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mf_newspaces • Show schema
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{'Nk2': 1160, 'analytic_conductor': 2.315661658617131, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [290, 2, [117, 31], [1, 2]], 'conrey_index': 59, 'cusp_dim': 42, 'dim': 14, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68753031458, 'hecke_orbit_dims': [4, 10], 'label': '290.2.b', 'level': 290, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 29], 'level_radical': 290, 'mf_dim': 50, 'mf_new_dim': 14, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 14, 'sturm_bound': 90, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [14, 0, 0, -14, 0, 0, 0, 0, -22, 0, 8, 0, 0, -4, 8, 14, 0, 0, 16, 0, -8, 0, 0, 0, -24, 8, 0, 0, -6, -6, 8, 0, 0, 0, 8, 22, 0, 0, -24, 0, -4, 0, 0, -8, 26, 20, 0, 0, -18, -16, -32, 0, 0, 12, 16, 4, 0, 0, 20, -8, -20, 0, 0, -14, 10, 24, 0, 0, -8, -20, -8, 0, 0, 12, 20, -16, 0, 0, 48, 0, -2, 0, 0, 8, 28, -16, 0, 0, -28, -4, -40, 0, 0, -4, -8, 0, 0, 0, 64, 24, 12, 0, 0, -8, 48, -32, 0, 0, 0, -54, -104, 0, 0, -40, -8, 6, 0, 0, 16, 6, -30, 0, 0, -8, 54, 84, 0, 0, -36, -24, -40, 0, 0, -4, 24, 0, 0, 0, 52, -8, 28, 0, 0, -22, 0, 0, 0, 0, 96, 38, 24, 0, 0, 48, -36, 24, 0, 0, -32, 0, -40, 0, 0, 4, 2, 36, 0, 0, 62, 8, -104, 0, 0, -12, -108, 8, 0, 0, 52, -26, -8, 0, 0, -20, -80, -24, 0, 0, 16, -4, 48, 0, 0, 72, 4, 18, 0, 0, -16, 16, -80, 0, 0, 32, -44, 36, 0, 0, 24, -52, -24, 0, 0, -84, -16, -12, 0, 0, -56, -16, 112, 0, 0, -4, 86, 72, 0, 0, -12, -32, 112, 0, 0, 0, 20, -20, 0, 0, -32, 8, -28, 0, 0, 20, 16, 40, 0, 0, -80, -12, -96, 0, 0, 16, -20, 14, 0, 0, 120, -10, 18, 0, 0, -24, -14, -64, 0, 0, -12, -22, 120, 0, 0, -48, -28, 8, 0, 0, -80, 20, -36, 0, 0, 8, 156, 28, 0, 0, -86, 0, 172, 0, 0, -60, -44, -12, 0, 0, -20, -20, 88, 0, 0, 16, 16, -28, 0, 0, 56, 6, -152, 0, 0, 12, -88, -48, 0, 0, 8, 0, 240, 0, 0, 2, -54, 36, 0, 0, -152, 20, 48, 0, 0, -124, 72, -8, 0, 0, 44, -28, -76, 0, 0, 16, 148, 96, 0, 0, -136, -12, -120, 0, 0, 84, 32, 28, 0, 0, 88, 4, 6, 0, 0, 40, 32, -112, 0, 0, -20, 28, 92, 0, 0, 72, -16, 4, 0, 0, -32, 8, -136, 0, 0, 0, -88, -136, 0, 0, -164, 102, 152, 0, 0, 0, -4, -64, 0, 0, -48, -24, -172, 0, 0, -12, 0, 16, 0, 0, 44, 132, -108, 0, 0, -68, 52, 8, 0, 0, 132, -48, 20, 0, 0, 32, 84, -112, 0, 0, -172, 74, 72, 0, 0, 28, -28, 0, 0, 0, 80, 54, 18, 0, 0, 104, -60, 116, 0, 0, 28, 112, -136, 0, 0, 28, 68, 40, 0, 0, 140, 8, -84, 0, 0, -6, -78, -24, 0, 0, 48, -38, 144, 0, 0, -104, -176, -16, 0, 0, 96, -6, 56, 0, 0, 30, 104, -56, 0, 0, -4, 48, -160, 0, 0, 56, -112, 8, 0, 0, -4, -54, -32, 0, 0, -84, -28, -88, 0, 0, 80, -148, -48, 