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{'Nk2': 3800, 'analytic_conductor': 19.571361774227178, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [38, 3, [21], [1]], 'cm_discs': [], 'conrey_index': 7, 'dim': 16, 'field_disc': 11001546344007302206416391801674092583730278504819583863872779766523638412572714252112965205536458346573389027584, 'field_disc_factorization': [[2, 8], [3, 8], [7, 2], [21851, 2], [47981, 2], [182013983, 2], [60586861958162845737791418916804963, 2]], 'field_poly': [1344731733940407880332419688038400, 7085244797393532409215050711040, 801869139824974932731497058304, 833605976716998105836915712, 338231098965100183334201088, 306187936352529387788160, 58413131602192832245632, -132172428275143142112, 6786319237849450512, -7559006944968384, 275078771318560, -270026959304, 8040649724, -3899480, 104960, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [1346305564805981463645642889700625, 6951534970110945299388706381650, 813254838521654367718538262786, -997922206164569813856262800, 348594807835816839324607176, -113841564092666622658062, 55850656432124980388052, 8439829122596611338, 6575991702018991065, 3749972139745026, 270278184819892, 3529975322, 7876434392, 45968, 107714, -70, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737234096166, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 359313408, 'hecke_ring_index_factorization': [[2, 12], [3, 5], [19, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '38.10.c.b', 'level': 38, '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': True, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '38.10.c.b', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2^{4}+2^{4}\\beta _{2})q^{2}+(9-\\beta _{1}-9\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '38.10.c', 'trace_display': [-128, 70, -341, 3704], 'trace_hash': 1179996792642055093, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.359', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.767', 'prec': 20}, {'__RealLiteral__': 0, 'data': '905.572', 'prec': 24}, {'__RealLiteral__': 0, 'data': '4173.922', 'prec': 27}, {'__RealLiteral__': 0, 'data': '122232.889', 'prec': 34}], 'trace_zratio': 0, 'traces': [16, 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-
mf_newspaces • Show schema
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{'Nk2': 3800, 'analytic_conductor': 19.571361774227178, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [38, 3, [21], [1]], 'conrey_index': 7, 'cusp_dim': 86, 'dim': 30, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137606725670, 'hecke_orbit_dims': [14, 16], 'label': '38.10.c', 'level': 38, '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': True, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 94, 'mf_new_dim': 30, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 50, 'trace_bound': 1, 'trace_display': [-16, 235, 568, 7396], 'traces': [30, -16, 235, -3840, 568, -1520, 7396, 8192, -105350, -20000, 122338, -120320, 5740, -96, -225416, -983040, -297600, 24896, -475453, -290816, -2168094, -728208, 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mf_twists_cc • Show schema
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id: 34821852
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737234096166, 'source_is_minimal': True, 'source_label': '38.10.c.b.7.5', 'source_level': 38, 'target_conrey_index': 7, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503737234096166, 'target_is_minimal': True, 'target_label': '38.10.c.b.7.5', 'target_level': 38, 'twist_class_label': '38.10.c.b.7.5', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 34821853
{'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737234096166, 'source_is_minimal': True, 'source_label': '38.10.c.b.7.5', 'source_level': 38, 'target_conrey_index': 11, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503737234096166, 'target_is_minimal': True, 'target_label': '38.10.c.b.11.5', 'target_level': 38, 'twist_class_label': '38.10.c.b.7.5', 'twist_class_level': 38, 'twisting_char_label': '19.11', 'twisting_conrey_index': 11, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 134000
{'charpoly_factorization': [[[256, 16, 1], 8]], 'hecke_orbit_code': 4503737234096166, 'p': 2}
