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mf_newspaces • Show schema
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{'Nk2': 240, 'analytic_conductor': 0.8850286500861092, 'char_conductor': 15, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [15, 4, [11, 7], [2, 1]], 'conrey_indexes': [2, 8], 'cusp_dim': 8, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274945015823, 'hecke_orbit_dims': [8], 'label': '15.4.e', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 16, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 4, 'sturm_bound': 8, 'trace_bound': 0, 'trace_display': [0, -6, 0, -16], 'traces': [8, 0, -6, 0, 0, -12, -16, 0, 0, -100, 0, 132, 68, 0, 90, 284, 0, -240, 0, 0, -492, -500, 0, 0, -220, 0, 702, 508, 0, 660, 616, 0, -240, 0, 0, -804, -1156, 0, 0, -600, 0, 540, 548, 0, 180, 736, 0, -1116, 0, 0, -852, 224, 0, 0, 460, 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112188, 12704, 0, 0, 152540, 0, 65664, 137340, 0, 34320, -121552, 0, 54480, 0, 0, 31296, -20856, 0, 0, -142200, 0, 3480, -129892, 0, 59040, -120048, 0, -720, 0, 0, -131280, -155600, 0, 0, -48700, 0, 83262, 46856, 0, -900, -27704, 0, -77052, 0, 0, -85992, -41596, 0, 0, -64940, 0, 18480, 60908, 0, 11280, 156376, 0, -43320, 0, 0, 20160, 38084, 0, 0, -104220, 0, 13860, -81000, 0, -12720, 153256, 0, -38604, 0, 0, 104736, -88036, 0, 0, -32720, 0, 18864, 46360, 0, 180, 122952, 0, -91440, 0, 0, -60132, 99700, 0, 0, 119420, 0, 40404, -98220, 0, 12120, -15528, 0, 25860, 0, 0, -46080, -115456, 0, 0, -25280, 0, 4440, 40720, 0, -36360, -117520, 0, 50088, 0, 0, -79572, -54360, 0, 0, -15560, 0, -54960, 145560, 0, 32100, 41304, 0, 112980, 0, 0, -53520, 166304, 0, 0, 109380, 0, -37908, 97176, 0, 3840, 568, 0, -62760, 0, 0, 203256, 161500, 0, 0, -109180, 0, 37980, -15744, 0, -44400, -1904, 0, 37968, 0, 0, 26544, -66316, 0, 0, 42900], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [2, 8], 'label': '15.4.e', 'level': 15, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [2, 8], 'sub_dim': 8, 'sub_label': '15.4.e', 'sub_level': 15, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '15.4.e', 'level': 15, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 48959000
{'hecke_orbit_code': 274945015823, 'n': 1, 'trace_an': 8}
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id: 48959001
{'hecke_orbit_code': 274945015823, 'n': 2, 'trace_an': 0}
-
id: 48959002
{'hecke_orbit_code': 274945015823, 'n': 3, 'trace_an': -6}
-
id: 48959003
{'hecke_orbit_code': 274945015823, 'n': 4, 'trace_an': 0}
-
id: 48959004
{'hecke_orbit_code': 274945015823, 'n': 5, 'trace_an': 0}
-
id: 48959005
{'hecke_orbit_code': 274945015823, 'n': 6, 'trace_an': -12}
-
id: 48959006
{'hecke_orbit_code': 274945015823, 'n': 7, 'trace_an': -16}
-
id: 48959007
{'hecke_orbit_code': 274945015823, 'n': 8, 'trace_an': 0}
-
id: 48959008
{'hecke_orbit_code': 274945015823, 'n': 9, 'trace_an': 0}
-
id: 48959009
{'hecke_orbit_code': 274945015823, 'n': 10, 'trace_an': -100}
-
id: 48959010