0, 0, -8, 152, 36, 0, 0, 104, 24, 60, 0, 0, 40, 56, -36, 0, 0, -66, 56, -44, 0, 0, 96, -44, 4, 0, 0, -128, -24, -156, 0, 0, 0, -70, -124, 0, 0, 4, 54, 0, 0, 0, -88, -56, -52, 0, 0, 128, 8, 240, 0, 0, -28, -92, 20, 0, 0, -124, 112, 28, 0, 0, 8, -12, 22, 0, 0, 44, 0, 272, 0, 0, 0, 104, 36, 0, 0, -72, -28, 288, 0, 0, 8, 0, -96, 0, 0, 0, -38, 68, 0, 0, -24, -54, -168, 0, 0, 16, -32, 104, 0, 0, -100, -68, -48, 0, 0, 144, 36, 48, 0, 0, -24, 40, 40, 0, 0, -200, -28, -112, 0, 0, -116, -16, 32, 0, 0, -256, 0, 108, 0, 0, 40, 26, 24, 0, 0, 0, -28, -196, 0, 0, 188, -8, -4, 0, 0, 56, -2, 148, 0, 0, -36, 8, 4, 0, 0, -232, 44, -56, 0, 0, 88, -52, -62, 0, 0, 72, -8, 112, 0, 0, 104, 0, -16, 0, 0, -4, -120, -236, 0, 0, -84, -164, 12, 0, 0, 152, 108, 16, 0, 0, -8, 138, 88, 0, 0, 128, -28, -128, 0, 0, 336, 108, -52, 0, 0, -128, 26, 264, 0, 0, 8, -16, 20, 0, 0, 254, 116, 20, 0, 0, 200, -368, 20, 0, 0, -176, 80, 24, 0, 0, 24, 2, -40, 0, 0, 104, -44, -144, 0, 0, -20, -132, -16, 0, 0, 192, 4, -64, 0, 0, -48, -328, -12, 0, 0, 132, -108, 128, 0, 0, 104, 8, -72, 0, 0, -80, -4, -56, 0, 0, -18, -176, -64, 0, 0, -236, -70, 280, 0, 0, -200, 4, 16, 0, 0, -160, -16, 76, 0, 0, 80, -24, 20, 0, 0, -28, 152, -44, 0, 0, 0, 72, -32, 0, 0, -148, 44, -72, 0, 0, -36, 14, 96, 0, 0, -28, -72, -256, 0, 0, 144, 84, -24, 0, 0, 168, 52, 14, 0, 0, 24, 110, 16, 0, 0, 280, -76, 272, 0, 0, -48, -112, 84, 0, 0, -64, 16, 24, 0, 0, 12, 180, 12, 0, 0, -12, 6, 272, 0, 0, -192, 4, 56, 0, 0, -64, 16, 188, 0, 0, -112, -244, -140, 0, 0, 88, -76, -176, 0, 0, -84, -48, 4, 0, 0, -12, -86, 272, 0, 0, -72, 166, -48, 0, 0, -4, 128, 104, 0, 0, -136, 296, 12, 0, 0, 48, 32, -180, 0, 0, -112, 224, -20, 0, 0, -64, -80, -312, 0, 0, -8, -84, 0, 0, 0, 88, -20, -176, 0, 0, 20, 32, -48, 0, 0, -136, -44, 152, 0, 0, 104, -32, 32, 0, 0, -8, -8, -250, 0, 0, 28, -160, -196, 0, 0, -240, 88, 72, 0, 0, 276, 48, -20, 0, 0, 136, -16, -244, 0, 0, -40, -52, 36, 0, 0, -64, 236, -112, 0, 0, -264, 236, 80, 0, 0, 200, 12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 176362
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 59, 'conrey_indexes': [59], 'label': '290.2.b', 'level': 290, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 59, 'sub_conrey_indexes': [59], 'sub_dim': 14, 'sub_label': '145.2.b', 'sub_level': 145, 'sub_mult': 2, 'weight': 2}
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id: 176363
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 59, 'conrey_indexes': [59], 'label': '290.2.b', 'level': 290, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 59, 'sub_conrey_indexes': [59], 'sub_dim': 14, 'sub_label': '290.2.b', 'sub_level': 290, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '290.2.b', 'level': 290, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17261000
