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{'Nk2': 6525, 'analytic_conductor': 36.055400764052735, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 29, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [29, 4, [2], [1]], 'cm_discs': [], 'conrey_index': 12, 'dim': 68, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137690611741, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 29, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '29.15.c.a', 'level': 29, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29], 'level_radical': 29, 'minimal_twist': '29.15.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 34, 'rm_discs': [], 'sato_tate_group': '14.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '29.15.c', 'trace_display': [-312, -2, 0, -4], 'traces': [68, -312, -2, 0, 0, 0, -4, -689310, 0, 23502846, -2993734, -76269906, 0, -3845224, 277690070, -5490752792, 285786056, 5809842386, -1195066336, 1866268668, -8197524756, 0, 2117392192, 8629372824, -73846917196, -16368356994, 33411191086, 0, 48687460392, 128044102700, 73968522614, -2657032122, 0, 0, 0, -259972090824, 95888936640, 0, -571710579738, 977850700426, -57594847104, 0, 48472463810, 1173476843650, -299491373708, 656204001636, 29961288922, 1808198535114, 9857850529980, 1443642384290, 0, -11263919114280, -1993070689076, 2064324525592, 3054165001846, 8002123380864, 0, -9170547007720, -8402401993912, 4455428077662, -4381209993964, 0, 0, 0, -14884429709724, -5756218265814, 0, 4595908790532, 51089269002600, -65383337180236, 0, 101900024607216, 39493186331224, -152862151734316, 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mf_hecke_cc • Show schema
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49, 'hecke_orbit': 1, 'hecke_orbit_code': 137690611741, 'label': '29.15.c.a.17.15', 'level': 29, 'weight': 15}
-
mf_newspaces • Show schema
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{'Nk2': 6525, 'analytic_conductor': 36.055400764052735, 'char_conductor': 29, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [29, 4, [2], [1]], 'conrey_index': 12, 'cusp_dim': 68, 'dim': 68, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 137690611741, 'hecke_orbit_dims': [68], 'label': '29.15.c', 'level': 29, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29], 'level_radical': 29, 'mf_dim': 72, 'mf_new_dim': 72, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 34, 'sturm_bound': 37, 'trace_bound': 0, 'trace_display': [-312, -2, 0, -4], 'traces': [68, -312, -2, 0, 0, 0, -4, -689310, 0, 23502846, -2993734, -76269906, 0, -3845224, 277690070, -5490752792, 285786056, 5809842386, -1195066336, 1866268668, -8197524756, 0, 2117392192, 8629372824, 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id: 1667991
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 68, 'source_embedding_index': 15, 'source_hecke_orbit_code': 137690611741, 'source_is_minimal': True, 'source_label': '29.15.c.a.17.15', 'source_level': 29, 'target_conrey_index': 17, 'target_dim': 68, 'target_embedding_index': 15, 'target_hecke_orbit_code': 137690611741, 'target_is_minimal': True, 'target_label': '29.15.c.a.17.15', 'target_level': 29, 'twist_class_label': '29.15.c.a.12.15', 'twist_class_level': 29, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 15}
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id: 1667992
