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{'Nk2': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [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': [441, 1, [344, 199], [1, 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, [-2, 1]], [5, [-11, 1]], [13, [-308, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257209, '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': '441.6.a.h', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.e.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-28q^{4}+11q^{5}-120q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [2, 0, 11, 0], 'trace_hash': 234636158694451409, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 31525197492257209, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '441.6.a.h', 'level': 441, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1]], 24, 15], [[[3, 1], [7, -1]], 19, 6], [[[3, -1], [7, 1]], 25, 7], [[[3, 1], [7, 1]], 15, 3]], 'ALdims': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 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2619009272, 7374154140, 0, -6096979680, 0, 0, 4005119180, -312952800, 0, -610303660, 1249313472, 0, 551072584, 6514238696, 0, 6495880460, -329315904, 0, 0, 3871973772, 0, 976943852, -1553653154, 0, -1751602584, 0, 0, -3987818076, -289745664, 0, -2014556344, -1237864938, 0, 2833171944, 1332069040, 0, -353984684, -2584728480, 0, 0, 7063787800, 0, 2587998936, 2541116952, 0, 4822820936, 0, 0, -1293897600, -768642600, 0, -945155712, -1639321968, 0, -1177420620, -8072476308, 0, -1135992864, 1174034112, 0, 0, 5529427288, 0, -1643925270, -4624694628, 0, -2092550020, 0, 0, 8527826832, -1118621412, 0, -944020104, 727777608, 0, 2270306720, 4340776504, 0, 2380615788, -1262352318, 0, 0, 2262852254, 0, -2524186144, 4207242368, 0, 2487160896, 0, 0, -4479161276, 63672378, 0, 4364617992, 904335168, 0, -5124501176, 9752301936, 0, 3852700672, 2345537184, 0, 0, -1990203768, 0, 2138610216, -1208399436, 0, 4153504392, 0, 0, 3572626240, -1124289264, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 324021
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.6.e.a', 'target_level': 21, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 324022
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '63.6.e.a', 'target_level': 63, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 324023
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.6.a.c', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 324024
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '147.6.a.d', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 324025
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '147.6.e.g', 'target_level': 147, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 324026
{'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '336.6.q.b', 'target_level': 336, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 6}
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id: 324027
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '441.6.a.g', 'target_level': 441, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 324028
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '441.6.a.h', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '441.6.a.h', 'target_level': 441, 'twist_class_label': '21.6.e.a', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 894850
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 2}
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id: 894851
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 3}
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id: 894852
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 5}
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id: 894853
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 7}
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id: 894854
{'charpoly_factorization': [[[269, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 11}
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id: 894855
{'charpoly_factorization': [[[-308, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 13}
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id: 894856
{'charpoly_factorization': [[[-1896, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 17}
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id: 894857
{'charpoly_factorization': [[[-164, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 19}
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id: 894858
{'charpoly_factorization': [[[-3264, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 23}
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id: 894859
{'charpoly_factorization': [[[2417, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 29}
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id: 894860
{'charpoly_factorization': [[[2841, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 31}
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id: 894861
{'charpoly_factorization': [[[11328, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 37}
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id: 894862
{'charpoly_factorization': [[[16856, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 41}
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id: 894863
{'charpoly_factorization': [[[7894, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 43}
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id: 894864
{'charpoly_factorization': [[[-21102, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 47}
