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mf_newspaces • Show schema
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{'Nk2': 1560, 'analytic_conductor': 3.114165678829935, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [390, 2, [131, 157, 301], [2, 2, 1]], 'conrey_index': 181, 'cusp_dim': 76, 'dim': 12, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 68753031558, 'hecke_orbit_dims': [2, 2, 4, 4], 'label': '390.2.b', 'level': 390, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 92, 'mf_new_dim': 12, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 168, 'trace_bound': 13, 'trace_display': [0, -4, 0, 0], 'traces': [12, 0, -4, -12, 0, 0, 0, 0, 12, 4, 0, 4, 4, 0, 0, 12, 8, 0, 0, 0, 0, 0, 0, 0, -12, 4, -4, 0, 8, 4, 0, 0, 0, 0, 8, -12, 0, -24, 8, -4, 0, -8, 16, 0, 0, 0, 0, -4, -44, 0, 8, -4, -8, 0, 0, 0, 0, 0, 0, 0, 24, -8, 0, -12, -4, 8, 0, -8, -8, 0, 0, 0, 0, 8, 4, 0, -64, 8, 0, 0, 12, 8, 0, 0, 0, 0, 8, 0, 0, 4, 40, 0, 0, 16, 32, 0, 0, 0, 0, 12, -8, 0, -16, -4, 0, 0, -32, 4, 0, 0, 0, 0, -8, -24, 0, -8, 4, 16, 0, -4, -44, 0, 0, 0, 0, 0, -48, 0, -32, 4, 80, 0, -80, 0, 0, 0, 0, 0, 64, -8, 0, 48, -24, 12, 0, 8, -44, 0, 0, 0, 0, 24, 8, 0, -40, -8, 24, 0, 0, 4, 0, 0, 0, 0, -8, -32, 0, 8, 52, 0, 0, -16, 152, 0, 0, 0, 0, -56, 32, 0, -24, 80, 56, 0, 8, 0, 0, 0, 0, 0, -96, 4, 0, -72, -8, 44, 0, 0, 32, 0, 0, 0, 0, -8, 24, 0, 0, 4, -80, 0, 32, 8, 0, 0, 0, 0, -48, 32, 0, 0, 16, -16, 0, 0, -12, 0, 0, 0, 0, 40, -64, 0, 8, 4, 0, 0, 64, 48, 0, 0, 0, 0, -4, -24, 0, 32, -16, 8, 0, -4, 32, 0, 0, 0, 0, 12, -104, 0, -48, 4, 8, 0, -64, -8, 0, 0, 0, 0, 88, 4, 0, 8, 40, 72, 0, 8, -40, 0, 0, 0, 0, 0, -16, 0, 16, -8, 176, 0, -28, 0, 0, 0, 0, 0, 0, -8, 0, -56, 0, -4, 0, -88, -24, 0, 0, 0, 0, 64, -56, 0, 64, -8, 104, 0, 8, 0, 0, 0, 0, 0, -32, -32, 0, -12, -4, -80, 0, -8, 32, 0, 0, 0, 0, -64, -32, 0, 40, -64, 40, 0, -144, -24, 0, 0, 0, 0, -48, -8, 0, 0, 8, 0, 0, 8, -64, 0, 0, 0, 0, -4, -76, 0, -12, -40, 32, 0, 176, 0, 0, 0, 0, 0, -56, 112, 0, -16, 16, -8, 0, -32, -24, 0, 0, 0, 0, -56, 16, 0, 56, 8, 0, 0, -48, -8, 0, 0, 0, 0, 32, -12, 0, 72, 0, 8, 0, 48, 176, 0, 0, 0, 0, 16, -32, 0, -48, 4, -64, 0, -96, 0, 0, 0, 0, 0, -8, -32, 0, 32, 80, -48, 0, -4, 8, 0, 0, 0, 0, -80, -96, 0, -44, 64, -128, 0, -8, 64, 0, 0, 0, 0, -80, 8, 0, -80, 24, 24, 0, 0, 8, 0, 0, 0, 0, 8, 48, 0, -176, -4, 16, 0, 48, -16, 0, 0, 0, 0, -8, -48, 0, 4, 24, 0, 0, 44, 32, 0, 0, 0, 0, 12, 112, 0, 176, -32, 0, 0, -16, 48, 0, 0, 0, 0, 48, 0, 0, -96, -52, 48, 0, 16, 64, 0, 0, 0, 0, 32, 128, 0, 0, -4, 24, 0, -16, -80, 0, 0, 0, 0, 92, -56, 0, 80, -128, 48, 0, 0, -32, 0, 0, 0, 0, -8, -72, 0, -72, -24, -80, 0, 24, 0, 0, 0, 0, 0, 0, -64, 0, -8, 160, 8, 0, -136, 32, 0, 0, 0, 0, -48, 200, 0, 112, 24, 96, 0, 0, -12, 0, 0, 0, 0, 80, 0, 0, -8, -4, -40, 0, 44, -80, 0, 0, 0, 0, 8, 64, 0, 48, 16, -192, 0, 8, 176, 0, 0, 0, 0, 48, -24, 0, 56, -80, -8, 0, 144, -64, 0, 0, 0, 0, 40, -8, 0, 64, 8, 12, 0, 128, -24, 0, 0, 0, 0, 0, 120, 0, 0, -116, 112, 0, -4, -24, 0, 0, 0, 0, 112, -96, 0, -48, -4, -96, 