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{'Nk2': 32000, 'analytic_conductor': 164.8114675724394, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [320, 1, [191, 261, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 15975848512, 'field_disc_factorization': [[2, 6], [13, 2], [29, 1], [31, 2], [53, 1]], 'field_poly': [2313, 354, -353, -2, 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': 1, 'hecke_cutters': [[3, [49798800, 0, -51048, 0, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112589990852034880, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 184320, 'hecke_ring_index_factorization': [[2, 12], [3, 2], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '320.10.a.z', 'level': 320, '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': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '160.10.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{3}+5^{4}q^{5}+(-34\\beta _{1}+\\beta _{2})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '320.10.a', 'trace_display': [0, 0, 2500, 0], 'trace_hash': 1962260227410647195, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [17, 19, 19, 17], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [85, 87, 89, 87], 'Nk2': 32000, 'analytic_conductor': 164.8114675724394, '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': [320, 1, [191, 261, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 420, 'dim': 72, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772480, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 4, 5, 5, 6], 'label': '320.10.a', 'level': 320, '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': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 444, 'mf_new_dim': 72, 'num_forms': 30, 'plus_dim': 34, 'prim_orbit_index': 1, 'relative_dim': 72, 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mf_twists_nf • Show schema
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id: 246997
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '320.10.a.z', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '160.10.a.c', 'target_level': 160, 'twist_class_label': '160.10.a.c', 'twist_class_level': 160, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 246998
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '320.10.a.z', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '160.10.a.c', 'target_level': 160, 'twist_class_label': '160.10.a.c', 'twist_class_level': 160, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 246999
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '320.10.a.z', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '320.10.a.z', 'target_level': 320, 'twist_class_label': '160.10.a.c', 'twist_class_level': 160, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 247000
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 26, 'source_is_minimal': False, 'source_label': '320.10.a.z', 'source_level': 320, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '320.10.a.z', 'target_level': 320, 'twist_class_label': '160.10.a.c', 'twist_class_level': 160, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 705400
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 112589990852034880, 'p': 2}
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id: 705401
{'charpoly_factorization': [[[49798800, 0, -51048, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 3}
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id: 705402
{'charpoly_factorization': [[[-625, 1], 4]], 'hecke_orbit_code': 112589990852034880, 'p': 5}
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id: 705403
{'charpoly_factorization': [[[1627881487565200, 0, -82226728, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 7}
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id: 705404
{'charpoly_factorization': [[[12533213844634835200, 0, -9407404192, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 11}
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id: 705405
{'charpoly_factorization': [[[-11203050908, 100628, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 13}
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id: 705406
{'charpoly_factorization': [[[11848483396, 221020, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 17}
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id: 705407
{'charpoly_factorization': [[[138007738442944512000000, 0, -983077862400, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 19}
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id: 705408
{'charpoly_factorization': [[[14498964789371632493200, 0, -281088441448, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 23}
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id: 705409
{'charpoly_factorization': [[[-3437979067260, 3359676, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 29}
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id: 705410
{'charpoly_factorization': [[[1073075431821572197334636800, 0, -83817816425632, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 31}
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id: 705411
{'charpoly_factorization': [[[-58121226872060, 14546308, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 37}
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id: 705412
{'charpoly_factorization': [[[-18406476732380, -24780812, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 41}
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id: 705413
{'charpoly_factorization': [[[552388889440986504193530000, 0, -47081087241192, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 43}
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id: 705414
{'charpoly_factorization': [[[9668085672873427026187046800, 0, -4066578696267688, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 47}
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id: 705415
{'charpoly_factorization': [[[1973094021862596, 89376228, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 53}
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id: 705416
