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{'Nk2': 27648, 'analytic_conductor': 160.89793792564984, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 58239738255130996, 'field_disc_factorization': [[2, 2], [769, 1], [124703, 1], [151829507, 1]], 'field_poly': [-66694276650, -43285816, 0, 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': [[5, [-294258907498613722675000, -18155059753998900, 45012150, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532397048987696, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 849346560, 'hecke_ring_index_factorization': [[2, 21], [3, 4], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.24.a.j', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.24.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{11}q^{3}+(-15004050-\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.24.a', 'trace_display': [0, -531441, -45012150, -281292072], 'trace_hash': 1597568135340336088, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.898', 'prec': 17}, {'__RealLiteral__': 0, 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-
mf_hecke_nf • Show schema
Hide schema
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-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 6, 4], [[[2, 1], [3, -1]], 5, 2], [[[2, -1], [3, 1]], 6, 4], [[[2, 1], [3, 1]], 6, 2]], 'ALdims': [6, 5, 6, 6], 'Nk2': 27648, 'analytic_conductor': 160.89793792564984, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 178, 'dim': 23, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 402653232, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3], 'label': '48.24.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 190, 'mf_new_dim': 23, 'num_forms': 12, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 23, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, -177147, -35553398, 27593280], 'traces': [23, 0, 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mf_twists_nf • Show schema
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id: 39575
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '48.24.a.j', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '24.24.a.c', 'target_level': 24, 'twist_class_label': '24.24.a.c', 'twist_class_level': 24, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 24}
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id: 39576
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '48.24.a.j', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '48.24.a.j', 'target_level': 48, 'twist_class_label': '24.24.a.c', 'twist_class_level': 24, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 24}
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mf_hecke_charpolys • Show schema
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id: 162250
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 40532397048987696, 'p': 2}
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id: 162251
{'charpoly_factorization': [[[177147, 1], 3]], 'hecke_orbit_code': 40532397048987696, 'p': 3}
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id: 162252
{'charpoly_factorization': [[[-294258907498613722675000, -18155059753998900, 45012150, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 5}
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id: 162253
{'charpoly_factorization': [[[141524845804429499992870080000, -54384857151151383360, 281292072, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 7}
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id: 162254
{'charpoly_factorization': [[[34030742631481997829093645000239680, 186417093819795577383216, -1198676057172, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 11}
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id: 162255
{'charpoly_factorization': [[[-60341312069791628628207062494498951768, -121372748803600464820837140, 282994829454, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 13}
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id: 162256
{'charpoly_factorization': [[[-56375157008943629753835014043670908929864, -8890705340416334589993622452, -186934623333462, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 17}
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id: 162257
{'charpoly_factorization': [[[13127217923147812416956991515549044391293376, -517727301047706335654587040976, -118422337604076, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 19}
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id: 162258
{'charpoly_factorization': [[[22615942046062789646824912977998252343194950144, 2075806271895135596556714834624, -6395792138657544, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 23}
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id: 162259
{'charpoly_factorization': [[[-1000719197373560674514081290336784424992773020500376, -3982637883295450621659443577303636, 157790889708267966, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 29}
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id: 162260
{'charpoly_factorization': [[[3164624002812620722013619128832899084515818946396160, -11431825017506067730531058355926016, -231251640669554784, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 31}
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id: 162261
{'charpoly_factorization': [[[-1370361252167531773360267465180231241096078142406571448, -1594526607636588844157591085090336948, 830491747621421334, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 37}
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id: 162262
{'charpoly_factorization': [[[-5405332878623548118112175296384933623228374582004213160, -6904867159054474093616639858235130644, 1400039039679261042, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 41}