0, 168, 24, 0, 0, 0, 0, -16, 8, 0, -40, 8, 32, 0, 8, 0, 0, 0, 0, 0, -8, -232, 0, 4, -52, 216, 0, 0, 0, 0, 0, 0, 0, -40, 48, 0, 16, -144, -48, 0, -152, -64, 0, 0, 0, 0, 32, -136, 0, -24, 8, -32, 0, -16, 24, 0, 0, 0, 0, 0, 56, 0, -64, 8, -32, 0, 128, -192, 0, 0, 0, 0, 24, -8, 0, -80, -80, 12, 0, -176, -56, 0, 0, 0, 0, 112, 8, 0, -8, 88, -176, 0, 0, -8, 0, 0, 0, 0, -4, -32, 0, 112, 64, 40, 0, 168, -136, 0, 0, 0, 0, 64, 96, 0, 80, -104, -4, 0, -64, 72, 0, 0, 0, 0, 72, 176, 0, 80, 8, -96, 0, 8, -44, 0, 0, 0, 0, -56, 0, 0, 0, 56, 8, 0, -32, 72, 0, 0, 0, 0, -24, 128, 0, 96, -32, -152, 0, -88, 4, 0, 0, 0, 0, 0, 8, 0, 64, 40, -24, 0, -24, -272, 0, 0, 0, 0, 0, -40, 0, 32, -4, -248, 0, 48, 80, 0, 0, 0, 0, -172, -32, 0, -32, 64, 16, 0, -8, -16, 0, 0, 0, 0, -160, 32, 0, -264, 88, 0, 0, 0, -160, 0, 0, 0, 0, -76, 48, 0, 16, -48, -32, 0, 32, -8, 0, 0, 0, 0, 0, 264, 0, -80, -16, -24, 0, -112, 16, 0, 0, 0, 0, -64, -56, 0, 0, -80, -120, 0, 12, 144, 0, 0, 0, 0, 96, 208, 0, -8, 40, 96, 0, 128, 8, 0, 0, 0, 0, 32, -40, 0, 120, 80, 64, 0, 208, -16, 0, 0, 0, 0, -8, -128, 0, -112, -4, -120, 0, -40, 0, 0, 0, 0, 0, 0, -64, 0, -64, 32, 24, 0, -48, 136, 0, 0, 0, 0, -80, 384, 0, -44, 112, -32, 0, 80, -96, 0, 0, 0, 0, 48, 4, 0, 0, -8, 24, 0, 56, 16, 0, 0, 0, 0, -32, 56, 0, 256, 16, -336, 0, -96, -8, 0, 0, 0, 0, -8, 56, 0, 4], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 201730
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '390.2.b', 'level': 390, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '78.2.b', 'sub_level': 78, 'sub_mult': 2, 'weight': 2}
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id: 201726
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '390.2.b', 'level': 390, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '26.2.b', 'sub_level': 26, 'sub_mult': 4, 'weight': 2}
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id: 201728
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '390.2.b', 'level': 390, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '39.2.b', 'sub_level': 39, 'sub_mult': 4, 'weight': 2}
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id: 201729
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '390.2.b', 'level': 390, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 51, 'sub_conrey_indexes': [51], 'sub_dim': 6, 'sub_label': '65.2.c', 'sub_level': 65, 'sub_mult': 4, 'weight': 2}
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id: 201724
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '390.2.b', 'level': 390, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 51, 'sub_conrey_indexes': [51], 'sub_dim': 2, 'sub_label': '130.2.d', 'sub_level': 130, 'sub_mult': 2, 'weight': 2}
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id: 201725
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '390.2.b', 'level': 390, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 181, 'sub_conrey_indexes': [181], 'sub_dim': 8, 'sub_label': '195.2.b', 'sub_level': 195, 'sub_mult': 2, 'weight': 2}