{'conductor': 29, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 68, 'source_embedding_index': 15, 'source_hecke_orbit_code': 137690611741, 'source_is_minimal': True, 'source_label': '29.15.c.a.17.15', 'source_level': 29, 'target_conrey_index': 12, 'target_dim': 68, 'target_embedding_index': 15, 'target_hecke_orbit_code': 137690611741, 'target_is_minimal': True, 'target_label': '29.15.c.a.12.15', 'target_level': 29, 'twist_class_label': '29.15.c.a.12.15', 'twist_class_level': 29, 'twisting_char_label': '29.12', 'twisting_conrey_index': 12, 'weight': 15}
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hecke_orbit_code 137690611741 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '29.15.c.a', 'level': 29, 'portrait': 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', 'weight': 15}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 6238729
{'hecke_orbit_code': 137690611741, 'n': 1, 'trace_an': 68}
-
id: 6238730
{'hecke_orbit_code': 137690611741, 'n': 2, 'trace_an': -312}
-
id: 6238731
{'hecke_orbit_code': 137690611741, 'n': 3, 'trace_an': -2}
-
id: 6238732
{'hecke_orbit_code': 137690611741, 'n': 4, 'trace_an': 0}
-
id: 6238733
{'hecke_orbit_code': 137690611741, 'n': 5, 'trace_an': 0}
-
id: 6238734
{'hecke_orbit_code': 137690611741, 'n': 6, 'trace_an': 0}
-
id: 6238735
{'hecke_orbit_code': 137690611741, 'n': 7, 'trace_an': -4}
-
id: 6238736
{'hecke_orbit_code': 137690611741, 'n': 8, 'trace_an': -689310}
-
id: 6238737
{'hecke_orbit_code': 137690611741, 'n': 9, 'trace_an': 0}
-
id: 6238738
{'hecke_orbit_code': 137690611741, 'n': 10, 'trace_an': 23502846}
-
id: 6238739
{'hecke_orbit_code': 137690611741, 'n': 11, 'trace_an': -2993734}
-
id: 6238740
{'hecke_orbit_code': 137690611741, 'n': 12, 'trace_an': -76269906}
-
id: 6238741
{'hecke_orbit_code': 137690611741, 'n': 13, 'trace_an': 0}
-
id: 6238742
{'hecke_orbit_code': 137690611741, 'n': 14, 'trace_an': -3845224}
-
id: 6238743
{'hecke_orbit_code': 137690611741, 'n': 15, 'trace_an': 277690070}
-
id: 6238744
{'hecke_orbit_code': 137690611741, 'n': 16, 'trace_an': -5490752792}
-
id: 6238745
{'hecke_orbit_code': 137690611741, 'n': 17, 'trace_an': 285786056}
-
id: 6238746
{'hecke_orbit_code': 137690611741, 'n': 18, 'trace_an': 5809842386}
-
id: 6238747
{'hecke_orbit_code': 137690611741, 'n': 19, 'trace_an': -1195066336}
-
id: 6238748
{'hecke_orbit_code': 137690611741, 'n': 20, 'trace_an': 1866268668}
-
id: 6238749
{'hecke_orbit_code': 137690611741, 'n': 21, 'trace_an': -8197524756}
-
id: 6238750
{'hecke_orbit_code': 137690611741, 'n': 22, 'trace_an': 0}
-
id: 6238751
{'hecke_orbit_code': 137690611741, 'n': 23, 'trace_an': 2117392192}
-
id: 6238752
{'hecke_orbit_code': 137690611741, 'n': 24, 'trace_an': 8629372824}
-
id: 6238753
{'hecke_orbit_code': 137690611741, 'n': 25, 'trace_an': -73846917196}
-
id: 6238754
{'hecke_orbit_code': 137690611741, 'n': 26, 'trace_an': -16368356994}
-
id: 6238755
{'hecke_orbit_code': 137690611741, 'n': 27, 'trace_an': 33411191086}
-
id: 6238756
{'hecke_orbit_code': 137690611741, 'n': 28, 'trace_an': 0}
-
id: 6238757
{'hecke_orbit_code': 137690611741, 'n': 29, 'trace_an': 48687460392}
-
id: 6238758
{'hecke_orbit_code': 137690611741, 'n': 30, 'trace_an': 128044102700}
-
id: 6238759
{'hecke_orbit_code': 137690611741, 'n': 31, 'trace_an': 73968522614}
-
id: 6238760
{'hecke_orbit_code': 137690611741, 'n': 32, 'trace_an': -2657032122}
-
id: 6238761
{'hecke_orbit_code': 137690611741, 'n': 33, 'trace_an': 0}
-
id: 6238762
{'hecke_orbit_code': 137690611741, 'n': 34, 'trace_an': 0}
-
id: 6238763
{'hecke_orbit_code': 137690611741, 'n': 35, 'trace_an': 0}