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id: 134001
{'charpoly_factorization': [[[1346305564805981463645642889700625, 6951534970110945299388706381650, 813254838521654367718538262786, -997922206164569813856262800, 348594807835816839324607176, -113841564092666622658062, 55850656432124980388052, 8439829122596611338, 6575991702018991065, 3749972139745026, 270278184819892, 3529975322, 7876434392, 45968, 107714, -70, 1], 1]], 'hecke_orbit_code': 4503737234096166, 'p': 3}
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id: 134002
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id: 134022
{'charpoly_factorization': [[[-650926647910953710708817815303215441794331831517077317820797864192, -73046032991656007333553960924070310433207842712905849176560, -1030585046289360351274523643148311225414328986956496, -2152234034197964351953180996392584537182857, 31548981086129499483374202063587337, 131990656171274564463285318, -171086311162799142, -796069153, 1], 2]], 'hecke_orbit_code': 4503737234096166, 'p': 83}
-
id: 134023
{'charpoly_factorization': [[[430525362699061936644890995870371670387974822540676091782576905632527062553531359388486643627954573488562192128159303237789286400000000, 2303658283114200717794534043367306932789253943184336179595002828700907699155592138488767138112335254250062253949714432000000000, 488823804746751107993883100642438917801382238227950030768024434193225421150229907208167638007313018447430324060160000000, -7040416518325548641627496802726258873679922100924413463885345075108810117301174232715706440777041306727219200000, 507801947788373307083296891154449476655041781838420456473523680991463790109603763617542102865074298880000, -2578750520516816190406873109144906490934915576906572398923624404585366855095486919660121758720000, 20091588350922044322303720241829085809703610758984734903840979951600651997409822699942400, 11235292525013513775050107544309442434061837667068648163957630377816263540815680, 167931411796847344443689980643220614319534778993256578373918434713300516, 60144492076415242835038930475819593287215445000474839147111706, 772467705490149297462549527390755692573932408044542759, 611147384776189783715508729949072300497304425, 1738536989258081820914538720852555852, 620541316472510054429809725, 1550801526312250864, 444394631, 1], 1]], 'hecke_orbit_code': 4503737234096166, 'p': 89}
-
id: 134024
{'charpoly_factorization': [[[2730079725956897126419249135610169981419069134473908985488284242617119527656149326684474447920932153112989141902786199198375954088808013225, -6162694903392187780866948784014180506029171622565317597488184146738433693366344962550992534650563146962328088112697795473590517010, 143450311116367795747133426885293559346284614974713832877784434160824713398530299349101056810042655716208446835528610829026, -36905547308988736296930492913973334104511490716039909525699821871710049667966181139010784543580596654835445166160, 5371245058364171475144313497679529261318034890104105626370618973796682857911214136258532243601438259198396, -3582650976864589520202462030866886530805029683995451798786594746360372564393883811673502044024282, 56884621116842783885798290552954897310280038983025737568993463014216338815570911682691852, -13740234899339857630652352877058906350104458583539460674496566516150353341264330, 406389251162797880181444512626062607367059415433257175716463810561237181, -128540145686831926226088027205134613082710089312658172716504290, 1230224387688582148740718478109966349449343227088673068, 175066812073681153821917936260867986100099614, 2255429737710157223316417001910297140, 161052186143656234043724576, 1986247292418557770, 611719542, 1], 1]], 'hecke_orbit_code': 4503737234096166, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '38.10.c.b', 'level': 38, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 21287557
{'hecke_orbit_code': 4503737234096166, 'n': 1, 'trace_an': 16}
-
id: 21287558
{'hecke_orbit_code': 4503737234096166, 'n': 2, 'trace_an': -128}
-
id: 21287559
{'hecke_orbit_code': 4503737234096166, 'n': 3, 'trace_an': 70}
-
id: 21287560
{'hecke_orbit_code': 4503737234096166, 'n': 4, 'trace_an': -2048}
-
id: 21287561
{'hecke_orbit_code': 4503737234096166, 'n': 5, 'trace_an': -341}
-
id: 21287562
{'hecke_orbit_code': 4503737234096166, 'n': 6, 'trace_an': 1120}
-
