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{'Nk2': 3072, 'analytic_conductor': 18.26313984570368, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [3, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 11501281, 'field_disc_factorization': [[11, 1], [1045571, 1]], 'field_poly': [-2875320, -1, 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': [[2, [-1265568768, 39528, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 536870915, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 24, 'hecke_ring_index_factorization': [[2, 3], [3, 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': True, 'label': '3.32.a.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.32.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-19764-\\beta )q^{2}+3^{15}q^{3}+(-100683488+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '31.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.32.a', 'trace_display': [-39528, 28697814, -7930517220, -10488874236176], 'trace_hash': 1569465721104893001, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.952', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.286', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.017', 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mf_hecke_nf • Show schema
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[[1, 0], [-12, 24]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '3.32.a.a', 'level': 3, 'maxp': 997, 'weight': 32}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[3, -1]], 2, 1], [[[3, 1]], 3, 1]], 'ALdims': [3, 2], 'Nk2': 3072, 'analytic_conductor': 18.26313984570368, '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': [3, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 5, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 536870915, 'hecke_orbit_dims': [2, 3], 'label': '3.32.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 11, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 10, 'trace_bound': 1, 'trace_display': [-47154, -14348907, 42691654830, -36219146721584], 'traces': [5, -47154, -14348907, 4017461156, 42691654830, -457758831114, -36219146721584, -202334457633000, 1029455660473245, 7843244819413140, 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mf_twists_nf • Show schema
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id: 954
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.32.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.32.a.a', 'target_level': 3, 'twist_class_label': '3.32.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 32}
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id: 955
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.32.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.32.a.b', 'target_level': 9, 'twist_class_label': '3.32.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 32}
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mf_hecke_charpolys • Show schema
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id: 9700
{'charpoly_factorization': [[[-1265568768, 39528, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 2}
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id: 9701
{'charpoly_factorization': [[[-14348907, 1], 2]], 'hecke_orbit_code': 536870915, 'p': 3}
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id: 9702
{'charpoly_factorization': [[[-2290035294802198237500, 7930517220, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 5}
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id: 9703
{'charpoly_factorization': [[[-5256059633691798813640640, 10488874236176, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 7}
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id: 9704
{'charpoly_factorization': [[[-276260972617778584359209721236208, -10782060500929608, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 11}
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id: 9705
{'charpoly_factorization': [[[-10005530915068609486752425560473308, 91686777034056308, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 13}
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id: 9706
{'charpoly_factorization': [[[12723693249428788862172607350898327236, 16595285055794710812, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 17}
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id: 9707
{'charpoly_factorization': [[[-1923726305064659980026136360710518190320, 82480245798578318024, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 19}
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id: 9708
{'charpoly_factorization': [[[2732804053649772684748724484880907371951680, 3510229760731757537712, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 23}
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id: 9709
{'charpoly_factorization': [[[-654360416961523520634980081562715683358297500, -27292102645387535397612, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 29}
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id: 9710
{'charpoly_factorization': [[[-49596462281258558183680349764198026015383628800, -32627031656431162883392, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 31}
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id: 9711
{'charpoly_factorization': [[[180643989747512948213333868600702426476013642820, 3583146918713545401630116, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 37}
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id: 9712
{'charpoly_factorization': [[[2847345498568983081416363603639971063372306318500, 3797899216135385210632908, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 41}
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id: 9713
{'charpoly_factorization': [[[162587833440291373124078480776011268684847112744976, -26575294422425069121661960, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 43}
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id: 9714
{'charpoly_factorization': [[[-12416709207919701000966778353423241605435714504066816, -35525358464593824073372320, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 47}
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id: 9715
{'charpoly_factorization': [[[-234757502714627168502079283356077374287002130148424060, -209333823893552605529106108, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 53}
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id: 9716
{'charpoly_factorization': [[[15881801431127476366756943053181314428841212288599617680, -8315016058044372283987872744, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 59}
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id: 9717
{'charpoly_factorization': [[[3886454713646662961730167178349679286837365922006431716, -4363691539370591264432189740, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 61}
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id: 9718
{'charpoly_factorization': [[[273756017972483098969196974933250420375333721864268932496, 42369284190160751303828837672, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 67}
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id: 9719
{'charpoly_factorization': [[[-1985920774431930076649269971752429100867632436180127068096, 16546316342864021533760545296, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 71}
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id: 9720
{'charpoly_factorization': [[[1363803157025130546629683328355280999051695097880432671780, 119663167384814660837541194252, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 73}
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id: 9721
{'charpoly_factorization': [[[-89402022648323839331207316165098290335964567169255394041600, 111310025088680432366828160800, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 79}
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id: 9722
{'charpoly_factorization': [[[351797453266354897961249400254735630521118434476901187608848, 1258094410515212478889159597896, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 83}
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id: 9723
{'charpoly_factorization': [[[4986508666987147737563336009056345223632816334581827305486820, 4692098539351208698917605954604, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 89}
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id: 9724
{'charpoly_factorization': [[[19587781788411271412251102873773512533991121011513498495471236, -9654846058153613483749893797188, 1], 1]], 'hecke_orbit_code': 536870915, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '3.32.a.a', 'level': 3, 'portrait': 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', 'weight': 32}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 15773000
{'hecke_orbit_code': 536870915, 'n': 1, 'trace_an': 2}
-
id: 15773001
{'hecke_orbit_code': 536870915, 'n': 2, 'trace_an': -39528}
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id: 15773002
{'hecke_orbit_code': 536870915, 'n': 3, 'trace_an': 28697814}
-
id: 15773003
{'hecke_orbit_code': 536870915, 'n': 4, 'trace_an': -201366976}
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id: 15773004
{'hecke_orbit_code': 536870915, 'n': 5, 'trace_an': -7930517220}
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id: 15773005
{'hecke_orbit_code': 536870915, 'n': 6, 'trace_an': -567183595896}
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