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{'Nk2': 32000, 'analytic_conductor': 183.05335724510462, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [80, 1, [31, 21, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 38846113201542613875115578681, 'field_disc_factorization': [[3, 1], [145858987, 1], [88775499315062462521, 1]], 'field_poly': [8077617181385444, -341671644076, -214954323, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [2048939287964476416, 27175390721280, -3435711792, -3080, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197727137872, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 353894400, 'hecke_ring_index_factorization': [[2, 19], [3, 3], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '80.20.a.h', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '20.20.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(770-\\beta _{1})q^{3}+5^{9}q^{5}+(-37055510+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.20.a', 'trace_display': [0, 3080, 7812500, -148222040], 'trace_hash': 916958588470640769, 'trace_moments': 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mf_hecke_nf • Show schema
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1], 'hecke_orbit_code': 31525197727137872, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 63, 21], 'hecke_ring_inverse_denominators': [1, 4, 16, 4], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [2, 1, 0, 0], [1719634600, 9548, 3, 1], [1026304658174, 139805319, 7635, 2461]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-2, 4, 0, 0], [801487176952, -116307691, -9844, 1], [-837599102536, 115505659, 10180, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '80.20.a.h', 'level': 80, 'maxp': 2999, 'weight': 20}
-
mf_newspaces • Show schema
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{'ALdims': [10, 9, 9, 10], 'Nk2': 32000, 'analytic_conductor': 183.05335724510462, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [80, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 222, 'dim': 38, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 335544400, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 4, 4, 4, 5, 5, 5], 'label': '80.20.a', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 234, 'mf_new_dim': 38, 'num_forms': 12, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 240, 'trace_bound': 3, 'trace_display': [0, -39366, 0, 287433906], 'traces': [38, 0, -39366, 0, 0, 0, 287433906, 0, 16340925866, 0, 11401439596, 0, 0, 0, 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mf_twists_nf • Show schema
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id: 71482
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '80.20.a.h', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '20.20.a.b', 'target_level': 20, 'twist_class_label': '20.20.a.b', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 71483
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '80.20.a.h', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '80.20.a.h', 'target_level': 80, 'twist_class_label': '20.20.a.b', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
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id: 71484
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '80.20.a.h', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.20.a.c', 'target_level': 100, 'twist_class_label': '20.20.a.b', 'twist_class_level': 20, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 20}
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id: 71485
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '80.20.a.h', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.20.c.c', 'target_level': 100, 'twist_class_label': '20.20.a.b', 'twist_class_level': 20, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 20}
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mf_hecke_charpolys • Show schema
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id: 252375
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 31525197727137872, 'p': 2}
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id: 252376
{'charpoly_factorization': [[[2048939287964476416, 27175390721280, -3435711792, -3080, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 3}
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id: 252377
{'charpoly_factorization': [[[-1953125, 1], 4]], 'hecke_orbit_code': 31525197727137872, 'p': 5}
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id: 252378
{'charpoly_factorization': [[[431476831340241586763195729022976, -3456435082586027199024640, -38580390460211952, 148222040, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 7}
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id: 252379
{'charpoly_factorization': [[[3845873999752828131779690976745322400000, 288043955841187868562491328000, -144515812736133194400, -2334973920, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 11}
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id: 252380
{'charpoly_factorization': [[[-389255923548570931062360061312991764055024, 142439936483421599069975961298720, -2359083692430308491752, -57423224120, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 13}
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id: 252381
{'charpoly_factorization': [[[2529256384055710193529071307560260040269379856, 13098553440048654877479894612593760, -371391414463774234588968, 465961763160, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 17}
