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{'Nk2': 35280, 'analytic_conductor': 157.17614341672103, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 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': [980, 1, [491, 197, 101], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 30988456, 'field_disc_factorization': [[2, 3], [41, 1], [94477, 1]], 'field_poly': [-210, -499, 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': [[3, [-780, -487, 6, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257748, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '980.6.a.h', 'level': 980, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '140.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2-\\beta _{1})q^{3}-5^{2}q^{5}+(94+5\\beta _{1}+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '980.6.a', 'trace_display': [0, -6, -75, 0], 'trace_hash': 625560091758760426, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.928', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.329', 'prec': 20}, 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mf_hecke_nf • Show schema
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'weight': 6}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [7, -1]], 19, 6], [[[2, -1], [5, -1], [7, 1]], 16, 3], [[[2, -1], [5, 1], [7, -1]], 16, 5], [[[2, -1], [5, 1], [7, 1]], 18, 3]], 'ALdims': [0, 0, 0, 0, 18, 16, 16, 19], 'Nk2': 35280, 'analytic_conductor': 157.17614341672103, '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': [980, 1, [491, 197, 101], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 816, 'dim': 69, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664276, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 4, 5, 5, 7, 7, 10, 10], 'label': '980.6.a', 'level': 980, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 864, 'mf_new_dim': 69, 'num_forms': 17, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 1008, 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mf_twists_nf • Show schema
Hide schema
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id: 605971
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '980.6.a.h', 'source_level': 980, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '140.6.a.d', 'target_level': 140, 'twist_class_label': '140.6.a.d', 'twist_class_level': 140, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 605972
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '980.6.a.h', 'source_level': 980, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '560.6.a.t', 'target_level': 560, 'twist_class_label': '140.6.a.d', 'twist_class_level': 140, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 605973
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '980.6.a.h', 'source_level': 980, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '700.6.a.i', 'target_level': 700, 'twist_class_label': '140.6.a.d', 'twist_class_level': 140, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 605974
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '980.6.a.h', 'source_level': 980, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '700.6.e.g', 'target_level': 700, 'twist_class_label': '140.6.a.d', 'twist_class_level': 140, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 605975
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '980.6.a.h', 'source_level': 980, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '980.6.a.h', 'target_level': 980, 'twist_class_label': '140.6.a.d', 'twist_class_level': 140, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1568725
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 31525197492257748, 'p': 2}
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id: 1568726
{'charpoly_factorization': [[[-780, -487, 6, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 3}
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id: 1568727
{'charpoly_factorization': [[[25, 1], 3]], 'hecke_orbit_code': 31525197492257748, 'p': 5}
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id: 1568728
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 31525197492257748, 'p': 7}
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id: 1568729
{'charpoly_factorization': [[[12436740, -147231, 14, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 11}
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id: 1568730
{'charpoly_factorization': [[[6140734, -425371, -4, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 13}
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id: 1568731
{'charpoly_factorization': [[[-279119070, -833187, 44, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 17}
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id: 1568732
{'charpoly_factorization': [[[-11429521264, -4903980, 2328, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 19}
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id: 1568733
{'charpoly_factorization': [[[2083660704, 2002116, -3676, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 23}
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id: 1568734
{'charpoly_factorization': [[[17580868722, -17408331, -4092, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 29}
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id: 1568735
{'charpoly_factorization': [[[-211802104832, -41532064, 5888, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 31}
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id: 1568736
{'charpoly_factorization': [[[-47286923800, 41049740, -11378, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 37}
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id: 1568737
{'charpoly_factorization': [[[-478579953600, -44378496, 11450, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 41}
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id: 1568738
{'charpoly_factorization': [[[750561676176, -13075724, -18544, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 43}
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id: 1568739
{'charpoly_factorization': [[[173657376144, 129493881, 21754, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 47}
