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mf_newspaces • Show schema
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{'Nk2': 2184, 'analytic_conductor': 4.359831950361909, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [546, 3, [365, 157, 379], [3, 1, 3]], 'conrey_index': 79, 'cusp_dim': 208, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 17], 'hecke_orbit_code': 549789368866, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 6], 'label': '546.2.i', 'level': 546, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'mf_dim': 240, 'mf_new_dim': 32, 'num_forms': 11, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 224, 'trace_bound': 5, 'trace_display': [0, 0, 8, -12], 'traces': [32, 0, 0, -16, 8, 8, -12, 0, -16, 4, 8, 0, 8, -4, -8, -16, -12, 0, -8, -16, 0, 0, 0, -4, -20, 0, 0, 12, -24, -8, 20, 0, -4, 16, -24, 32, 0, 20, 0, 4, 64, 12, -32, 8, 8, -8, 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32, -4, -304, 48, 128, -16, -32, 68, 64, -24, 120, -176, 128, 16, -96, 0, 156, -8, 208, -184, 336, 52, -4, 16, 0, -24], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 240974
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 79, 'conrey_indexes': [79, 235], 'label': '546.2.i', 'level': 546, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16], 'sub_dim': 2, 'sub_label': '21.2.e', 'sub_level': 21, 'sub_mult': 4, 'weight': 2}
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id: 240976
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 79, 'conrey_indexes': [79, 235], 'label': '546.2.i', 'level': 546, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 4, 'sub_label': '42.2.e', 'sub_level': 42, 'sub_mult': 2, 'weight': 2}
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id: 240978
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 79, 'conrey_indexes': [79, 235], 'label': '546.2.i', 'level': 546, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 53, 'sub_conrey_indexes': [53, 79], 'sub_dim': 16, 'sub_label': '91.2.e', 'sub_level': 91, 'sub_mult': 4, 'weight': 2}
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id: 240973
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 79, 'conrey_indexes': [79, 235], 'label': '546.2.i', 'level': 546, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 53, 'sub_conrey_indexes': [53, 79], 'sub_dim': 16, 'sub_label': '182.2.f', 'sub_level': 182, 'sub_mult': 2, 'weight': 2}
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id: 240975
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 79, 'conrey_indexes': [79, 235], 'label': '546.2.i', 'level': 546, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79, 235], 'sub_dim': 32, 'sub_label': '273.2.i', 'sub_level': 273, 'sub_mult': 2, 'weight': 2}
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id: 240977
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 79, 'conrey_indexes': [79, 235], 'label': '546.2.i', 'level': 546, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79, 235], 'sub_dim': 32, 'sub_label': '546.2.i', 'sub_level': 546, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '546.2.i', 'level': 546, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 79371000
{'hecke_orbit_code': 549789368866, 'n': 1, 'trace_an': 32}
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id: 79371001
{'hecke_orbit_code': 549789368866, 'n': 2, 'trace_an': 0}
-
id: 79371002
{'hecke_orbit_code': 549789368866, 'n': 3, 'trace_an': 0}
-
id: 79371003
{'hecke_orbit_code': 549789368866, 'n': 4, 'trace_an': -16}