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id: 252382
{'charpoly_factorization': [[[735924351677159074668400509138935513537271613696, 344313906657282221715877356464020736, -2748756294630870150833184, -1624818160624, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 19}
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id: 252383
{'charpoly_factorization': [[[4383642285443988424653657344960239720650932935888896, 1971176140416806235632207352245485662720, -215894385632327754316735728, -10101669670680, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 23}
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id: 252384
{'charpoly_factorization': [[[398284371652307818230569195279973167927599323992241936, -111167340778297001069927015900167412843616, -6182146653025061452898954664, 21802908180264, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 29}
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id: 252385
{'charpoly_factorization': [[[29161962205579618676590894212725145381056503731308609536, 527134040136130964379729284352588159248384, -13750969617033889052341366464, -69517593805936, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 31}
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id: 252386
{'charpoly_factorization': [[[-48227196941593175571846131962733203618986466036899206161904, 157002735574933872975812090974920408037392160, 1009091882718086268416843205528, -2156700568331960, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 37}
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id: 252387
{'charpoly_factorization': [[[-1304156115048520004017336548791615673539995747663331662758384, -5577762340513426776181635784243012320587003424, -6646486225222535734899255147624, -1367657291239944, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 41}
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id: 252388
{'charpoly_factorization': [[[-100054639924676172510925963156223054199749729616063918571520000, -123242579766326445918896358299260515715826944000, -31633539833423785018888776687600, 2895469359165560, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 43}
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id: 252389
{'charpoly_factorization': [[[2588804384804677487785716284461467138860613141358109907177071616, -324651231925610930481327774884109592631508614400, -132523221652582611895406172735408, 1740670005708600, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 47}
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id: 252390
{'charpoly_factorization': [[[-546652843965051043839801174179479098038533754194643250780122510064, 18155348977903877936997877703581710635756338899360, 1630193054086292815889726438244312, -84253756978305240, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 53}
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id: 252391
{'charpoly_factorization': [[[-13658388814908797502517266289032846226724703588509280194938339102464, -411217931523948810630087030860394857860768049363712, 2769684674042902827935343843188064, 152838143056415952, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 59}
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id: 252392
{'charpoly_factorization': [[[-122478703128879994419932317728520506206099433370400949517622826981104, 2488151486996657423355769888203994168364529843276448, -1257304706736522967644741976472616, -211425306591350168, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 61}
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id: 252393
{'charpoly_factorization': [[[-338087747607829196377328277416150647086806945090834425147937976664064, 5020602027455139542907567114335111132709655888010240, 127110877602454829710716494854297488, 656919981274544360, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 67}
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id: 252394
{'charpoly_factorization': [[[-4680977544087797227243750058157518205454898222980931925152638351294464, -44501824958779013132411526590957152666640459634112512, 108384172386677499732232808312172864, 883122322400344752, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 71}
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id: 252395
{'charpoly_factorization': [[[29854939981916144447084926611944162608503601267662312355531630355758096, 42029771092364133139846798486388551168634133031172320, -381816026059416162086700247067767272, -325226727237880520, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 73}
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id: 252396
{'charpoly_factorization': [[[781923732894896801946662570955643364390289367657660670419515157682323456, 918999519420318795851482772808150120385926033940692992, -1742140353727261876993091129015268096, -850256855296398112, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 79}
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id: 252397
{'charpoly_factorization': [[[289771805396684251209553271005359417223854766907644293831254607900312576, 4076386759514338024146519243396293425079552708462534400, -184084573477679609894092907955888048, -3602925283549230600, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 83}
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id: 252398
{'charpoly_factorization': [[[-8258249648199455024626521191131309834092239404993226303625423616178302704, 22949274866646901423592098495259933983805049419829699936, -12647017130274644037661096113480825384, -418548299964421224, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 89}