{'charpoly_factorization': [[[22404809922779932499511371468800, 0, -22819041808448128, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 59}
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id: 705417
{'charpoly_factorization': [[[-19647738513792380, -17998012, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 61}
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id: 705418
{'charpoly_factorization': [[[2776717421926770235246910762726800, 0, -126550434195441448, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 67}
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id: 705419
{'charpoly_factorization': [[[188452813563025411083988947155200, 0, -29678400966154912, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 71}
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id: 705420
{'charpoly_factorization': [[[-172635344399196, -15542580, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 73}
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id: 705421
{'charpoly_factorization': [[[34894325988632568604111621427200, 0, -17844023953994368, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 79}
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id: 705422
{'charpoly_factorization': [[[70361561423524943941258253352730000, 0, -530818249049219368, 0, 1], 1]], 'hecke_orbit_code': 112589990852034880, 'p': 83}
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id: 705423
{'charpoly_factorization': [[[263387547305505700, -1264960180, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 89}
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id: 705424
{'charpoly_factorization': [[[-1477106273000544476, -232459636, 1], 2]], 'hecke_orbit_code': 112589990852034880, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 26, 'label': '320.10.a.z', 'level': 320, 'portrait': 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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
-
id: 67108873
{'hecke_orbit_code': 112589990852034880, 'n': 1, 'trace_an': 4}
-
id: 67108874
{'hecke_orbit_code': 112589990852034880, 'n': 2, 'trace_an': 0}
-
id: 67108875
{'hecke_orbit_code': 112589990852034880, 'n': 3, 'trace_an': 0}
-
id: 67108876
{'hecke_orbit_code': 112589990852034880, 'n': 4, 'trace_an': 0}
-
id: 67108877
{'hecke_orbit_code': 112589990852034880, 'n': 5, 'trace_an': 2500}
-
id: 67108878
{'hecke_orbit_code': 112589990852034880, 'n': 6, 'trace_an': 0}
-
id: 67108879
{'hecke_orbit_code': 112589990852034880, 'n': 7, 'trace_an': 0}
-
id: 67108880
{'hecke_orbit_code': 112589990852034880, 'n': 8, 'trace_an': 0}
-
id: 67108881
{'hecke_orbit_code': 112589990852034880, 'n': 9, 'trace_an': 23364}
-
id: 67108882
{'hecke_orbit_code': 112589990852034880, 'n': 10, 'trace_an': 0}
-
id: 67108883
{'hecke_orbit_code': 112589990852034880, 'n': 11, 'trace_an': 0}
-
id: 67108884
{'hecke_orbit_code': 112589990852034880, 'n': 12, 'trace_an': 0}
-
id: 67108885
{'hecke_orbit_code': 112589990852034880, 'n': 13, 'trace_an': -201256}
-
id: 67108886
{'hecke_orbit_code': 112589990852034880, 'n': 14, 'trace_an': 0}
-
id: 67108887
{'hecke_orbit_code': 112589990852034880, 'n': 15, 'trace_an': 0}
-
id: 67108888
{'hecke_orbit_code': 112589990852034880, 'n': 16, 'trace_an': 0}
-
id: 67108889
{'hecke_orbit_code': 112589990852034880, 'n': 17, 'trace_an': -442040}
-
id: 67108890
{'hecke_orbit_code': 112589990852034880, 'n': 18, 'trace_an': 0}
-
id: 67108891
{'hecke_orbit_code': 112589990852034880, 'n': 19, 'trace_an': 0}
-
id: 67108892
{'hecke_orbit_code': 112589990852034880, 'n': 20, 'trace_an': 0}
-
id: 67108893
{'hecke_orbit_code': 112589990852034880, 'n': 21, 'trace_an': 3496176}
-
id: 67108894
{'hecke_orbit_code': 112589990852034880, 'n': 22, 'trace_an': 0}
-
id: 67108895
{'hecke_orbit_code': 112589990852034880, 'n': 23, 'trace_an': 0}
-
id: 67108896
{'hecke_orbit_code': 112589990852034880, 'n': 24, 'trace_an': 0}
-
id: 67108897
{'hecke_orbit_code': 112589990852034880, 'n': 25, 'trace_an': 1562500}
-
id: 67108898
{'hecke_orbit_code': 112589990852034880, 'n': 26, 'trace_an': 0}
-
id: 67108899
{'hecke_orbit_code': 112589990852034880, 'n': 27, 'trace_an': 0}
-
id: 67108900
{'hecke_orbit_code': 112589990852034880, 'n': 28, 'trace_an': 0}
-
id: 67108901
{'hecke_orbit_code': 112589990852034880, 'n': 29, 'trace_an': -6719352}
-
id: 67108902
{'hecke_orbit_code': 112589990852034880, 'n': 30, 'trace_an': 0}
-
id: 67108903
{'hecke_orbit_code': 112589990852034880, 'n': 31, 'trace_an': 0}
-
id: 67108904
{'hecke_orbit_code': 112589990852034880, 'n': 32, 'trace_an': 0}
-
id: 67108905
{'hecke_orbit_code': 112589990852034880, 'n': 33, 'trace_an': -36991008}
-
id: 67108906
{'hecke_orbit_code': 112589990852034880, 'n': 34, 'trace_an': 0}
-
id: 67108907
{'hecke_orbit_code': 112589990852034880, 'n': 35, 'trace_an': 0}
-
id: 67108908
{'hecke_orbit_code': 112589990852034880, 'n': 36, 'trace_an': 0}
-
id: 67108909
{'hecke_orbit_code': 112589990852034880, 'n': 37, 'trace_an': -29092616}
-
id: 67108910
{'hecke_orbit_code': 112589990852034880, 'n': 38, 'trace_an': 0}
-
id: 67108911
{'hecke_orbit_code': 112589990852034880, 'n': 39, 'trace_an': 0}
-
id: 67108912
{'hecke_orbit_code': 112589990852034880, 'n': 40, 'trace_an': 0}
-
id: 67108913
{'hecke_orbit_code': 112589990852034880, 'n': 41, 'trace_an': 49561624}
-
id: 67108914
{'hecke_orbit_code': 112589990852034880, 'n': 42, 'trace_an': 0}
-
id: 67108915
{'hecke_orbit_code': 112589990852034880, 'n': 43, 'trace_an': 0}
-
id: 67108916
{'hecke_orbit_code': 112589990852034880, 'n': 44, 'trace_an': 0}
-
id: 67108917
{'hecke_orbit_code': 112589990852034880, 'n': 45, 'trace_an': 14602500}
-
id: 67108918
{'hecke_orbit_code': 112589990852034880, 'n': 46, 'trace_an': 0}
-
id: 67108919
{'hecke_orbit_code': 112589990852034880, 'n': 47, 'trace_an': 0}
-
id: 67108920
{'hecke_orbit_code': 112589990852034880, 'n': 48, 'trace_an': 0}
-
id: 67108921
{'hecke_orbit_code': 112589990852034880, 'n': 49, 'trace_an': 3039028}
-
id: 67108922
{'hecke_orbit_code': 112589990852034880, 'n': 50, 'trace_an': 0}
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