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{'Nk2': 33124, 'analytic_conductor': 194.0384221765992, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -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': [49, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[2, [48, 1]], [3, [-195804, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 436207665, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '49.26.a.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '1.26.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-48q^{2}+195804q^{3}-33552128q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.26.a', 'trace_display': [-48, 195804, 741989850, 0], 'trace_hash': 1427397611409402553, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.219', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.700', 'prec': 17}], 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mf_hecke_cc • Show schema
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'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 436207665, 'label': '49.26.a.a.1.1', 'level': 49, 'weight': 26}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[7, -1]], 43, 6], [[[7, 1]], 40, 2]], 'ALdims': [40, 43], 'Nk2': 33124, 'analytic_conductor': 194.0384221765992, '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': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 112, 'dim': 83, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 436207665, 'hecke_orbit_dims': [1, 1, 6, 7, 12, 16, 16, 24], 'label': '49.26.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 120, 'mf_new_dim': 88, 'num_forms': 8, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 121, 'trace_bound': 3, 'trace_display': [-8144, 867080, 146507724, 0], 'traces': [83, -8144, 867080, 1306459308, 146507724, 6801730, 0, -494183007228, 22455444819655, 7873423401036, 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mf_twists_cc • Show schema
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id: 469966
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207665, 'source_is_minimal': False, 'source_label': '49.26.a.a.1.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 436207665, 'target_is_minimal': False, 'target_label': '49.26.a.a.1.1', 'target_level': 49, 'twist_class_label': '1.26.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
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id: 469967
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207665, 'source_is_minimal': False, 'source_label': '49.26.a.a.1.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 436207617, 'target_is_minimal': True, 'target_label': '1.26.a.a.1.1', 'target_level': 1, 'twist_class_label': '1.26.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 26}
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id: 469968
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207665, 'source_is_minimal': False, 'source_label': '49.26.a.a.1.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 436207625, 'target_is_minimal': False, 'target_label': '9.26.a.a.1.1', 'target_level': 9, 'twist_class_label': '1.26.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 26}
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id: 469969
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207665, 'source_is_minimal': False, 'source_label': '49.26.a.a.1.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503600063578128, 'target_is_minimal': False, 'target_label': '16.26.a.b.1.1', 'target_level': 16, 'twist_class_label': '1.26.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 26}
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id: 469970
{'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207665, 'source_is_minimal': False, 'source_label': '49.26.a.a.1.1', 'source_level': 49, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 69155684377, 'target_is_minimal': False, 'target_label': '25.26.b.a.24.2', 'target_level': 25, 'twist_class_label': '1.26.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 26}
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id: 469971
{'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207665, 'source_is_minimal': False, 'source_label': '49.26.a.a.1.1', 'source_level': 49, 'target_conrey_index': 24, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69155684377, 'target_is_minimal': False, 'target_label': '25.26.b.a.24.1', 'target_level': 25, 'twist_class_label': '1.26.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.27', 'twisting_conrey_index': 27, 'weight': 26}
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id: 469972