id: 21287563
{'hecke_orbit_code': 4503737234096166, 'n': 7, 'trace_an': 3704}
-
id: 21287564
{'hecke_orbit_code': 4503737234096166, 'n': 8, 'trace_an': 65536}
-
id: 21287565
{'hecke_orbit_code': 4503737234096166, 'n': 9, 'trace_an': -53064}
-
id: 21287566
{'hecke_orbit_code': 4503737234096166, 'n': 10, 'trace_an': -5456}
-
id: 21287567
{'hecke_orbit_code': 4503737234096166, 'n': 11, 'trace_an': 106682}
-
id: 21287568
{'hecke_orbit_code': 4503737234096166, 'n': 12, 'trace_an': -35840}
-
id: 21287569
{'hecke_orbit_code': 4503737234096166, 'n': 13, 'trace_an': -683}
-
id: 21287570
{'hecke_orbit_code': 4503737234096166, 'n': 14, 'trace_an': -29632}
-
id: 21287571
{'hecke_orbit_code': 4503737234096166, 'n': 15, 'trace_an': 2299}
-
id: 21287572
{'hecke_orbit_code': 4503737234096166, 'n': 16, 'trace_an': -524288}
-
id: 21287573
{'hecke_orbit_code': 4503737234096166, 'n': 17, 'trace_an': -611267}
-
id: 21287574
{'hecke_orbit_code': 4503737234096166, 'n': 18, 'trace_an': 1698048}
-
id: 21287575
{'hecke_orbit_code': 4503737234096166, 'n': 19, 'trace_an': -1609677}
-
id: 21287576
{'hecke_orbit_code': 4503737234096166, 'n': 20, 'trace_an': 174592}
-
id: 21287577
{'hecke_orbit_code': 4503737234096166, 'n': 21, 'trace_an': -941048}
-
id: 21287578
{'hecke_orbit_code': 4503737234096166, 'n': 22, 'trace_an': -853456}
-
id: 21287579
{'hecke_orbit_code': 4503737234096166, 'n': 23, 'trace_an': -416119}
-
id: 21287580
{'hecke_orbit_code': 4503737234096166, 'n': 24, 'trace_an': 286720}
-
id: 21287581
{'hecke_orbit_code': 4503737234096166, 'n': 25, 'trace_an': -3309027}
-
id: 21287582
{'hecke_orbit_code': 4503737234096166, 'n': 26, 'trace_an': 21856}
-
id: 21287583
{'hecke_orbit_code': 4503737234096166, 'n': 27, 'trace_an': -16903604}
-
id: 21287584
{'hecke_orbit_code': 4503737234096166, 'n': 28, 'trace_an': -474112}
-
id: 21287585
{'hecke_orbit_code': 4503737234096166, 'n': 29, 'trace_an': -5079157}
-
id: 21287586
{'hecke_orbit_code': 4503737234096166, 'n': 30, 'trace_an': -73568}
-
id: 21287587
{'hecke_orbit_code': 4503737234096166, 'n': 31, 'trace_an': 8618324}
-
id: 21287588
{'hecke_orbit_code': 4503737234096166, 'n': 32, 'trace_an': -8388608}
-
id: 21287589
{'hecke_orbit_code': 4503737234096166, 'n': 33, 'trace_an': -7592195}
-
id: 21287590
{'hecke_orbit_code': 4503737234096166, 'n': 34, 'trace_an': -9780272}
-
id: 21287591
{'hecke_orbit_code': 4503737234096166, 'n': 35, 'trace_an': -2035632}
-
id: 21287592
{'hecke_orbit_code': 4503737234096166, 'n': 36, 'trace_an': -13584384}
-
id: 21287593
{'hecke_orbit_code': 4503737234096166, 'n': 37, 'trace_an': -33091520}
-
id: 21287594
{'hecke_orbit_code': 4503737234096166, 'n': 38, 'trace_an': 18612624}
-
id: 21287595
{'hecke_orbit_code': 4503737234096166, 'n': 39, 'trace_an': 37931126}
-
id: 21287596
{'hecke_orbit_code': 4503737234096166, 'n': 40, 'trace_an': -1396736}
-
id: 21287597
{'hecke_orbit_code': 4503737234096166, 'n': 41, 'trace_an': -7394646}
-
id: 21287598
{'hecke_orbit_code': 4503737234096166, 'n': 42, 'trace_an': -15056768}
-
id: 21287599
{'hecke_orbit_code': 4503737234096166, 'n': 43, 'trace_an': -98675599}
-
id: 21287600
{'hecke_orbit_code': 4503737234096166, 'n': 44, 'trace_an': -13655296}
-
id: 21287601
{'hecke_orbit_code': 4503737234096166, 'n': 45, 'trace_an': 89231852}
-
id: 21287602
{'hecke_orbit_code': 4503737234096166, 'n': 46, 'trace_an': 13315808}
-
id: 21287603
{'hecke_orbit_code': 4503737234096166, 'n': 47, 'trace_an': 34129475}
-
id: 21287604
{'hecke_orbit_code': 4503737234096166, 'n': 48, 'trace_an': 4587520}
-
id: 21287605
{'hecke_orbit_code': 4503737234096166, 'n': 49, 'trace_an': 65004400}
-
id: 21287606
{'hecke_orbit_code': 4503737234096166, 'n': 50, 'trace_an': 105888864}
-
id: 21287607
{'hecke_orbit_code': 4503737234096166, 'n': 51, 'trace_an': 16027749}
-
id: 21287608
{'hecke_orbit_code': 4503737234096166, 'n': 52, 'trace_an': -174848}
-
id: 21287609
{'hecke_orbit_code': 4503737234096166, 'n': 53, 'trace_an': -110053995}
-
id: 21287610
{'hecke_orbit_code': 4503737234096166, 'n': 54, 'trace_an': 135228832}
-
id: 21287611
{'hecke_orbit_code': 4503737234096166, 'n': 55, 'trace_an': 135992300}
-
id: 21287612
{'hecke_orbit_code': 4503737234096166, 'n': 56, 'trace_an': 15171584}
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