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mf_newspaces • Show schema
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{'Nk2': 660, 'analytic_conductor': 1.3175316333511264, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [165, 2, [56, 67, 46], [2, 1, 2]], 'conrey_index': 34, 'cusp_dim': 20, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137472508069, 'hecke_orbit_dims': [6, 6], 'label': '165.2.c', 'level': 165, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 28, 'mf_new_dim': 12, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 48, 'trace_bound': 4, 'trace_display': [0, 0, 4, 0], 'traces': [12, 0, 0, -12, 4, -4, 0, 0, -12, 12, 0, 0, 0, -16, 0, 4, 0, 0, 16, 4, -8, 0, 0, 12, -4, -24, 0, 0, 0, 16, 0, 0, 0, -16, 0, 12, 0, 0, 8, -28, 0, 0, 0, 8, -4, 32, 0, 0, -12, 8, -8, 0, 0, 4, 0, 96, 0, 0, 0, -8, -40, 0, 0, -44, 40, 8, 0, 0, 0, -16, -48, 0, 0, 32, 0, -64, 0, 0, 32, -52, 12, 0, 0, 0, 40, -16, 0, 0, -40, -12, 0, 0, 0, 48, -48, -28, 0, 0, 0, -44, -64, 0, 0, 104, 16, 56, 0, 0, 72, -20, 0, 0, 0, 8, 0, -32, 0, 0, 64, -32, 12, 0, 0, 32, 52, 16, 0, 0, -8, 72, 0, 0, 0, -112, 0, 16, 0, 0, 16, -64, 16, 0, 0, -4, -16, 56, 0, 0, -48, -4, -64, 0, 0, -8, 0, 32, 0, 0, -48, 44, 96, 0, 0, -64, 0, 8, 0, 0, -52, 40, -16, 0, 0, -80, -32, -16, 0, 0, 0, -4, -40, 0, 0, -96, -48, -40, 0, 0, 8, 40, 80, 0, 0, 0, 56, 44, 0, 0, -64, 120, 0, 0, 0, 96, -16, -16, 0, 0, 8, -48, 48, 0, 0, 24, 48, -12, 0, 0, 56, -24, 16, 0, 0, 0, 4, -120, 0, 0, -8, 48, 24, 0, 0, 24, 0, -144, 0, 0, 32, 80, 24, 0, 0, -24, -20, 48, 0, 0, 16, 52, -32, 0, 0, -96, -40, 36, 0, 0, -32, -56, 0, 0, 0, -24, -32, -32, 0, 0, 88, -16, 0, 0, 0, 40, 0, -32, 0, 0, 0, -48, 96, 0, 0, 160, -48, 8, 0, 0, -52, 0, 48, 0, 0, -100, 0, 64, 0, 0, -64, 64, 32, 0, 0, 80, -120, 16, 0, 0, 80, 0, -16, 0, 0, -48, 0, 48, 0, 0, -32, 100, -16, 0, 0, -12, -48, -16, 0, 0, -96, 12, -16, 0, 0, 40, 0, -72, 0, 0, -96, -72, -32, 0, 0, -64, 0, 48, 0, 0, -24, -128, -8, 0, 0, -8, 16, -72, 0, 0, 64, 28, 76, 0, 0, 192, 40, -88, 0, 0, 0, 64, 0, 0, 0, 88, 0, 16, 0, 0, -16, 48, -72, 0, 0, 116, 24, 40, 0, 0, -88, 0, 32, 0, 0, -240, 96, -8, 0, 0, -32, -76, -120, 0, 0, 288, 4, 32, 0, 0, 152, -32, -32, 0, 0, -32, 64, -168, 0, 0, -96, -88, -24, 0, 0, 136, -80, 72, 0, 0, -16, -32, 64, 0, 0, 144, -16, -200, 0, 0, 128, -4, 12, 0, 0, 48, 40, 176, 0, 0, 200, -8, 32, 0, 0, -24, 32, 104, 0, 0, 8, 128, -16, 0, 0, -64, -16, -160, 0, 0, 0, -144, 48, 0, 0, 104, -80, 48, 0, 0, -192, 24, 32, 0, 0, -12, 96, -4, 0, 0, -48, -140, -32, 0, 0, -384, 0, -96, 0, 0, -80, -172, 32, 0, 0, -96, -112, -16, 0, 0, 168, -56, 192, 0, 0, -40, -160, -80, 0, 0, 88, -40, 40, 0, 0, -96, 88, 72, 0, 0, 84, 232, 0, 0, 0, 64, 32, 80, 0, 0, 32, 8, -72, 0, 0, -272, -8, 88, 0, 0, 40, 40, -64, 0, 0, 40, 0, 0, 0, 0, -96, 160, 8, 0, 0, -64, 112, 64, 0, 0, 80, 144, -48, 0, 0, -64, 64, 44, 0, 0, 24, 80, -128, 0, 0, -168, -40, -96, 0, 0, -96, 176, 8, 0, 0, -8, 160, 144, 0, 0, 16, -84, -56, 0, 0, 