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mf_newspaces • Show schema
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{'Nk2': 81, 'analytic_conductor': 0.2452322379242672, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [9, 6, [2], [1]], 'conrey_index': 2, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206208761865, 'hecke_orbit_dims': [2], 'label': '9.3.d', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 6, 'mf_new_dim': 6, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 1, 'sturm_bound': 3, 'trace_bound': 0, 'trace_display': [-3, -3, 6, -2], 'traces': [2, -3, -3, -1, 6, 9, -2, 0, -9, -12, -3, 6, 4, 6, 0, 11, 0, 0, 22, -6, -6, 3, -48, -45, -13, 0, 54, 4, 78, 18, -32, 27, 9, -27, 0, -9, -68, -33, -24, 30, -21, 0, 61, 0, -54, 96, -84, 33, 45, 39, 81, 4, 0, -81, -12, -30, -33, -78, 87, 18, -56, 0, 36, -142, 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-66, 0, -1215, 238, -108, 522, -159, 2058, 1530, 32, 0, 243, -104, -924, -792, -216, -210, 576, 1107, 0, -117, 0, -63, -732, -780, -1392, 0, -695, 0, 0, 96, -3000, 363, 84, 195, -1008, -266, 0, -729, 112, -1440, -1599, 1380, -216, 18, 442, 0, 360, 1404, -1380, -1152, 495, -351, 0, 351, 0, 540, 940, 186, -465, 168, -696, 360, 336, 0, 0, 366, -3, -114, 260, 429, 252, -270, 0, 0, 1608, 696, 468, -1050, 654, 0, -63, 0, 2187, 238, 1590, -288, -1202, 1770, 891, -690, 0, -243, 20, 318, 156, 616, -723, -954, -216, 0, 468, 798, 2022, 630, -432, -2106, 0, 44, 0, 0, -2840, -864, -6, 108, 1740, -252, -524, 0, -1836, -2280], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 2, 'conrey_indexes': [2, 5], 'label': '9.3.d', 'level': 9, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 5], 'sub_dim': 2, 'sub_label': '9.3.d', 'sub_level': 9, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '9.3.d', 'level': 9, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 37959000
{'hecke_orbit_code': 206208761865, 'n': 1, 'trace_an': 2}
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id: 37959001
{'hecke_orbit_code': 206208761865, 'n': 2, 'trace_an': -3}
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id: 37959002
{'hecke_orbit_code': 206208761865, 'n': 3, 'trace_an': -3}
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id: 37959003
{'hecke_orbit_code': 206208761865, 'n': 4, 'trace_an': -1}
-
id: 37959004
{'hecke_orbit_code': 206208761865, 'n': 5, 'trace_an': 6}
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id: 37959005
{'hecke_orbit_code': 206208761865, 'n': 6, 'trace_an': 9}
-
id: 37959006
{'hecke_orbit_code': 206208761865, 'n': 7, 'trace_an': -2}
-
id: 37959007
{'hecke_orbit_code': 206208761865, 'n': 8, 'trace_an': 0}
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id: 37959008
{'hecke_orbit_code': 206208761865, 'n': 9, 'trace_an': -9}
-
id: 37959009
{'hecke_orbit_code': 206208761865, 'n': 10, 'trace_an': -12}
-
id: 37959010
{'hecke_orbit_code': 206208761865, 'n': 11, 'trace_an': -3}
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id: 37959011
{'hecke_orbit_code': 206208761865, 'n': 12, 'trace_an': 6}
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id: 37959012
{'hecke_orbit_code': 206208761865, 'n': 13, 'trace_an': 4}
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id: 37959013
{'hecke_orbit_code': 206208761865, 'n': 14, 'trace_an': 6}
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id: 37959014
{'hecke_orbit_code': 206208761865, 'n': 15, 'trace_an': 0}
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id: 37959015
{'hecke_orbit_code': 206208761865, 'n': 16, 'trace_an': 11}
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id: 37959016
{'hecke_orbit_code': 206208761865, 'n': 17, 'trace_an': 0}
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id: 37959017
{'hecke_orbit_code': 206208761865, 'n': 18, 'trace_an': 0}
-
id: 37959018
{'hecke_orbit_code': 206208761865, 'n': 19, 'trace_an': 22}
-
id: 37959019
{'hecke_orbit_code': 206208761865, 'n': 20, 'trace_an': -6}
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id: 37959020
{'hecke_orbit_code': 206208761865, 'n': 21, 'trace_an': -6}
-
id: 37959021
{'hecke_orbit_code': 206208761865, 'n': 22, 'trace_an': 3}
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id: 37959022
{'hecke_orbit_code': 206208761865, 'n': 23, 'trace_an': -48}
-
id: 37959023
{'hecke_orbit_code': 206208761865, 'n': 24, 'trace_an': -45}
-
id: 37959024
{'hecke_orbit_code': 206208761865, 'n': 25, 'trace_an': -13}
-
id: 37959025
{'hecke_orbit_code': 206208761865, 'n': 26, 'trace_an': 0}
-
id: 37959026
{'hecke_orbit_code': 206208761865, 'n': 27, 'trace_an': 54}
-
id: 37959027
{'hecke_orbit_code': 206208761865, 'n': 28, 'trace_an': 4}
-
id: 37959028
{'hecke_orbit_code': 206208761865, 'n': 29, 'trace_an': 78}
-
id: 37959029
{'hecke_orbit_code': 206208761865, 'n': 30, 'trace_an': 18}
-
id: 37959030
{'hecke_orbit_code': 206208761865, 'n': 31, 'trace_an': -32}
-
id: 37959031
{'hecke_orbit_code': 206208761865, 'n': 32, 'trace_an': 27}
-
id: 37959032
{'hecke_orbit_code': 206208761865, 'n': 33, 'trace_an': 9}
-
id: 37959033
{'hecke_orbit_code': 206208761865, 'n': 34, 'trace_an': -27}
-
id: 37959034
{'hecke_orbit_code': 206208761865, 'n': 35, 'trace_an': 0}
-
id: 37959035
{'hecke_orbit_code': 206208761865, 'n': 36, 'trace_an': -9}
-
id: 37959036
{'hecke_orbit_code': 206208761865, 'n': 37, 'trace_an': -68}
-
id: 37959037
{'hecke_orbit_code': 206208761865, 'n': 38, 'trace_an': -33}
-
id: 37959038
{'hecke_orbit_code': 206208761865, 'n': 39, 'trace_an': -24}
-
id: 37959039
{'hecke_orbit_code': 206208761865, 'n': 40, 'trace_an': 30}
-
id: 37959040
{'hecke_orbit_code': 206208761865, 'n': 41, 'trace_an': -21}
-
id: 37959041
{'hecke_orbit_code': 206208761865, 'n': 42, 'trace_an': 0}
-
id: 37959042
{'hecke_orbit_code': 206208761865, 'n': 43, 'trace_an': 61}
-
id: 37959043
{'hecke_orbit_code': 206208761865, 'n': 44, 'trace_an': 0}
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id: 37959044
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