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mf_newspaces • Show schema
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{'Nk2': 552, 'analytic_conductor': 1.1019355478936692, 'char_conductor': 69, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 22, 'char_parity': 1, 'char_values': [138, 22, [47, 97], [11, 1]], 'conrey_index': 5, 'cusp_dim': 200, 'dim': 80, 'eis_dim': 80, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343630938250, 'hecke_orbit_dims': [80], 'label': '138.2.f', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 280, 'mf_new_dim': 80, 'num_forms': 1, 'prim_orbit_index': 7, 'relative_dim': 8, 'sturm_bound': 48, 'trace_bound': 0, 'trace_display': [0, 4, 0, 0], 'traces': [80, 0, 4, 8, 0, 4, 0, 0, 0, 0, 0, -4, 8, 0, -22, -8, 0, -28, 0, 0, -66, 0, 0, -4, -48, 0, -38, 0, 0, -44, -16, 0, -22, 0, 0, 0, -44, 0, -24, 0, 0, 0, -44, 0, 0, -16, 0, 4, -76, 0, 0, -8, 0, -6, 64, 0, 66, 36, 0, 22, 88, 0, 110, 8, 0, 88, 44, 0, 82, 112, 0, 28, 52, 0, 136, 0, 0, 82, 88, 0, 36, 44, 0, 22, 20, 0, -10, 0, 0, 0, 0, 0, 8, -56, 0, 4, -132, 0, -66, 4, 0, 0, -88, 0, -132, -176, 0, -28, -132, 0, -22, 0, 0, 0, -284, 0, 84, -56, 0, 0, -108, 0, 70, -116, 0, 0, 8, 0, 88, -88, 0, 0, -68, 0, 154, 0, 0, -56, 8, 0, -8, -40, 0, -22, 132, 0, -196, 0, 0, -88, 28, 0, -66, 88, 0, -42, 44, 0, -154, 0, 0, -176, -32, 0, -132, 0, 0, -66, 12, 0, -198, 0, 0, -68, 0, 0, -102, 0, 0, 0, 0, 0, 0, 16, 0, 74, 88, 0, 154, 176, 0, -4, 180, 0, 242, 120, 0, 132, 396, 0, 198, 176, 0, 88, 308, 0, 12, 8, 0, 108, 296, 0, 66, 176, 0, 28, 396, 0, -32, 112, 0, 88, 180, 0, 62, 220, 0, 66, 0, 0, 20, -36, 0, 50, -44, 0, -176, -196, 0, 0, -132, 0, -296, -44, 0, -40, -352, 0, -132, -132, 0, 0, -132, 0, 90, -8, 0, 0, -176, 0, 28, -172, 0, 0, -308, 0, 88, -44, 0, -110, -140, 0, -110, -264, 0, -60, -64, 0, -154, -68, 0, -62, -132, 0, -306, 0, 0, 16, -20, 0, -110, -8, 0, -168, -176, 0, -176, 0, 0, -180, -64, 0, -172, 0, 0, -220, -28, 0, -176, 44, 0, 28, -220, 0, -84, 44, 0, 44, 44, 0, 0, 20, 0, -36, -36, 0, 132, 88, 0, -42, 8, 0, 220, 76, 0, 22, 88, 0, 264, 68, 0, 308, 132, 0, 196, 176, 0, 54, -120, 0, 256, 44, 0, 328, 0, 0, 240, 120, 0, 110, -64, 0, 266, 0, 0, 154, 0, 0, 220, -112, 0, 14, 44, 0, 242, 100, 0, 132, -264, 0, 106, -88, 0, -4, 44, 0, 110, -176, 0, 0, 288, 0, 114, -112, 0, 0, -272, 0, 222, -48, 0, -88, 148, 0, -22, -396, 0, -66, 96, 0, -110, -88, 0, -158, -112, 0, 58, -68, 0, -44, 308, 0, -46, 0, 0, -180, 40, 0, -66, 44, 0, -38, 88, 0, -154, 0, 0, -284, 96, 0, -60, 44, 0, 0, 108, 0, 0, 0, 0, 96, 220, 0, 170, 88, 0, -132, 44, 0, 0, 108, 0, -24, 4, 0, 0, 144, 0, 92, 292, 0, -110, -32, 0, 198, 176, 0, -22, 172, 0, 0, 44, 0, 288, 64, 0, 144, 184, 0, -86, 88, 0, 194, -132, 0, 46, -16, 0, 264, -168, 0, -12, 0, 0, 0, 0, 0, 12, -8, 0, 198, -484, 0, 176, -24, 0, 110, 0, 0, -64, -264, 