144, 4, -48, 0, 0, -16, 40, 192, 0, 0, 224, -112, -56, 0, 0, -16, 48, 0, 0, 0, -232, 44, 288, 0, 0, 0, 16, -96, 0, 0, -8, -128, 128, 0, 0, 48, -76, -88, 0, 0, -192, 16, 80, 0, 0, -32, 120, -64, 0, 0, -120, 0, -192, 0, 0, -160, 32, -8, 0, 0, 136, -48, -32, 0, 0, -128, 32, -48, 0, 0, 88, 0, 116, 0, 0, -96, -248, 32, 0, 0, 64, -32, -176, 0, 0, -48, 80, 80, 0, 0, 56, -80, -32, 0, 0, 56, 96, 16, 0, 0, 88, -64, -152, 0, 0, 40, -32, -32, 0, 0, 248, -16, -96, 0, 0, -48, 52, 128, 0, 0, 72, 96, -4, 0, 0, -12, -56, 96, 0, 0, 208, 96, 64, 0, 0, 112, -80, -96, 0, 0, -24, 0, -120, 0, 0, -192, -80, -64, 0, 0, 128, 32, 0, 0, 0, -48, -120, 16, 0, 0, -80, -40, 240, 0, 0, -72, -64, -48, 0, 0, 16, 0, -64, 0, 0, 320, -112, 0, 0, 0, 28, 80, 48, 0, 0, -112, 88, -128, 0, 0, -144, -16, 384, 0, 0, 0, -216, 40, 0, 0, 160, 32, 176, 0, 0, -80, 12, -80, 0, 0, 0, 96, -88, 0, 0, 0, -144, 192, 0, 0, -368, 16, -320, 0, 0, 24, -96, -8, 0, 0, -184, -144, 8, 0, 0, 240, 0, -28, 0, 0, -288, -108, -48, 0, 0, 104, 128, 64, 0, 0, 128, 48, -40, 0, 0, 144, 144, 112, 0, 0, 28, 40, -304, 0, 0, 8, -64, 0, 0, 0, -64, 192, 0, 0, 0, 72, 64, 24, 0, 0, 160, 96, 128, 0, 0, -224, 120, 0, 0, 0, 16, -32, -48, 0, 0, 192, 44, -80, 0, 0, 184, 184, 56, 0, 0, 64, -32, -48, 0, 0, -168, 0, 40, 0, 0, 192, 144, 56, 0, 0, -48, -96, 48, 0, 0, 120, -104, -304, 0, 0, 176, -48, -104, 0, 0, 0, 32, 96, 0, 0, 480, -16, -24, 0, 0, 48, -48, -32, 0, 0, -56, -48, 416, 0, 0, -256, 8, -180, 0, 0, -312, -216, 32, 0, 0, 80, -320, -384, 0, 0, -48, 72, 264, 0, 0, -32, 60, -72, 0, 0, -96, -40, -224, 0, 0, -160, 20, 32, 0, 0, 192, -64, -72, 0, 0, 0, -164], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 143037
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 34, 'conrey_indexes': [34], 'label': '165.2.c', 'level': 165, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34], 'sub_dim': 4, 'sub_label': '55.2.b', 'sub_level': 55, 'sub_mult': 2, 'weight': 2}
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id: 143036
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 34, 'conrey_indexes': [34], 'label': '165.2.c', 'level': 165, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34], 'sub_dim': 12, 'sub_label': '165.2.c', 'sub_level': 165, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '165.2.c', 'level': 165, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26805000
{'hecke_orbit_code': 137472508069, 'n': 1, 'trace_an': 12}
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id: 26805001
{'hecke_orbit_code': 137472508069, 'n': 2, 'trace_an': 0}
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id: 26805002
{'hecke_orbit_code': 137472508069, 'n': 3, 'trace_an': 0}
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id: 26805003
{'hecke_orbit_code': 137472508069, 'n': 4, 'trace_an': -12}
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id: 26805004
{'hecke_orbit_code': 137472508069, 'n': 5, 'trace_an': 4}
