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{'Nk2': 7744, 'analytic_conductor': 44.71637508592993, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [16, 1, [15, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 2161, 'field_disc_factorization': [[2161, 1]], 'field_poly': [-540, -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': [[3, [-14536815984, 65640, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799251210256, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 5376, 'hecke_ring_index_factorization': [[2, 8], [3, 1], [7, 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': '16.22.a.d', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.22.a.a', 'nf_label': '2.2.2161.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-32820-\\beta )q^{3}+(6844662+204\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.22.a', 'trace_display': [0, -65640, 13689324, 260508080], 'trace_hash': 404104403837025332, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.160', 'prec': 20}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1]], 5, 4], [[[2, 1]], 5, 2]], 'ALdims': [5, 5], 'Nk2': 7744, 'analytic_conductor': 44.71637508592993, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 10, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098768, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3], 'label': '16.22.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 45, 'mf_new_dim': 11, 'num_forms': 6, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 44, 'trace_bound': 3, 'trace_display': [0, -59048, -10391780, -286396624], 'traces': [10, 0, -59048, 0, -10391780, 0, -286396624, 0, 36243817378, 0, -44145613432, 0, -53827631700, 0, -409034126192, 0, 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mf_twists_nf • Show schema
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id: 12103
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '16.22.a.d', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.22.a.a', 'target_level': 4, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 12104
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '16.22.a.d', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '16.22.a.d', 'target_level': 16, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
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id: 12105
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '16.22.a.d', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '36.22.a.c', 'target_level': 36, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 12106
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '16.22.a.d', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '64.22.a.i', 'target_level': 64, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
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id: 12107
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '16.22.a.d', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '64.22.a.j', 'target_level': 64, 'twist_class_label': '4.22.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
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mf_hecke_charpolys • Show schema
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id: 66400
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510799251210256, 'p': 2}
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id: 66401
{'charpoly_factorization': [[[-14536815984, 65640, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 3}
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id: 66402
{'charpoly_factorization': [[[-602941510374300, -13689324, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 5}
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id: 66403
{'charpoly_factorization': [[[-523979757271484864, -260508080, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 7}
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id: 66404
{'charpoly_factorization': [[[3744063458354550474000, 145435963320, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 11}
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id: 66405
{'charpoly_factorization': [[[508792350703839023859076, -1428900417340, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 13}
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id: 66406
{'charpoly_factorization': [[[-111587534986863099167066556, -1840620576420, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 17}
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id: 66407
{'charpoly_factorization': [[[-1029813754402613290511477744, -16780743928568, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 19}
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id: 66408
{'charpoly_factorization': [[[19399048867628871982312970304, -319691925426960, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 23}
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id: 66409
{'charpoly_factorization': [[[3152448468197568105932233838916, -3742111775766492, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 29}
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id: 66410
{'charpoly_factorization': [[[-326658618033233761411318160384, 112042353462592, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 31}
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id: 66411
{'charpoly_factorization': [[[-663649252516730585773944853052444, 33362705637547220, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 37}
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id: 66412
{'charpoly_factorization': [[[6564529271551297737155742807001956, -175129744323133332, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 41}
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id: 66413
{'charpoly_factorization': [[[-25445046500017259166904915417506800, 15346613416528120, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 43}
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id: 66414
{'charpoly_factorization': [[[112466892925179871217951998752555264, -684848819288455200, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 47}
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id: 66415
{'charpoly_factorization': [[[-702065813129431455661427948572167516, -675305394244421580, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 53}
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id: 66416
{'charpoly_factorization': [[[-569906843823145646513898806246653296, 1042445250435434904, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 59}
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id: 66417
{'charpoly_factorization': [[[4515034583522915039640423128837795524, -9065997829736468764, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 61}
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id: 66418
{'charpoly_factorization': [[[225942521425912212010106807399173184656, -30464301046802775320, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 67}
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id: 66419
{'charpoly_factorization': [[[-191359247694642928957929692279696381376, -8199093502830518064, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 71}
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id: 66420
{'charpoly_factorization': [[[-636380828039675818656768818811923639324, -25415086659374793940, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 73}
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id: 66421
{'charpoly_factorization': [[[3517697144635126645604555333030146511104, 121204353225060164896, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 79}
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id: 66422
{'charpoly_factorization': [[[2207909989750197501974459605125848411664, 108742936757033809800, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 83}
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id: 66423
{'charpoly_factorization': [[[-8817213503400738099413107050859805994204, 184207999274965368972, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 89}
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id: 66424
{'charpoly_factorization': [[[-283966102422014109258441421435503651097724, -739497785188476467140, 1], 1]], 'hecke_orbit_code': 13510799251210256, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '16.22.a.d', 'level': 16, 'portrait': 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'weight': 22}
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mf_hecke_traces • Show schema
Hide schema
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id: 138264000
{'hecke_orbit_code': 13510799251210256, 'n': 1, 'trace_an': 2}
-
id: 138264001
{'hecke_orbit_code': 13510799251210256, 'n': 2, 'trace_an': 0}
-
id: 138264002
{'hecke_orbit_code': 13510799251210256, 'n': 3, 'trace_an': -65640}
-
id: 138264003
{'hecke_orbit_code': 13510799251210256, 'n': 4, 'trace_an': 0}
-
id: 138264004
{'hecke_orbit_code': 13510799251210256, 'n': 5, 'trace_an': 13689324}
-
id: 138264005
{'hecke_orbit_code': 13510799251210256, 'n': 6, 'trace_an': 0}
-
id: 138264006
{'hecke_orbit_code': 13510799251210256, 'n': 7, 'trace_an': 260508080}
-
id: 138264007
{'hecke_orbit_code': 13510799251210256, 'n': 8, 'trace_an': 0}
-
id: 138264008
{'hecke_orbit_code': 13510799251210256, 'n': 9, 'trace_an': 12461535162}
-
id: 138264009
{'hecke_orbit_code': 13510799251210256, 'n': 10, 'trace_an': 0}
-
id: 138264010
{'hecke_orbit_code': 13510799251210256, 'n': 11, 'trace_an': -145435963320}
-
id: 138264011
{'hecke_orbit_code': 13510799251210256, 'n': 12, 'trace_an': 0}
-
id: 138264012
{'hecke_orbit_code': 13510799251210256, 'n': 13, 'trace_an': 1428900417340}
-
id: 138264013
{'hecke_orbit_code': 13510799251210256, 'n': 14, 'trace_an': 0}
-
id: 138264014
{'hecke_orbit_code': 13510799251210256, 'n': 15, 'trace_an': -6819782714352}
-
id: 138264015
{'hecke_orbit_code': 13510799251210256, 'n': 16, 'trace_an': 0}
-
id: 138264016
{'hecke_orbit_code': 13510799251210256, 'n': 17, 'trace_an': 1840620576420}
-
id: 138264017
{'hecke_orbit_code': 13510799251210256, 'n': 18, 'trace_an': 0}
-
id: 138264018
{'hecke_orbit_code': 13510799251210256, 'n': 19, 'trace_an': 16780743928568}
-
id: 138264019
{'hecke_orbit_code': 13510799251210256, 'n': 20, 'trace_an': 0}
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