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id: 252399
{'charpoly_factorization': [[[6508415001723848213302209486900159093790587529164624022450373924158490077456, -1134829570196136474188553508818596995464462041725596732320, -136912412563658850816474903782233678632, 12135517460163032920, 1], 1]], 'hecke_orbit_code': 31525197727137872, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '80.20.a.h', 'level': 80, 'portrait': 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', 'weight': 20}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 49698517
{'hecke_orbit_code': 31525197727137872, 'n': 1, 'trace_an': 4}
-
id: 49698518
{'hecke_orbit_code': 31525197727137872, 'n': 2, 'trace_an': 0}
-
id: 49698519
{'hecke_orbit_code': 31525197727137872, 'n': 3, 'trace_an': 3080}
-
id: 49698520
{'hecke_orbit_code': 31525197727137872, 'n': 4, 'trace_an': 0}
-
id: 49698521
{'hecke_orbit_code': 31525197727137872, 'n': 5, 'trace_an': 7812500}
-
id: 49698522
{'hecke_orbit_code': 31525197727137872, 'n': 6, 'trace_an': 0}
-
id: 49698523
{'hecke_orbit_code': 31525197727137872, 'n': 7, 'trace_an': -148222040}
-
id: 49698524
{'hecke_orbit_code': 31525197727137872, 'n': 8, 'trace_an': 0}
-
id: 49698525
{'hecke_orbit_code': 31525197727137872, 'n': 9, 'trace_an': 2231864116}
-
id: 49698526
{'hecke_orbit_code': 31525197727137872, 'n': 10, 'trace_an': 0}
-
id: 49698527
{'hecke_orbit_code': 31525197727137872, 'n': 11, 'trace_an': 2334973920}
-
id: 49698528
{'hecke_orbit_code': 31525197727137872, 'n': 12, 'trace_an': 0}
-
id: 49698529
{'hecke_orbit_code': 31525197727137872, 'n': 13, 'trace_an': 57423224120}
-
id: 49698530
{'hecke_orbit_code': 31525197727137872, 'n': 14, 'trace_an': 0}
-
id: 49698531
{'hecke_orbit_code': 31525197727137872, 'n': 15, 'trace_an': 6015625000}
-
id: 49698532
{'hecke_orbit_code': 31525197727137872, 'n': 16, 'trace_an': 0}
-
id: 49698533
{'hecke_orbit_code': 31525197727137872, 'n': 17, 'trace_an': -465961763160}
-
id: 49698534
{'hecke_orbit_code': 31525197727137872, 'n': 18, 'trace_an': 0}
-
id: 49698535
{'hecke_orbit_code': 31525197727137872, 'n': 19, 'trace_an': 1624818160624}
-
id: 49698536
{'hecke_orbit_code': 31525197727137872, 'n': 20, 'trace_an': 0}
-
id: 49698537
{'hecke_orbit_code': 31525197727137872, 'n': 21, 'trace_an': 5400395639744}
-
id: 49698538
{'hecke_orbit_code': 31525197727137872, 'n': 22, 'trace_an': 0}
-
id: 49698539
{'hecke_orbit_code': 31525197727137872, 'n': 23, 'trace_an': 10101669670680}
-
id: 49698540
{'hecke_orbit_code': 31525197727137872, 'n': 24, 'trace_an': 0}
-
id: 49698541
{'hecke_orbit_code': 31525197727137872, 'n': 25, 'trace_an': 15258789062500}
-
id: 49698542
{'hecke_orbit_code': 31525197727137872, 'n': 26, 'trace_an': 0}
-
id: 49698543
{'hecke_orbit_code': 31525197727137872, 'n': 27, 'trace_an': -56910507730480}
-
id: 49698544
{'hecke_orbit_code': 31525197727137872, 'n': 28, 'trace_an': 0}
-
id: 49698545
{'hecke_orbit_code': 31525197727137872, 'n': 29, 'trace_an': -21802908180264}
-
id: 49698546
{'hecke_orbit_code': 31525197727137872, 'n': 30, 'trace_an': 0}
-
id: 49698547
{'hecke_orbit_code': 31525197727137872, 'n': 31, 'trace_an': 69517593805936}
-
id: 49698548
{'hecke_orbit_code': 31525197727137872, 'n': 32, 'trace_an': 0}
-
id: 49698549
{'hecke_orbit_code': 31525197727137872, 'n': 33, 'trace_an': -204641262341280}
-
id: 49698550
{'hecke_orbit_code': 31525197727137872, 'n': 34, 'trace_an': 0}
-
id: 49698551
{'hecke_orbit_code': 31525197727137872, 'n': 35, 'trace_an': -289496171875000}
-
id: 49698552
{'hecke_orbit_code': 31525197727137872, 'n': 36, 'trace_an': 0}
-
id: 49698553
{'hecke_orbit_code': 31525197727137872, 'n': 37, 'trace_an': 2156700568331960}
-
id: 49698554
{'hecke_orbit_code': 31525197727137872, 'n': 38, 'trace_an': 0}
-
id: 49698555
{'hecke_orbit_code': 31525197727137872, 'n': 39, 'trace_an': -2385459176165456}
-
id: 49698556
{'hecke_orbit_code': 31525197727137872, 'n': 40, 'trace_an': 0}
-
id: 49698557
{'hecke_orbit_code': 31525197727137872, 'n': 41, 'trace_an': 1367657291239944}
-
id: 49698558
{'hecke_orbit_code': 31525197727137872, 'n': 42, 'trace_an': 0}
-
id: 49698559
{'hecke_orbit_code': 31525197727137872, 'n': 43, 'trace_an': -2895469359165560}
-
id: 49698560
{'hecke_orbit_code': 31525197727137872, 'n': 44, 'trace_an': 0}
-
id: 49698561
{'hecke_orbit_code': 31525197727137872, 'n': 45, 'trace_an': 4359109601562500}
-
id: 49698562
{'hecke_orbit_code': 31525197727137872, 'n': 46, 'trace_an': 0}
-
id: 49698563
{'hecke_orbit_code': 31525197727137872, 'n': 47, 'trace_an': -1740670005708600}
-
id: 49698564
{'hecke_orbit_code': 31525197727137872, 'n': 48, 'trace_an': 0}
-
id: 49698565
{'hecke_orbit_code': 31525197727137872, 'n': 49, 'trace_an': 53534973320692932}
-
id: 49698566
{'hecke_orbit_code': 31525197727137872, 'n': 50, 'trace_an': 0}
-
id: 49698567
{'hecke_orbit_code': 31525197727137872, 'n': 51, 'trace_an': -62580957868768368}
-
id: 49698568
{'hecke_orbit_code': 31525197727137872, 'n': 52, 'trace_an': 0}
-
id: 49698569
{'hecke_orbit_code': 31525197727137872, 'n': 53, 'trace_an': 84253756978305240}
-
id: 49698570
{'hecke_orbit_code': 31525197727137872, 'n': 54, 'trace_an': 0}
-
id: 49698571
{'hecke_orbit_code': 31525197727137872, 'n': 55, 'trace_an': 4560495937500000}
-
id: 49698572
{'hecke_orbit_code': 31525197727137872, 'n': 56, 'trace_an': 0}
-
id: 49698573
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