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id: 894865
{'charpoly_factorization': [[[-29691, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 53}
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id: 894866
{'charpoly_factorization': [[[8163, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 59}
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id: 894867
{'charpoly_factorization': [[[15166, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 61}
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id: 894868
{'charpoly_factorization': [[[32078, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 67}
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id: 894869
{'charpoly_factorization': [[[-38274, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 71}
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id: 894870
{'charpoly_factorization': [[[34866, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 73}
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id: 894871
{'charpoly_factorization': [[[-13529, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 79}
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id: 894872
{'charpoly_factorization': [[[68103, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 83}
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id: 894873
{'charpoly_factorization': [[[114922, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 89}
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id: 894874
{'charpoly_factorization': [[[154959, 1], 1]], 'hecke_orbit_code': 31525197492257209, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '441.6.a.h', 'level': 441, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 191755000
{'hecke_orbit_code': 31525197492257209, 'n': 1, 'trace_an': 1}
-
id: 191755001
{'hecke_orbit_code': 31525197492257209, 'n': 2, 'trace_an': 2}
-
id: 191755002
{'hecke_orbit_code': 31525197492257209, 'n': 3, 'trace_an': 0}
-
id: 191755003
{'hecke_orbit_code': 31525197492257209, 'n': 4, 'trace_an': -28}
-
id: 191755004
{'hecke_orbit_code': 31525197492257209, 'n': 5, 'trace_an': 11}
-
id: 191755005
{'hecke_orbit_code': 31525197492257209, 'n': 6, 'trace_an': 0}
-
id: 191755006
{'hecke_orbit_code': 31525197492257209, 'n': 7, 'trace_an': 0}
-
id: 191755007
{'hecke_orbit_code': 31525197492257209, 'n': 8, 'trace_an': -120}
-
id: 191755008
{'hecke_orbit_code': 31525197492257209, 'n': 9, 'trace_an': 0}
-
id: 191755009
{'hecke_orbit_code': 31525197492257209, 'n': 10, 'trace_an': 22}
-
id: 191755010
{'hecke_orbit_code': 31525197492257209, 'n': 11, 'trace_an': -269}
-
id: 191755011
{'hecke_orbit_code': 31525197492257209, 'n': 12, 'trace_an': 0}
-
id: 191755012
{'hecke_orbit_code': 31525197492257209, 'n': 13, 'trace_an': 308}
-
id: 191755013
{'hecke_orbit_code': 31525197492257209, 'n': 14, 'trace_an': 0}
-
id: 191755014
{'hecke_orbit_code': 31525197492257209, 'n': 15, 'trace_an': 0}
-
id: 191755015
{'hecke_orbit_code': 31525197492257209, 'n': 16, 'trace_an': 656}
-
id: 191755016
{'hecke_orbit_code': 31525197492257209, 'n': 17, 'trace_an': 1896}
-
id: 191755017
{'hecke_orbit_code': 31525197492257209, 'n': 18, 'trace_an': 0}
-
id: 191755018
{'hecke_orbit_code': 31525197492257209, 'n': 19, 'trace_an': 164}
-
id: 191755019
{'hecke_orbit_code': 31525197492257209, 'n': 20, 'trace_an': -308}
-
id: 191755020
{'hecke_orbit_code': 31525197492257209, 'n': 21, 'trace_an': 0}
-
id: 191755021
{'hecke_orbit_code': 31525197492257209, 'n': 22, 'trace_an': -538}
-
id: 191755022
{'hecke_orbit_code': 31525197492257209, 'n': 23, 'trace_an': 3264}
-
id: 191755023
{'hecke_orbit_code': 31525197492257209, 'n': 24, 'trace_an': 0}
-
id: 191755024
{'hecke_orbit_code': 31525197492257209, 'n': 25, 'trace_an': -3004}
-
id: 191755025
{'hecke_orbit_code': 31525197492257209, 'n': 26, 'trace_an': 616}
-
id: 191755026
{'hecke_orbit_code': 31525197492257209, 'n': 27, 'trace_an': 0}
-
id: 191755027
{'hecke_orbit_code': 31525197492257209, 'n': 28, 'trace_an': 0}
-
id: 191755028
{'hecke_orbit_code': 31525197492257209, 'n': 29, 'trace_an': -2417}
-
id: 191755029
{'hecke_orbit_code': 31525197492257209, 'n': 30, 'trace_an': 0}
-
id: 191755030
{'hecke_orbit_code': 31525197492257209, 'n': 31, 'trace_an': -2841}
-
id: 191755031
{'hecke_orbit_code': 31525197492257209, 'n': 32, 'trace_an': 5152}
-
id: 191755032
{'hecke_orbit_code': 31525197492257209, 'n': 33, 'trace_an': 0}
-
id: 191755033
{'hecke_orbit_code': 31525197492257209, 'n': 34, 'trace_an': 3792}
-
id: 191755034
{'hecke_orbit_code': 31525197492257209, 'n': 35, 'trace_an': 0}
-
id: 191755035
{'hecke_orbit_code': 31525197492257209, 'n': 36, 'trace_an': 0}
-
id: 191755036
{'hecke_orbit_code': 31525197492257209, 'n': 37, 'trace_an': -11328}
-
id: 191755037
{'hecke_orbit_code': 31525197492257209, 'n': 38, 'trace_an': 328}
-
id: 191755038
{'hecke_orbit_code': 31525197492257209, 'n': 39, 'trace_an': 0}
-
id: 191755039
{'hecke_orbit_code': 31525197492257209, 'n': 40, 'trace_an': -1320}
-
id: 191755040
{'hecke_orbit_code': 31525197492257209, 'n': 41, 'trace_an': -16856}
-
id: 191755041
{'hecke_orbit_code': 31525197492257209, 'n': 42, 'trace_an': 0}
-
id: 191755042
{'hecke_orbit_code': 31525197492257209, 'n': 43, 'trace_an': -7894}
-
id: 191755043
{'hecke_orbit_code': 31525197492257209, 'n': 44, 'trace_an': 7532}
-
id: 191755044
{'hecke_orbit_code': 31525197492257209, 'n': 45, 'trace_an': 0}
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