0, -10, -44, 0, -22, -176, 0, 0, -348, 0, -244, -20, 0, -154, -248, 0, -314, -436, 0, -154, -260, 0, -440, -44, 0, -220, -392, 0, -374, -176, 0, 12, -416, 0, -178, -96, 0, -276, -396, 0, -284, -88, 0, -190, -68, 0, -528, -4, 0, -306, -264, 0, -242, 0, 0, 0, -68, 0, -160, 132, 0, -154, 112, 0, -198, 308, 0, -24, 396, 0, -156, 132, 0, 0, 0, 0, 0, 372, 0, 88, 392, 0, -154, 16, 0, -62, 604, 0, 66, 288, 0, 0, -220, 0, 66, 176, 0, -22, 528, 0, 234, 528, 0, 64, 244, 0, 372, 220, 0, 486, -264, 0, 162, 84, 0, 0, 356, 0, 96, 0, 0, 352, 0, 0, 328, 108, 0, 88, 572, 0, 220, -12, 0, 220, 264, 0, 364, 132, 0, 0, -44, 0, 176, 132, 0, 0, 292, 0, 72, -264, 0, -44, 204, 0, 122, -232, 0, -242, 52, 0, -22, -132, 0, -110, -236, 0, -44, 0, 0, -264, 264, 0, 66, -184, 0, -152, -352, 0, -176, -132, 0, -282, 68, 0, -242, -260, 0, -52, 88, 0, 110, 0, 0, -180, 396, 0, 116, 88, 0, -22, 60, 0, -22, 88, 0, 62, 308, 0, 396, 220, 0, 110, 308, 0, 0, -16, 0, -52, 312, 0, -66, 196, 0, -118, 180, 0, -286, 176, 0, 198, 176, 0, -22, 260, 0, 220, -88, 0, -2, 0, 0, 106, -184, 0, -266, -132, 0, 4, -88, 0, 74, -92, 0, 352, -536, 0, 200, 44, 0, 242, 0, 0, 308, -120, 0, 220, -44, 0, 132, 108, 0, 0, -484, 0, 306, 0, 0, 22, 88, 0, -242, -660, 0, 0, 152, 0, -310, -132, 0, -22, -356, 0, -188, -460, 0, 0, -396, 0, -462, -308, 0, -396, -4, 0, -550, -264, 0, -100, -1184, 0, -280, -8, 0, -352, -220, 0, -340, -528, 0, 156, -260, 0, 44, 100, 0, -150, -352, 0, -110, 0, 0, -220, 120, 0, 66, -44, 0, -22, -604, 0, 132, 132, 0, 38, 352, 0, 68, 44, 0, 22, 396, 0, 0, 156, 0, 32, -196, 0, -66, 108, 0, -200, 192, 0, 88, 148, 0, 110, -528, 0, 198, 40, 0, 132, -616, 0, -120, -64, 0, -106, -152, 0, 152, 132, 0, 418, -176, 0, 286, -268, 0, 66, -200, 0, 534, -352, 0, 330, 0, 0, 560, 152, 0, 68, -44, 0, 726, 36, 0, 176, 44, 0, 162, -132, 0, 82, 176, 0, 374, -88, 0, 0, -756, 0, -184, 24, 0, -44, 288, 0, 116, -68, 0, -176, 48, 0, 154, -308, 0, 0, -356, 0, 0, -132, 0, -194, -144, 0, 22, -436, 0, -12, -220, 0, -60, 0, 0, -36, 84, 0, -110, 256, 0, -114, 660, 0, 550, 0, 0, -216, 108, 0, 280, 484, 0, 66, 568, 0, 308, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 136123
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 5, 'conrey_indexes': [5, 11, 17, 53, 65, 83, 89, 107, 113, 125], 'label': '138.2.f', 'level': 138, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 11, 14, 17, 20, 38, 44, 53, 56, 65], 'sub_dim': 60, 'sub_label': '69.2.g', 'sub_level': 69, 'sub_mult': 2, 'weight': 2}
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id: 136122
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 5, 'conrey_indexes': [5, 11, 17, 53, 65, 83, 89, 107, 113, 125], 'label': '138.2.f', 'level': 138, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 11, 17, 53, 65, 83, 89, 107, 113, 125], 'sub_dim': 80, 'sub_label': '138.2.f', 'sub_level': 138, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '138.2.f', 'level': 138, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54138000