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id: 1568740
{'charpoly_factorization': [[[743911257600, -161640000, -7494, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 53}
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id: 1568741
{'charpoly_factorization': [[[-41176040028480, -1934357328, 12388, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 59}
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id: 1568742
{'charpoly_factorization': [[[169955356480, -174621088, 27182, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 61}
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id: 1568743
{'charpoly_factorization': [[[-15170685707520, -2456132096, 7676, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 67}
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id: 1568744
{'charpoly_factorization': [[[113425504819200, -564748800, -81992, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 71}
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id: 1568745
{'charpoly_factorization': [[[11043630664360, -6909191716, 230, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 73}
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id: 1568746
{'charpoly_factorization': [[[-274092525845520, -8464280087, 15926, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 79}
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id: 1568747
{'charpoly_factorization': [[[40289422939200, 481780656, -86100, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 83}
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id: 1568748
{'charpoly_factorization': [[[305457269205600, -2527476864, -95710, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 89}
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id: 1568749
{'charpoly_factorization': [[[41652594334882, 1432985861, -176188, 1], 1]], 'hecke_orbit_code': 31525197492257748, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '980.6.a.h', 'level': 980, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 191991000
{'hecke_orbit_code': 31525197492257748, 'n': 1, 'trace_an': 3}
-
id: 191991001
{'hecke_orbit_code': 31525197492257748, 'n': 2, 'trace_an': 0}
-
id: 191991002
{'hecke_orbit_code': 31525197492257748, 'n': 3, 'trace_an': -6}
-
id: 191991003
{'hecke_orbit_code': 31525197492257748, 'n': 4, 'trace_an': 0}
-
id: 191991004
{'hecke_orbit_code': 31525197492257748, 'n': 5, 'trace_an': -75}
-
id: 191991005
{'hecke_orbit_code': 31525197492257748, 'n': 6, 'trace_an': 0}
-
id: 191991006
{'hecke_orbit_code': 31525197492257748, 'n': 7, 'trace_an': 0}
-
id: 191991007
{'hecke_orbit_code': 31525197492257748, 'n': 8, 'trace_an': 0}
-
id: 191991008
{'hecke_orbit_code': 31525197492257748, 'n': 9, 'trace_an': 281}
-
id: 191991009
{'hecke_orbit_code': 31525197492257748, 'n': 10, 'trace_an': 0}
-
id: 191991010
{'hecke_orbit_code': 31525197492257748, 'n': 11, 'trace_an': -14}
-
id: 191991011
{'hecke_orbit_code': 31525197492257748, 'n': 12, 'trace_an': 0}
-
id: 191991012
{'hecke_orbit_code': 31525197492257748, 'n': 13, 'trace_an': 4}
-
id: 191991013
{'hecke_orbit_code': 31525197492257748, 'n': 14, 'trace_an': 0}
-
id: 191991014
{'hecke_orbit_code': 31525197492257748, 'n': 15, 'trace_an': 150}
-
id: 191991015
{'hecke_orbit_code': 31525197492257748, 'n': 16, 'trace_an': 0}
-
id: 191991016
{'hecke_orbit_code': 31525197492257748, 'n': 17, 'trace_an': -44}
-
id: 191991017
{'hecke_orbit_code': 31525197492257748, 'n': 18, 'trace_an': 0}
-
id: 191991018
{'hecke_orbit_code': 31525197492257748, 'n': 19, 'trace_an': -2328}
-
id: 191991019
{'hecke_orbit_code': 31525197492257748, 'n': 20, 'trace_an': 0}
-
id: 191991020
{'hecke_orbit_code': 31525197492257748, 'n': 21, 'trace_an': 0}
-
id: 191991021
{'hecke_orbit_code': 31525197492257748, 'n': 22, 'trace_an': 0}
-
id: 191991022
{'hecke_orbit_code': 31525197492257748, 'n': 23, 'trace_an': 3676}
-
id: 191991023
{'hecke_orbit_code': 31525197492257748, 'n': 24, 'trace_an': 0}
-
id: 191991024
{'hecke_orbit_code': 31525197492257748, 'n': 25, 'trace_an': 1875}
-
id: 191991025
{'hecke_orbit_code': 31525197492257748, 'n': 26, 'trace_an': 0}
-
id: 191991026
{'hecke_orbit_code': 31525197492257748, 'n': 27, 'trace_an': -3726}
-
id: 191991027
{'hecke_orbit_code': 31525197492257748, 'n': 28, 'trace_an': 0}
-
id: 191991028
{'hecke_orbit_code': 31525197492257748, 'n': 29, 'trace_an': 4092}
-
id: 191991029
{'hecke_orbit_code': 31525197492257748, 'n': 30, 'trace_an': 0}
-
id: 191991030
{'hecke_orbit_code': 31525197492257748, 'n': 31, 'trace_an': -5888}
-
id: 191991031
{'hecke_orbit_code': 31525197492257748, 'n': 32, 'trace_an': 0}
-
id: 191991032
{'hecke_orbit_code': 31525197492257748, 'n': 33, 'trace_an': -11318}
-
id: 191991033
{'hecke_orbit_code': 31525197492257748, 'n': 34, 'trace_an': 0}
-
id: 191991034
{'hecke_orbit_code': 31525197492257748, 'n': 35, 'trace_an': 0}
-
id: 191991035
{'hecke_orbit_code': 31525197492257748, 'n': 36, 'trace_an': 0}
-
id: 191991036
{'hecke_orbit_code': 31525197492257748, 'n': 37, 'trace_an': 11378}
-
id: 191991037
{'hecke_orbit_code': 31525197492257748, 'n': 38, 'trace_an': 0}
-
id: 191991038
{'hecke_orbit_code': 31525197492257748, 'n': 39, 'trace_an': 13702}
-
id: 191991039
{'hecke_orbit_code': 31525197492257748, 'n': 40, 'trace_an': 0}
-
id: 191991040
{'hecke_orbit_code': 31525197492257748, 'n': 41, 'trace_an': -11450}
-
id: 191991041
{'hecke_orbit_code': 31525197492257748, 'n': 42, 'trace_an': 0}
-
id: 191991042
{'hecke_orbit_code': 31525197492257748, 'n': 43, 'trace_an': 18544}
-
id: 191991043
{'hecke_orbit_code': 31525197492257748, 'n': 44, 'trace_an': 0}
-
id: 191991044
{'hecke_orbit_code': 31525197492257748, 'n': 45, 'trace_an': -7025}
-
id: 191991045
{'hecke_orbit_code': 31525197492257748, 'n': 46, 'trace_an': 0}
-
id: 191991046
{'hecke_orbit_code': 31525197492257748, 'n': 47, 'trace_an': -21754}
-
id: 191991047
{'hecke_orbit_code': 31525197492257748, 'n': 48, 'trace_an': 0}
-
id: 191991048
{'hecke_orbit_code': 31525197492257748, 'n': 49, 'trace_an': 0}
-
id: 191991049
{'hecke_orbit_code': 31525197492257748, 'n': 50, 'trace_an': 0}
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