{'hecke_orbit_code': 274945015823, 'n': 11, 'trace_an': 0}
-
id: 48959011
{'hecke_orbit_code': 274945015823, 'n': 12, 'trace_an': 132}
-
id: 48959012
{'hecke_orbit_code': 274945015823, 'n': 13, 'trace_an': 68}
-
id: 48959013
{'hecke_orbit_code': 274945015823, 'n': 14, 'trace_an': 0}
-
id: 48959014
{'hecke_orbit_code': 274945015823, 'n': 15, 'trace_an': 90}
-
id: 48959015
{'hecke_orbit_code': 274945015823, 'n': 16, 'trace_an': 284}
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id: 48959016
{'hecke_orbit_code': 274945015823, 'n': 17, 'trace_an': 0}
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id: 48959017
{'hecke_orbit_code': 274945015823, 'n': 18, 'trace_an': -240}
-
id: 48959018
{'hecke_orbit_code': 274945015823, 'n': 19, 'trace_an': 0}
-
id: 48959019
{'hecke_orbit_code': 274945015823, 'n': 20, 'trace_an': 0}
-
id: 48959020
{'hecke_orbit_code': 274945015823, 'n': 21, 'trace_an': -492}
-
id: 48959021
{'hecke_orbit_code': 274945015823, 'n': 22, 'trace_an': -500}
-
id: 48959022
{'hecke_orbit_code': 274945015823, 'n': 23, 'trace_an': 0}
-
id: 48959023
{'hecke_orbit_code': 274945015823, 'n': 24, 'trace_an': 0}
-
id: 48959024
{'hecke_orbit_code': 274945015823, 'n': 25, 'trace_an': -220}
-
id: 48959025
{'hecke_orbit_code': 274945015823, 'n': 26, 'trace_an': 0}
-
id: 48959026
{'hecke_orbit_code': 274945015823, 'n': 27, 'trace_an': 702}
-
id: 48959027
{'hecke_orbit_code': 274945015823, 'n': 28, 'trace_an': 508}
-
id: 48959028
{'hecke_orbit_code': 274945015823, 'n': 29, 'trace_an': 0}
-
id: 48959029
{'hecke_orbit_code': 274945015823, 'n': 30, 'trace_an': 660}
-
id: 48959030
{'hecke_orbit_code': 274945015823, 'n': 31, 'trace_an': 616}
-
id: 48959031
{'hecke_orbit_code': 274945015823, 'n': 32, 'trace_an': 0}
-
id: 48959032
{'hecke_orbit_code': 274945015823, 'n': 33, 'trace_an': -240}
-
id: 48959033
{'hecke_orbit_code': 274945015823, 'n': 34, 'trace_an': 0}
-
id: 48959034
{'hecke_orbit_code': 274945015823, 'n': 35, 'trace_an': 0}
-
id: 48959035
{'hecke_orbit_code': 274945015823, 'n': 36, 'trace_an': -804}
-
id: 48959036
{'hecke_orbit_code': 274945015823, 'n': 37, 'trace_an': -1156}
-
id: 48959037
{'hecke_orbit_code': 274945015823, 'n': 38, 'trace_an': 0}
-
id: 48959038
{'hecke_orbit_code': 274945015823, 'n': 39, 'trace_an': 0}
-
id: 48959039
{'hecke_orbit_code': 274945015823, 'n': 40, 'trace_an': -600}
-
id: 48959040
{'hecke_orbit_code': 274945015823, 'n': 41, 'trace_an': 0}
-
id: 48959041
{'hecke_orbit_code': 274945015823, 'n': 42, 'trace_an': 540}
-
id: 48959042
{'hecke_orbit_code': 274945015823, 'n': 43, 'trace_an': 548}
-
id: 48959043
{'hecke_orbit_code': 274945015823, 'n': 44, 'trace_an': 0}
-
id: 48959044
{'hecke_orbit_code': 274945015823, 'n': 45, 'trace_an': 180}
-
id: 48959045
{'hecke_orbit_code': 274945015823, 'n': 46, 'trace_an': 736}
-
id: 48959046
{'hecke_orbit_code': 274945015823, 'n': 47, 'trace_an': 0}
-
id: 48959047
{'hecke_orbit_code': 274945015823, 'n': 48, 'trace_an': -1116}
-
id: 48959048
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