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{'Nk2': 34848, 'analytic_conductor': 155.25153757896524, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [968, 1, [727, 485, 849], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 16, 'field_disc': 1310194131178168573112951831774139166775790623744085707375000000, 'field_disc_factorization': [[2, 6], [5, 9], [11, 3], [19, 1], [1487989, 1], [9108484536679079, 1], [30580750131615047920831117201, 1]], 'field_poly': [533879212527569920, 11226318210301440, -71736438677110016, -3524304397180928, 2801116058142464, 122447405593024, -46300877961632, -1331049359080, 362606893936, 5594180788, -1388443249, -11107836, 2721739, 10644, -2635, -4, 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, [521014545291623625, 112340797238538000, -54176836404854700, -9903052228247100, 2080803898829970, 278862198290700, -37364677873720, -2884589937240, 315536690011, 12871473628, -1273311480, -27973496, 2591498, 29404, -2580, -12, 1]], [7, [30417315761258658966660429637184, 2148765365041437641960935133696, -110239510079495678203302079184, -4487011627135130146647134160, 121002809060048428840431148, 1815316794646156945328104, -44006502271664665582851, -235216636759980886973, 6511411473641624767, 7784320088270570, -410157747143043, 35790660929, 12459543981, -4592698, -180613, 47, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221704, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 14385380992221184, 'hecke_ring_index_factorization': [[2, 26], [11, 8]], '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': '968.6.a.p', 'level': 968, 'level_is_powerful': True, '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, 11], 'level_radical': 22, 'minimal_twist': '88.6.i.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{3}+(5-\\beta _{5})q^{5}+(-2+\\beta _{2}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '968.6.a', 'trace_display': [0, 12, 81, -47], 'trace_hash': 1016129630207019498, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.309', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.126', 'prec': 20}, {'__RealLiteral__': 0, 'data': '9.946', 'prec': 17}, {'__RealLiteral__': 0, 'data': '493.655', 'prec': 24}, {'__RealLiteral__': 0, 'data': '309.482', 'prec': 24}, {'__RealLiteral__': 0, 'data': '29077.601', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [16, 0, 12, 0, 81, 0, -47, 0, 1416, 0, 0, 0, 859, 0, -738, 0, 1226, 0, 616, 0, 1141, 0, 2258, 0, 10307, 0, 564, 0, 1613, 0, 18511, 0, 0, 0, -23544, 0, 8553, 0, 12020, 0, 25514, 0, -18931, 0, 23278, 0, 38781, 0, 94523, 0, -68584, 0, 779, 0, 0, 0, 19293, 0, 50316, 0, 53153, 0, -54911, 0, 51517, 0, 10491, 0, -95356, 0, -91677, 0, 97660, 0, -3771, 0, 0, 0, -96003, 0, 120400, 0, 4552, 0, -129679, 0, 77219, 0, 6697, 0, 217380, 0, 132586, 0, -54168, 0, 171314, 0, 0, 0, 53855, 0, 353765, 0, 625961, 0, -403240, 0, 50908, 0, 345419, 0, 302708, 0, 388088, 0, 108444, 0, 518198, 0, 0, 0, -377194, 0, 707658, 0, 804971, 0, -448289, 0, -369233, 0, 1066739, 0, 348963, 0, 199918, 0, -66455, 0, 1476219, 0, 0, 0, -1440426, 0, 2205570, 0, 1418335, 0, -53417, 0, -820, 0, 1215035, 0, 1206653, 0, 931600, 0, 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mf_hecke_nf • Show schema
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-100418188114772945119939682632456448907857784724364977471617754933509218978967725281280, 11172492362004312306034172584718628159805586278482123396143430455076373889446487627072, 1037920089403753949578815625593385812321832762632617222455600661354459766871611763040, -109763334112653728051809126345040417260151262181025104954733427340106456966345008536, -4405947869973709869922961565294794266477859171296541358445673434773746024894893032, 467569406835321708457125417769676159787909868354454539740822740771241075407010188, 8972908553321913349574321076156610761312486520108378811655132259061502201740977, -969263094442428533898893741154906164980095275516723834522152324177820181861515, -8821436780124169223080288904774615477092577929649510061766876085238962347666, 969563473132455758324410700428329850699269843159578407082756920051285650866, 3379784284412012710240583241467132554439435670008485150115161273881345721, -375753738151370766888018946734179864994533956140816405568327332943551659]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 16, 'label': '968.6.a.p', 'level': 968, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'ALdims': [32, 36, 34, 34], 'Nk2': 34848, 'analytic_conductor': 155.25153757896524, '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': [968, 1, [727, 485, 849], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 636, 'dim': 136, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 100664264, 'hecke_orbit_dims': [1, 2, 3, 4, 4, 6, 6, 6, 6, 7, 7, 12, 12, 14, 14, 16, 16], 'label': '968.6.a', 'level': 968, 'level_is_powerful': True, '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, 11], 'level_radical': 22, 'mf_dim': 684, 'mf_new_dim': 136, 'num_forms': 17, 'plus_dim': 66, 'prim_orbit_index': 1, 'relative_dim': 136, 'sturm_bound': 792, 'trace_bound': 7, 'trace_display': [0, -2, -74, -100], 'traces': [136, 0, -2, 0, -74, 0, -100, 0, 11158, 0, 0, 0, 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-136078548, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 596451