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id: 162263
{'charpoly_factorization': [[[37995126539316512853005779863560423657511600455302431808, -46384281049177543911522463590024039888, 761384577026785356, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 43}
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id: 162264
{'charpoly_factorization': [[[-7042432024599232264683641565395556392766671804645248512000, -367174583824935346060243785838697514240, 20706191933413048944, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 47}
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id: 162265
{'charpoly_factorization': [[[53780470528676359752648775867294272191130955911129885203720, -4995090008251873096635480639458842104564, 64674463906638102342, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 53}
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id: 162266
{'charpoly_factorization': [[[-3818457296156611972519440732947723552763535179625524202531520, -54667818362707827306670905873692095596624, -42370056643552637028, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 59}
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id: 162267
{'charpoly_factorization': [[[-67659917001355588450500546914970132004372146657560800556354584, -121469546870786747206551826951146972303060, 516293667927208025118, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 61}
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id: 162268
{'charpoly_factorization': [[[105250515626244622993118997513173122229142629701602784037934272, -1035557464480143191383844960109959020920144, -1081135725593602868988, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 67}
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id: 162269
{'charpoly_factorization': [[[-488303273094681525031609802441378203892834227783850345751040, -26974752425348873758453841268870046107456, 22690312119034642536, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 71}
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id: 162270
{'charpoly_factorization': [[[1804978999711146994255689074291261547660146266404288788554352600, 4943956036108211630979351123274337354218860, 4166296087828394097618, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 73}
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id: 162271
{'charpoly_factorization': [[[-413462361787865036763540156952062470320727246355107165573615243264, -94325654390171678124168068293991855084082432, 5410946432474399204880, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 79}
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id: 162272
{'charpoly_factorization': [[[391010474358058539616771538119300620526212989412119694198337390016, 20074045470987834653566755847961606884020528, -18793771492158984347820, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 83}
-
id: 162273
{'charpoly_factorization': [[[-14459525364423080580940466084871979016297952013007404339839310276968, -1057083664924107265860963041539404581635916628, 23506358152298677341570, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 89}
-
id: 162274
{'charpoly_factorization': [[[53997751707028777628664989040470904660786414454759961722385630362744, 4781750656865867535565502894952444939467233164, 129282257648368490763546, 1], 1]], 'hecke_orbit_code': 40532397048987696, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '48.24.a.j', 'level': 48, 'portrait': 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', 'weight': 24}
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mf_hecke_traces • Show schema
Hide schema
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id: 208348000
{'hecke_orbit_code': 40532397048987696, 'n': 1, 'trace_an': 3}
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id: 208348001
{'hecke_orbit_code': 40532397048987696, 'n': 2, 'trace_an': 0}
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id: 208348002
{'hecke_orbit_code': 40532397048987696, 'n': 3, 'trace_an': -531441}
-
id: 208348003
{'hecke_orbit_code': 40532397048987696, 'n': 4, 'trace_an': 0}
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id: 208348004
{'hecke_orbit_code': 40532397048987696, 'n': 5, 'trace_an': -45012150}
-
id: 208348005
{'hecke_orbit_code': 40532397048987696, 'n': 6, 'trace_an': 0}
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id: 208348006
{'hecke_orbit_code': 40532397048987696, 'n': 7, 'trace_an': -281292072}
-
id: 208348007
{'hecke_orbit_code': 40532397048987696, 'n': 8, 'trace_an': 0}
-
id: 208348008
{'hecke_orbit_code': 40532397048987696, 'n': 9, 'trace_an': 94143178827}
-
id: 208348009
{'hecke_orbit_code': 40532397048987696, 'n': 10, 'trace_an': 0}
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id: 208348010
{'hecke_orbit_code': 40532397048987696, 'n': 11, 'trace_an': 1198676057172}
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id: 208348011
{'hecke_orbit_code': 40532397048987696, 'n': 12, 'trace_an': 0}
-
id: 208348012
{'hecke_orbit_code': 40532397048987696, 'n': 13, 'trace_an': -282994829454}
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id: 208348013
{'hecke_orbit_code': 40532397048987696, 'n': 14, 'trace_an': 0}
-
id: 208348014
{'hecke_orbit_code': 40532397048987696, 'n': 15, 'trace_an': 7973767336050}
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id: 208348015
{'hecke_orbit_code': 40532397048987696, 'n': 16, 'trace_an': 0}
-
id: 208348016
{'hecke_orbit_code': 40532397048987696, 'n': 17, 'trace_an': 186934623333462}
-
id: 208348017
{'hecke_orbit_code': 40532397048987696, 'n': 18, 'trace_an': 0}
-
id: 208348018
{'hecke_orbit_code': 40532397048987696, 'n': 19, 'trace_an': 118422337604076}
-
id: 208348019
{'hecke_orbit_code': 40532397048987696, 'n': 20, 'trace_an': 0}
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