, 'n': 827, 'trace_an': 0}
  • id: 11700856
    {'hecke_orbit_code': 962106228943, 'n': 829, 'trace_an': 28}
  • id: 11700857
    {'hecke_orbit_code': 962106228943, 'n': 839, 'trace_an': -1254}
  • id: 11700858
    {'hecke_orbit_code': 962106228943, 'n': 841, 'trace_an': 331}
  • id: 11700859
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  • id: 11700860
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  • id: 11700861
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  • id: 11700862
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  • id: 11700863
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  • id: 11700864
    {'hecke_orbit_code': 962106228943, 'n': 881, 'trace_an': 0}
  • id: 11700865
    {'hecke_orbit_code': 962106228943, 'n': 883, 'trace_an': 168}
  • id: 11700866
    {'hecke_orbit_code': 962106228943, 'n': 887, 'trace_an': 255}
  • id: 11700867
    {'hecke_orbit_code': 962106228943, 'n': 907, 'trace_an': -77}
  • id: 11700868
    {'hecke_orbit_code': 962106228943, 'n': 911, 'trace_an': 891}
  • id: 11700869
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  • id: 11700870
    {'hecke_orbit_code': 962106228943, 'n': 929, 'trace_an': 303}
  • id: 11700871
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  • id: 11700872
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  • id: 11700873
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  • id: 11700874
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  • id: 11700875
    {'hecke_orbit_code': 962106228943, 'n': 961, 'trace_an': -245}
  • id: 11700876
    {'hecke_orbit_code': 962106228943, 'n': 967, 'trace_an': -188}
  • id: 11700877
    {'hecke_orbit_code': 962106228943, 'n': 971, 'trace_an': 0}
  • id: 11700878
    {'hecke_orbit_code': 962106228943, 'n': 977, 'trace_an': 1122}
  • id: 11700879
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  • id: 11700880
    {'hecke_orbit_code': 962106228943, 'n': 991, 'trace_an': 1296}
  • id: 11700881
    {'hecke_orbit_code': 962106228943, 'n': 997, 'trace_an': 156}