{'conductor': 11, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 16, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '968.6.a.p', 'source_level': 968, 'target_char_orbit': 9, 'target_dim': 32, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '88.6.i.b', 'target_level': 88, 'twist_class_label': '88.6.i.b', 'twist_class_level': 88, 'twisting_char_label': '11.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 596452
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 16, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '968.6.a.p', 'source_level': 968, 'target_char_orbit': 1, 'target_dim': 16, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '968.6.a.p', 'target_level': 968, 'twist_class_label': '88.6.i.b', 'twist_class_level': 88, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 596453
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 16, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '968.6.a.p', 'source_level': 968, 'target_char_orbit': 1, 'target_dim': 16, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '968.6.a.q', 'target_level': 968, 'twist_class_label': '88.6.i.b', 'twist_class_level': 88, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1549650
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 67553994511221704, 'p': 2}
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id: 1549651
{'charpoly_factorization': [[[521014545291623625, 112340797238538000, -54176836404854700, -9903052228247100, 2080803898829970, 278862198290700, -37364677873720, -2884589937240, 315536690011, 12871473628, -1273311480, -27973496, 2591498, 29404, -2580, -12, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 3}
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id: 1549652
{'charpoly_factorization': [[[86629349980710471249461824, -3889884605224164135600992, -2238546582126902865713056, 35282059759139153920216, 11421424197152715198088, 127162875637924053206, -12498132417957765391, -172605611678908725, 6367892106245215, 81230291349740, -1815651216019, -18142746963, 300347461, 1949224, -26873, -81, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 5}
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id: 1549653
{'charpoly_factorization': [[[30417315761258658966660429637184, 2148765365041437641960935133696, -110239510079495678203302079184, -4487011627135130146647134160, 121002809060048428840431148, 1815316794646156945328104, -44006502271664665582851, -235216636759980886973, 6511411473641624767, 7784320088270570, -410157747143043, 35790660929, 12459543981, -4592698, -180613, 47, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 7}
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id: 1549654
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 67553994511221704, 'p': 11}
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id: 1549655
{'charpoly_factorization': [[[36466937120364982815115799970303270065633600, 10962961587752394311905931912971359348000, -3177654225284779542897553440557761602400, -8968954678534774732999167491852840040, 47052362872678702104500268970832856, 141912658205390678212465871531574, -343972052818579029200932837503, -875601517919503532062957167, 1480998940432638101772527, 2621071542126638712496, -3715017882730780435, -4009545112668441, 5166494799077, 2994584572, -3636633, -859, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 13}
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id: 1549656
{'charpoly_factorization': [[[30951600084420883386067682349236531821616738805, -56550252003258441162739844679769440764515650, -1747896814823699895449613459911491050862874, 1018702254490241564705438684631538187400, 27820554689744352173662249495019529884, 18140040991411077863778552921609310, -105109157044094492154651854817600, -78026517866060028494753836818, 172089410657293037555887181, 106492760230613817776326, -144366527134442105328, -61406366107450970, 63182549450488, 14757487320, -13082374, -1226, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 17}
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id: 1549657
{'charpoly_factorization': [[[19500226071695522185216455040855633089267520773495, 180613791826703239252093917068466410311691876610, 595503886105001135573321139006695863500723444, 605867479209235557224783878350888175596414, -956001699440235852683440150895042862736, -2698127537624433584444957751183856164, -1199219031344584003480719263261498, 1976000326089066068646745313422, 1809292443410645748440172241, -520788907893386083614900, -859924919774486986530, 36525187273327622, 196684290040594, 4914834130, -22225654, -616, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 19}