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id: 26805005
{'hecke_orbit_code': 137472508069, 'n': 6, 'trace_an': -4}
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id: 26805006
{'hecke_orbit_code': 137472508069, 'n': 7, 'trace_an': 0}
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id: 26805007
{'hecke_orbit_code': 137472508069, 'n': 8, 'trace_an': 0}
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id: 26805008
{'hecke_orbit_code': 137472508069, 'n': 9, 'trace_an': -12}
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id: 26805009
{'hecke_orbit_code': 137472508069, 'n': 10, 'trace_an': 12}
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id: 26805010
{'hecke_orbit_code': 137472508069, 'n': 11, 'trace_an': 0}
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id: 26805011
{'hecke_orbit_code': 137472508069, 'n': 12, 'trace_an': 0}
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id: 26805012
{'hecke_orbit_code': 137472508069, 'n': 13, 'trace_an': 0}
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id: 26805013
{'hecke_orbit_code': 137472508069, 'n': 14, 'trace_an': -16}
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id: 26805014
{'hecke_orbit_code': 137472508069, 'n': 15, 'trace_an': 0}
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id: 26805015
{'hecke_orbit_code': 137472508069, 'n': 16, 'trace_an': 4}
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id: 26805016
{'hecke_orbit_code': 137472508069, 'n': 17, 'trace_an': 0}
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id: 26805017
{'hecke_orbit_code': 137472508069, 'n': 18, 'trace_an': 0}
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id: 26805018
{'hecke_orbit_code': 137472508069, 'n': 19, 'trace_an': 16}
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id: 26805019
{'hecke_orbit_code': 137472508069, 'n': 20, 'trace_an': 4}
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id: 26805020
{'hecke_orbit_code': 137472508069, 'n': 21, 'trace_an': -8}
-
id: 26805021
{'hecke_orbit_code': 137472508069, 'n': 22, 'trace_an': 0}
-
id: 26805022
{'hecke_orbit_code': 137472508069, 'n': 23, 'trace_an': 0}
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id: 26805023
{'hecke_orbit_code': 137472508069, 'n': 24, 'trace_an': 12}
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id: 26805024
{'hecke_orbit_code': 137472508069, 'n': 25, 'trace_an': -4}
-
id: 26805025
{'hecke_orbit_code': 137472508069, 'n': 26, 'trace_an': -24}
-
id: 26805026
{'hecke_orbit_code': 137472508069, 'n': 27, 'trace_an': 0}
-
id: 26805027
{'hecke_orbit_code': 137472508069, 'n': 28, 'trace_an': 0}
-
id: 26805028
{'hecke_orbit_code': 137472508069, 'n': 29, 'trace_an': 0}
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id: 26805029
{'hecke_orbit_code': 137472508069, 'n': 30, 'trace_an': 16}
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id: 26805030
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