{'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 436207665, 'source_is_minimal': False, 'source_label': '49.26.a.a.1.1', 'source_level': 49, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 436207641, 'target_is_minimal': False, 'target_label': '25.26.a.a.1.1', 'target_level': 25, 'twist_class_label': '1.26.a.a.1.1', 'twist_class_level': 1, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 26}
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mf_hecke_charpolys • Show schema
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id: 167825
{'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 2}
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id: 167826
{'charpoly_factorization': [[[-195804, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 3}
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id: 167827
{'charpoly_factorization': [[[-741989850, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 5}
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id: 167828
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 7}
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id: 167829
{'charpoly_factorization': [[[-8419515299052, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 11}
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id: 167830
{'charpoly_factorization': [[[-81651045335314, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 13}
-
id: 167831
{'charpoly_factorization': [[[-2519900028948078, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 17}
-
id: 167832
{'charpoly_factorization': [[[-6082056370308940, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 19}
-
id: 167833
{'charpoly_factorization': [[[94995280296320424, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 23}
-
id: 167834
{'charpoly_factorization': [[[271246959476737410, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 29}
-
id: 167835
{'charpoly_factorization': [[[4291666067521509152, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 31}
-
id: 167836
{'charpoly_factorization': [[[-20301484446109126982, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 37}
-
id: 167837
{'charpoly_factorization': [[[-183744249574071224598, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 41}
-
id: 167838
{'charpoly_factorization': [[[-300901824185586335756, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 43}
-
id: 167839
{'charpoly_factorization': [[[-924361048064704868688, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 47}
-
id: 167840
{'charpoly_factorization': [[[990292205554990470954, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 53}
-
id: 167841
{'charpoly_factorization': [[[13052569416454201837980, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 59}
-
id: 167842
{'charpoly_factorization': [[[9015451224701414617502, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 61}
-
id: 167843
{'charpoly_factorization': [[[26689067808908579702428, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 67}
-
id: 167844
{'charpoly_factorization': [[[192390516186217637440248, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 71}
-
id: 167845
{'charpoly_factorization': [[[42404584838092453858826, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 73}
-
id: 167846
{'charpoly_factorization': [[[271681055025772277197360, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 79}
-
id: 167847
{'charpoly_factorization': [[[-931454457307013524361484, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 83}
-
id: 167848
{'charpoly_factorization': [[[-1763635518049807316502630, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 89}
-
id: 167849
{'charpoly_factorization': [[[2829240869926872086187362, 1], 1]], 'hecke_orbit_code': 436207665, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '49.26.a.a', 'level': 49, 'portrait': 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', 'weight': 26}
-
mf_hecke_traces • Show schema
Hide schema
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id: 15665000
{'hecke_orbit_code': 436207665, 'n': 1, 'trace_an': 1}
-
id: 15665001
{'hecke_orbit_code': 436207665, 'n': 2, 'trace_an': -48}
-
id: 15665002
{'hecke_orbit_code': 436207665, 'n': 3, 'trace_an': 195804}
-
id: 15665003
{'hecke_orbit_code': 436207665, 'n': 4, 'trace_an': -33552128}
-
id: 15665004
{'hecke_orbit_code': 436207665, 'n': 5, 'trace_an': 741989850}
-
id: 15665005
{'hecke_orbit_code': 436207665, 'n': 6, 'trace_an': -9398592}
-
id: 15665006
{'hecke_orbit_code': 436207665, 'n': 7, 'trace_an': 0}
-
id: 15665007
{'hecke_orbit_code': 436207665, 'n': 8, 'trace_an': 3221114880}
-
id: 15665008