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id: 1549658
{'charpoly_factorization': [[[-3418010023979480820099080255288851493587835888336896, 42136668921696858616615645259080951761993342124032, -46593854476316776094304030891398917005353418752, -435612016140133057169718217272795389608591360, 92795540473623459365751622888967486046208, 559647179108136734810504448092842819584, -136982351603501545673694977286832128, -258077712301835611332011434795008, 81176060111363851505641233408, 46207182103712804763835136, -16510797667170208911808, -3842384144648983904, 1501238778171104, 150561875528, -63181112, -2258, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 23}
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id: 1549659
{'charpoly_factorization': [[[465115046545594161512720752599550355966489297305768000, -340717382590849508277488782037452558345733120864692800, -136260948105985786983686766942313109246803992020080, 404819729198758410519744300415392411481092428240, 219811216992938359784606800436525035304382044, -87252230144767943343173530165492020731548, -58176686683037046935280494229415279517, 7174005693575687693767776238253419, 6419647442977542500404366393095, -225038440561307185855732442, -359056443618207563950325, 2611102327769589, 10711470804767973, 123420465470, -163050175, -1613, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 29}
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id: 1549660
{'charpoly_factorization': [[[3723608253490261809383242969579662915202614404884120978880, -7642348089534837268195648101995781749036578003525457920, -3647003792199624479010240457236985923221214067391664, 8387340532067894586909674139882450602580580482896, -1423731582476697035520693100111433005097099468, -1809933022115636086129527749334754955190792, 709587098251121206118042883469771756763, 32306278732857302754600827994386741, -51212184455645471664388586530857, 4585231343921673101229342034, 1302636473237551353699807, -219650054197394273589, -9274079490649751, 3484852790670, -84003411, -18511, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 31}
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id: 1549661
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id: 1549662
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id: 1549663
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id: 1549664
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id: 1549665
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id: 1549666
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id: 1549667
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id: 1549668
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id: 1549669
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id: 1549670
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id: 1549671
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id: 1549672
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id: 1549673
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id: 1549674
{'charpoly_factorization': [[[53627843889503077796601761689854870900150755118895568257345063016287093205, 25882381410392303789624734621467785680019715387967757064743703898721510, 1685428638475247114995714241480138133334171466305032320399770474514, -346039680622503665388713447180462750031175457184357736141206952, -16885547596046799716623953895457823510900778133768643336288, 1184011975227989427670122065569826763499062460926766854, 30599230964651102764181902068896479973319315143832, -1664222708005084730874282973760091394860225610, -13214447288332033784579441862113554060703, 903822131258511351702963934712487342, -1798698863786095363990891232696, -143392982464780813555615154, 652004839210634153340, 8534417401227064, -46689364490, -171314, 1], 1]], 'hecke_orbit_code': 67553994511221704, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '968.6.a.p', 'level': 968, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 61140559
{'hecke_orbit_code': 67553994511221704, 'n': 1, 'trace_an': 16}
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id: 61140560
{'hecke_orbit_code': 67553994511221704, 'n': 2, 'trace_an': 0}
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id: 61140561
{'hecke_orbit_code': 67553994511221704, 'n': 3, 'trace_an': 12}
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id: 61140562
{'hecke_orbit_code': 67553994511221704, 'n': 4, 'trace_an': 0}
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id: 61140563
{'hecke_orbit_code': 67553994511221704, 'n': 5, 'trace_an': 81}
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