{'hecke_orbit_code': 68753031458, 'n': 1, 'trace_an': 14}
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id: 17261001
{'hecke_orbit_code': 68753031458, 'n': 2, 'trace_an': 0}
-
id: 17261002
{'hecke_orbit_code': 68753031458, 'n': 3, 'trace_an': 0}
-
id: 17261003
{'hecke_orbit_code': 68753031458, 'n': 4, 'trace_an': -14}
-
id: 17261004
{'hecke_orbit_code': 68753031458, 'n': 5, 'trace_an': 0}
-
id: 17261005
{'hecke_orbit_code': 68753031458, 'n': 6, 'trace_an': 0}
-
id: 17261006
{'hecke_orbit_code': 68753031458, 'n': 7, 'trace_an': 0}
-
id: 17261007
{'hecke_orbit_code': 68753031458, 'n': 8, 'trace_an': 0}
-
id: 17261008
{'hecke_orbit_code': 68753031458, 'n': 9, 'trace_an': -22}
-
id: 17261009
{'hecke_orbit_code': 68753031458, 'n': 10, 'trace_an': 0}
-
id: 17261010
{'hecke_orbit_code': 68753031458, 'n': 11, 'trace_an': 8}
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id: 17261011
{'hecke_orbit_code': 68753031458, 'n': 12, 'trace_an': 0}
-
id: 17261012
{'hecke_orbit_code': 68753031458, 'n': 13, 'trace_an': 0}
-
id: 17261013
{'hecke_orbit_code': 68753031458, 'n': 14, 'trace_an': -4}
-
id: 17261014
{'hecke_orbit_code': 68753031458, 'n': 15, 'trace_an': 8}
-
id: 17261015
{'hecke_orbit_code': 68753031458, 'n': 16, 'trace_an': 14}
-
id: 17261016
{'hecke_orbit_code': 68753031458, 'n': 17, 'trace_an': 0}
-
id: 17261017
{'hecke_orbit_code': 68753031458, 'n': 18, 'trace_an': 0}
-
id: 17261018
{'hecke_orbit_code': 68753031458, 'n': 19, 'trace_an': 16}
-
id: 17261019
{'hecke_orbit_code': 68753031458, 'n': 20, 'trace_an': 0}
-
id: 17261020
{'hecke_orbit_code': 68753031458, 'n': 21, 'trace_an': -8}
-
id: 17261021
{'hecke_orbit_code': 68753031458, 'n': 22, 'trace_an': 0}
-
id: 17261022
{'hecke_orbit_code': 68753031458, 'n': 23, 'trace_an': 0}
-
id: 17261023
{'hecke_orbit_code': 68753031458, 'n': 24, 'trace_an': 0}
-
id: 17261024
{'hecke_orbit_code': 68753031458, 'n': 25, 'trace_an': -24}
-
id: 17261025
{'hecke_orbit_code': 68753031458, 'n': 26, 'trace_an': 8}
-
id: 17261026
{'hecke_orbit_code': 68753031458, 'n': 27, 'trace_an': 0}
-
id: 17261027
{'hecke_orbit_code': 68753031458, 'n': 28, 'trace_an': 0}
-
id: 17261028
{'hecke_orbit_code': 68753031458, 'n': 29, 'trace_an': -6}
-
id: 17261029
{'hecke_orbit_code': 68753031458, 'n': 30, 'trace_an': -6}
-
id: 17261030
{'hecke_orbit_code': 68753031458, 'n': 31, 'trace_an': 8}
-
id: 17261031
{'hecke_orbit_code': 68753031458, 'n': 32, 'trace_an': 0}
-
id: 17261032
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