-
id: 6238764
{'hecke_orbit_code': 137690611741, 'n': 36, 'trace_an': -259972090824}
-
id: 6238765
{'hecke_orbit_code': 137690611741, 'n': 37, 'trace_an': 95888936640}
-
id: 6238766
{'hecke_orbit_code': 137690611741, 'n': 38, 'trace_an': 0}
-
id: 6238767
{'hecke_orbit_code': 137690611741, 'n': 39, 'trace_an': -571710579738}
-
id: 6238768
{'hecke_orbit_code': 137690611741, 'n': 40, 'trace_an': 977850700426}
-
id: 6238769
{'hecke_orbit_code': 137690611741, 'n': 41, 'trace_an': -57594847104}
-
id: 6238770
{'hecke_orbit_code': 137690611741, 'n': 42, 'trace_an': 0}
-
id: 6238771
{'hecke_orbit_code': 137690611741, 'n': 43, 'trace_an': 48472463810}
-
id: 6238772
{'hecke_orbit_code': 137690611741, 'n': 44, 'trace_an': 1173476843650}
-
id: 6238773
{'hecke_orbit_code': 137690611741, 'n': 45, 'trace_an': -299491373708}
-
id: 6238774
{'hecke_orbit_code': 137690611741, 'n': 46, 'trace_an': 656204001636}
-
id: 6238775
{'hecke_orbit_code': 137690611741, 'n': 47, 'trace_an': 29961288922}
-
id: 6238776
{'hecke_orbit_code': 137690611741, 'n': 48, 'trace_an': 1808198535114}
-
id: 6238777
{'hecke_orbit_code': 137690611741, 'n': 49, 'trace_an': 9857850529980}
-
id: 6238778
{'hecke_orbit_code': 137690611741, 'n': 50, 'trace_an': 1443642384290}
-
id: 6238779
{'hecke_orbit_code': 137690611741, 'n': 51, 'trace_an': 0}
-
id: 6238780
{'hecke_orbit_code': 137690611741, 'n': 52, 'trace_an': -11263919114280}
-
id: 6238781
{'hecke_orbit_code': 137690611741, 'n': 53, 'trace_an': -1993070689076}
-
id: 6238782
{'hecke_orbit_code': 137690611741, 'n': 54, 'trace_an': 2064324525592}
-
id: 6238783
{'hecke_orbit_code': 137690611741, 'n': 55, 'trace_an': 3054165001846}
-
id: 6238784
{'hecke_orbit_code': 137690611741, 'n': 56, 'trace_an': 8002123380864}
-
id: 6238785
{'hecke_orbit_code': 137690611741, 'n': 57, 'trace_an': 0}
-
id: 6238786
{'hecke_orbit_code': 137690611741, 'n': 58, 'trace_an': -9170547007720}
-
id: 6238787
{'hecke_orbit_code': 137690611741, 'n': 59, 'trace_an': -8402401993912}
-
id: 6238788
{'hecke_orbit_code': 137690611741, 'n': 60, 'trace_an': 4455428077662}
-
id: 6238789
{'hecke_orbit_code': 137690611741, 'n': 61, 'trace_an': -4381209993964}
-
id: 6238790
{'hecke_orbit_code': 137690611741, 'n': 62, 'trace_an': 0}
-
id: 6238791
{'hecke_orbit_code': 137690611741, 'n': 63, 'trace_an': 0}
-
id: 6238792
{'hecke_orbit_code': 137690611741, 'n': 64, 'trace_an': 0}
-
id: 6238793
{'hecke_orbit_code': 137690611741, 'n': 65, 'trace_an': -14884429709724}
-
id: 6238794
{'hecke_orbit_code': 137690611741, 'n': 66, 'trace_an': -5756218265814}
-
id: 6238795
{'hecke_orbit_code': 137690611741, 'n': 67, 'trace_an': 0}
-
id: 6238796
{'hecke_orbit_code': 137690611741, 'n': 68, 'trace_an': 4595908790532}
-
id: 6238797
{'hecke_orbit_code': 137690611741, 'n': 69, 'trace_an': 51089269002600}
-
id: 6238798
{'hecke_orbit_code': 137690611741, 'n': 70, 'trace_an': -65383337180236}
-
id: 6238799
{'hecke_orbit_code': 137690611741, 'n': 71, 'trace_an': 0}
-
id: 6238800
{'hecke_orbit_code': 137690611741, 'n': 72, 'trace_an': 101900024607216}
-
id: 6238801
{'hecke_orbit_code': 137690611741, 'n': 73, 'trace_an': 39493186331224}
-
id: 6238802
{'hecke_orbit_code': 137690611741, 'n': 74, 'trace_an': -152862151734316}
-
id: 6238803
{'hecke_orbit_code': 137690611741, 'n': 75, 'trace_an': -46335428712972}
-
id: 6238804
{'hecke_orbit_code': 137690611741, 'n': 76, 'trace_an': 46232026918072}
-
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