{'hecke_orbit_code': 436207665, 'n': 9, 'trace_an': -808949403027}
-
id: 15665009
{'hecke_orbit_code': 436207665, 'n': 10, 'trace_an': -35615512800}
-
id: 15665010
{'hecke_orbit_code': 436207665, 'n': 11, 'trace_an': 8419515299052}
-
id: 15665011
{'hecke_orbit_code': 436207665, 'n': 12, 'trace_an': -6569640870912}
-
id: 15665012
{'hecke_orbit_code': 436207665, 'n': 13, 'trace_an': 81651045335314}
-
id: 15665013
{'hecke_orbit_code': 436207665, 'n': 14, 'trace_an': 0}
-
id: 15665014
{'hecke_orbit_code': 436207665, 'n': 15, 'trace_an': 145284580589400}
-
id: 15665015
{'hecke_orbit_code': 436207665, 'n': 16, 'trace_an': 1125667983917056}
-
id: 15665016
{'hecke_orbit_code': 436207665, 'n': 17, 'trace_an': 2519900028948078}
-
id: 15665017
{'hecke_orbit_code': 436207665, 'n': 18, 'trace_an': 38829571345296}
-
id: 15665018
{'hecke_orbit_code': 436207665, 'n': 19, 'trace_an': 6082056370308940}
-
id: 15665019
{'hecke_orbit_code': 436207665, 'n': 20, 'trace_an': -24895338421900800}
-
id: 15665020
{'hecke_orbit_code': 436207665, 'n': 21, 'trace_an': 0}
-
id: 15665021
{'hecke_orbit_code': 436207665, 'n': 22, 'trace_an': -404136734354496}
-
id: 15665022
{'hecke_orbit_code': 436207665, 'n': 23, 'trace_an': -94995280296320424}
-
id: 15665023
{'hecke_orbit_code': 436207665, 'n': 24, 'trace_an': 630707177963520}
-
id: 15665024
{'hecke_orbit_code': 436207665, 'n': 25, 'trace_an': 252525713626069375}
-
id: 15665025
{'hecke_orbit_code': 436207665, 'n': 26, 'trace_an': -3919250176095072}
-
id: 15665026
{'hecke_orbit_code': 436207665, 'n': 27, 'trace_an': -324298027793675880}
-
id: 15665027
{'hecke_orbit_code': 436207665, 'n': 28, 'trace_an': 0}
-
id: 15665028
{'hecke_orbit_code': 436207665, 'n': 29, 'trace_an': -271246959476737410}
-
id: 15665029
{'hecke_orbit_code': 436207665, 'n': 30, 'trace_an': -6973659868291200}
-
id: 15665030
{'hecke_orbit_code': 436207665, 'n': 31, 'trace_an': -4291666067521509152}
-
id: 15665031
{'hecke_orbit_code': 436207665, 'n': 32, 'trace_an': -162114743433166848}
-
id: 15665032
{'hecke_orbit_code': 436207665, 'n': 33, 'trace_an': 1648574773615577808}
-
id: 15665033
{'hecke_orbit_code': 436207665, 'n': 34, 'trace_an': -120955201389507744}
-
id: 15665034
{'hecke_orbit_code': 436207665, 'n': 35, 'trace_an': 0}
-
id: 15665035
{'hecke_orbit_code': 436207665, 'n': 36, 'trace_an': 27141973915885491456}
-
id: 15665036
{'hecke_orbit_code': 436207665, 'n': 37, 'trace_an': 20301484446109126982}
-
id: 15665037
{'hecke_orbit_code': 436207665, 'n': 38, 'trace_an': -291938705774829120}
-
id: 15665038
{'hecke_orbit_code': 436207665, 'n': 39, 'trace_an': 15987601280835822456}
-
id: 15665039
{'hecke_orbit_code': 436207665, 'n': 40, 'trace_an': 2390034546643968000}
-
id: 15665040
{'hecke_orbit_code': 436207665, 'n': 41, 'trace_an': 183744249574071224598}
-
id: 15665041
{'hecke_orbit_code': 436207665, 'n': 42, 'trace_an': 0}
-
id: 15665042
{'hecke_orbit_code': 436207665, 'n': 43, 'trace_an': 300901824185586335756}
-
id: 15665043
{'hecke_orbit_code': 436207665, 'n': 44, 'trace_an': -282492655011750982656}
-
id: 15665044
{'hecke_orbit_code': 436207665, 'n': 45, 'trace_an': -600232246209593275950}
-
id: 15665045
{'hecke_orbit_code': 436207665, 'n': 46, 'trace_an': 4559773454223380352}
-
id: 15665046
{'hecke_orbit_code': 436207665, 'n': 47, 'trace_an': 924361048064704868688}
-
id: 15665047
{'hecke_orbit_code': 436207665, 'n': 48, 'trace_an': 220410293922895233024}
-
id: 15665048
{'hecke_orbit_code': 436207665, 'n': 49, 'trace_an': 0}
-
id: 15665049
{'hecke_orbit_code': 436207665, 'n': 50, 'trace_an': -12121234254051330000}
-
id: 15665050
{'hecke_orbit_code': 436207665, 'n': 51, 'trace_an': 493406505268149464712}
-
id: 15665051
{'hecke_orbit_code': 436207665, 'n': 52, 'trace_an': -2739566324424258248192}
-
id: 15665052
{'hecke_orbit_code': 436207665, 'n': 53, 'trace_an': -990292205554990470954}
-
id: 15665053
{'hecke_orbit_code': 436207665, 'n': 54, 'trace_an': 15566305334096442240}
-
id: 15665054
{'hecke_orbit_code': 436207665, 'n': 55, 'trace_an': 6247194893816298622200}
-
id: 15665055
{'hecke_orbit_code': 436207665, 'n': 56, 'trace_an': 0}
-
id: 15665056
{'hecke_orbit_code': 436207665, 'n': 57, 'trace_an': 1190890965531971687760}
-
id: 15665057
{'hecke_orbit_code': 436207665, 'n': 58, 'trace_an': 13019854054883395680}
-
id: 15665058
{'hecke_orbit_code': 436207665, 'n': 59, 'trace_an': -13052569416454201837980}
-
id: 15665059
{'hecke_orbit_code': 436207665, 'n': 60, 'trace_an': -4874606844361864243200}
-
id: 15665060
{'hecke_orbit_code': 436207665, 'n': 61, 'trace_an': -9015451224701414617502}
-
id: 15665061
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