-
id: 79371004
{'hecke_orbit_code': 549789368866, 'n': 5, 'trace_an': 8}
-
id: 79371005
{'hecke_orbit_code': 549789368866, 'n': 6, 'trace_an': 8}
-
id: 79371006
{'hecke_orbit_code': 549789368866, 'n': 7, 'trace_an': -12}
-
id: 79371007
{'hecke_orbit_code': 549789368866, 'n': 8, 'trace_an': 0}
-
id: 79371008
{'hecke_orbit_code': 549789368866, 'n': 9, 'trace_an': -16}
-
id: 79371009
{'hecke_orbit_code': 549789368866, 'n': 10, 'trace_an': 4}
-
id: 79371010
{'hecke_orbit_code': 549789368866, 'n': 11, 'trace_an': 8}
-
id: 79371011
{'hecke_orbit_code': 549789368866, 'n': 12, 'trace_an': 0}
-
id: 79371012
{'hecke_orbit_code': 549789368866, 'n': 13, 'trace_an': 8}
-
id: 79371013
{'hecke_orbit_code': 549789368866, 'n': 14, 'trace_an': -4}
-
id: 79371014
{'hecke_orbit_code': 549789368866, 'n': 15, 'trace_an': -8}
-
id: 79371015
{'hecke_orbit_code': 549789368866, 'n': 16, 'trace_an': -16}
-
id: 79371016
{'hecke_orbit_code': 549789368866, 'n': 17, 'trace_an': -12}
-
id: 79371017
{'hecke_orbit_code': 549789368866, 'n': 18, 'trace_an': 0}
-
id: 79371018
{'hecke_orbit_code': 549789368866, 'n': 19, 'trace_an': -8}
-
id: 79371019
{'hecke_orbit_code': 549789368866, 'n': 20, 'trace_an': -16}
-
id: 79371020
{'hecke_orbit_code': 549789368866, 'n': 21, 'trace_an': 0}
-
id: 79371021
{'hecke_orbit_code': 549789368866, 'n': 22, 'trace_an': 0}
-
id: 79371022
{'hecke_orbit_code': 549789368866, 'n': 23, 'trace_an': 0}
-
id: 79371023
{'hecke_orbit_code': 549789368866, 'n': 24, 'trace_an': -4}
-
id: 79371024
{'hecke_orbit_code': 549789368866, 'n': 25, 'trace_an': -20}
-
id: 79371025
{'hecke_orbit_code': 549789368866, 'n': 26, 'trace_an': 0}
-
id: 79371026
{'hecke_orbit_code': 549789368866, 'n': 27, 'trace_an': 0}
-
id: 79371027
{'hecke_orbit_code': 549789368866, 'n': 28, 'trace_an': 12}
-
id: 79371028
{'hecke_orbit_code': 549789368866, 'n': 29, 'trace_an': -24}
-
id: 79371029
{'hecke_orbit_code': 549789368866, 'n': 30, 'trace_an': -8}
-
id: 79371030
{'hecke_orbit_code': 549789368866, 'n': 31, 'trace_an': 20}
-
id: 79371031
{'hecke_orbit_code': 549789368866, 'n': 32, 'trace_an': 0}
-
id: 79371032
{'hecke_orbit_code': 549789368866, 'n': 33, 'trace_an': -4}
-
id: 79371033
{'hecke_orbit_code': 549789368866, 'n': 34, 'trace_an': 16}
-
id: 79371034
{'hecke_orbit_code': 549789368866, 'n': 35, 'trace_an': -24}
-
id: 79371035
{'hecke_orbit_code': 549789368866, 'n': 36, 'trace_an': 32}
-
id: 79371036
{'hecke_orbit_code': 549789368866, 'n': 37, 'trace_an': 0}
-
id: 79371037
{'hecke_orbit_code': 549789368866, 'n': 38, 'trace_an': 20}
-
id: 79371038
{'hecke_orbit_code': 549789368866, 'n': 39, 'trace_an': 0}
-
id: 79371039
{'hecke_orbit_code': 549789368866, 'n': 40, 'trace_an': 4}
-
id: 79371040
{'hecke_orbit_code': 549789368866, 'n': 41, 'trace_an': 64}
-
id: 79371041
{'hecke_orbit_code': 549789368866, 'n': 42, 'trace_an': 12}
-
id: 79371042
{'hecke_orbit_code': 549789368866, 'n': 43, 'trace_an': -32}
-
id: 79371043
{'hecke_orbit_code': 549789368866, 'n': 44, 'trace_an': 8}
-
id: 79371044
{'hecke_orbit_code': 549789368866, 'n': 45, 'trace_an': 8}
-
id: 79371045
{'hecke_orbit_code': 549789368866, 'n': 46, 'trace_an': -8}
-
id: 79371046
{'hecke_orbit_code': 549789368866, 'n': 47, 'trace_an': 24}
-
id: 79371047
{'hecke_orbit_code': 549789368866, 'n': 48, 'trace_an': 0}
-
id: 79371048
{'hecke_orbit_code': 549789368866, 'n': 49, 'trace_an': -16}
-
id: 79371049
{'hecke_orbit_code': 549789368866, 'n': 50, 'trace_an': -32}
-
id: 79371050
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