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id: 201727
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 181, 'conrey_indexes': [181], 'label': '390.2.b', 'level': 390, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 181, 'sub_conrey_indexes': [181], 'sub_dim': 12, 'sub_label': '390.2.b', 'sub_level': 390, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '390.2.b', 'level': 390, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17302000
{'hecke_orbit_code': 68753031558, 'n': 1, 'trace_an': 12}
-
id: 17302001
{'hecke_orbit_code': 68753031558, 'n': 2, 'trace_an': 0}
-
id: 17302002
{'hecke_orbit_code': 68753031558, 'n': 3, 'trace_an': -4}
-
id: 17302003
{'hecke_orbit_code': 68753031558, 'n': 4, 'trace_an': -12}
-
id: 17302004
{'hecke_orbit_code': 68753031558, 'n': 5, 'trace_an': 0}
-
id: 17302005
{'hecke_orbit_code': 68753031558, 'n': 6, 'trace_an': 0}
-
id: 17302006
{'hecke_orbit_code': 68753031558, 'n': 7, 'trace_an': 0}
-
id: 17302007
{'hecke_orbit_code': 68753031558, 'n': 8, 'trace_an': 0}
-
id: 17302008
{'hecke_orbit_code': 68753031558, 'n': 9, 'trace_an': 12}
-
id: 17302009
{'hecke_orbit_code': 68753031558, 'n': 10, 'trace_an': 4}
-
id: 17302010
{'hecke_orbit_code': 68753031558, 'n': 11, 'trace_an': 0}
-
id: 17302011
{'hecke_orbit_code': 68753031558, 'n': 12, 'trace_an': 4}
-
id: 17302012
{'hecke_orbit_code': 68753031558, 'n': 13, 'trace_an': 4}
-
id: 17302013
{'hecke_orbit_code': 68753031558, 'n': 14, 'trace_an': 0}
-
id: 17302014
{'hecke_orbit_code': 68753031558, 'n': 15, 'trace_an': 0}
-
id: 17302015
{'hecke_orbit_code': 68753031558, 'n': 16, 'trace_an': 12}
-
id: 17302016
{'hecke_orbit_code': 68753031558, 'n': 17, 'trace_an': 8}
-
id: 17302017
{'hecke_orbit_code': 68753031558, 'n': 18, 'trace_an': 0}
-
id: 17302018
{'hecke_orbit_code': 68753031558, 'n': 19, 'trace_an': 0}
-
id: 17302019
{'hecke_orbit_code': 68753031558, 'n': 20, 'trace_an': 0}
-
id: 17302020
{'hecke_orbit_code': 68753031558, 'n': 21, 'trace_an': 0}
-
id: 17302021
{'hecke_orbit_code': 68753031558, 'n': 22, 'trace_an': 0}
-
id: 17302022
{'hecke_orbit_code': 68753031558, 'n': 23, 'trace_an': 0}
-
id: 17302023
{'hecke_orbit_code': 68753031558, 'n': 24, 'trace_an': 0}
-
id: 17302024
{'hecke_orbit_code': 68753031558, 'n': 25, 'trace_an': -12}
-
id: 17302025
{'hecke_orbit_code': 68753031558, 'n': 26, 'trace_an': 4}
-
id: 17302026
{'hecke_orbit_code': 68753031558, 'n': 27, 'trace_an': -4}
-
id: 17302027
{'hecke_orbit_code': 68753031558, 'n': 28, 'trace_an': 0}
-
id: 17302028
{'hecke_orbit_code': 68753031558, 'n': 29, 'trace_an': 8}
-
id: 17302029
{'hecke_orbit_code': 68753031558, 'n': 30, 'trace_an': 4}
-
id: 17302030
{'hecke_orbit_code': 68753031558, 'n': 31, 'trace_an': 0}
-
id: 17302031
{'hecke_orbit_code': 68753031558, 'n': 32, 'trace_an': 0}
-
id: 17302032
{'hecke_orbit_code': 68753031558, 'n': 33, 'trace_an': 0}
-
id: 17302033
{'hecke_orbit_code': 68753031558, 'n': 34, 'trace_an': 0}
-
id: 17302034
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