{'hecke_orbit_code': 343630938250, 'n': 1, 'trace_an': 80}
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id: 54138001
{'hecke_orbit_code': 343630938250, 'n': 2, 'trace_an': 0}
-
id: 54138002
{'hecke_orbit_code': 343630938250, 'n': 3, 'trace_an': 4}
-
id: 54138003
{'hecke_orbit_code': 343630938250, 'n': 4, 'trace_an': 8}
-
id: 54138004
{'hecke_orbit_code': 343630938250, 'n': 5, 'trace_an': 0}
-
id: 54138005
{'hecke_orbit_code': 343630938250, 'n': 6, 'trace_an': 4}
-
id: 54138006
{'hecke_orbit_code': 343630938250, 'n': 7, 'trace_an': 0}
-
id: 54138007
{'hecke_orbit_code': 343630938250, 'n': 8, 'trace_an': 0}
-
id: 54138008
{'hecke_orbit_code': 343630938250, 'n': 9, 'trace_an': 0}
-
id: 54138009
{'hecke_orbit_code': 343630938250, 'n': 10, 'trace_an': 0}
-
id: 54138010
{'hecke_orbit_code': 343630938250, 'n': 11, 'trace_an': 0}
-
id: 54138011
{'hecke_orbit_code': 343630938250, 'n': 12, 'trace_an': -4}
-
id: 54138012
{'hecke_orbit_code': 343630938250, 'n': 13, 'trace_an': 8}
-
id: 54138013
{'hecke_orbit_code': 343630938250, 'n': 14, 'trace_an': 0}
-
id: 54138014
{'hecke_orbit_code': 343630938250, 'n': 15, 'trace_an': -22}
-
id: 54138015
{'hecke_orbit_code': 343630938250, 'n': 16, 'trace_an': -8}
-
id: 54138016
{'hecke_orbit_code': 343630938250, 'n': 17, 'trace_an': 0}
-
id: 54138017
{'hecke_orbit_code': 343630938250, 'n': 18, 'trace_an': -28}
-
id: 54138018
{'hecke_orbit_code': 343630938250, 'n': 19, 'trace_an': 0}
-
id: 54138019
{'hecke_orbit_code': 343630938250, 'n': 20, 'trace_an': 0}
-
id: 54138020
{'hecke_orbit_code': 343630938250, 'n': 21, 'trace_an': -66}
-
id: 54138021
{'hecke_orbit_code': 343630938250, 'n': 22, 'trace_an': 0}
-
id: 54138022
{'hecke_orbit_code': 343630938250, 'n': 23, 'trace_an': 0}
-
id: 54138023
{'hecke_orbit_code': 343630938250, 'n': 24, 'trace_an': -4}
-
id: 54138024
{'hecke_orbit_code': 343630938250, 'n': 25, 'trace_an': -48}
-
id: 54138025
{'hecke_orbit_code': 343630938250, 'n': 26, 'trace_an': 0}
-
id: 54138026
{'hecke_orbit_code': 343630938250, 'n': 27, 'trace_an': -38}
-
id: 54138027
{'hecke_orbit_code': 343630938250, 'n': 28, 'trace_an': 0}
-
id: 54138028
{'hecke_orbit_code': 343630938250, 'n': 29, 'trace_an': 0}
-
id: 54138029
{'hecke_orbit_code': 343630938250, 'n': 30, 'trace_an': -44}
-
id: 54138030
{'hecke_orbit_code': 343630938250, 'n': 31, 'trace_an': -16}
-
id: 54138031
{'hecke_orbit_code': 343630938250, 'n': 32, 'trace_an': 0}
-
id: 54138032
{'hecke_orbit_code': 343630938250, 'n': 33, 'trace_an': -22}
-
id: 54138033
{'hecke_orbit_code': 343630938250, 'n': 34, 'trace_an': 0}
-
id: 54138034
{'hecke_orbit_code': 343630938250, 'n': 35, 'trace_an': 0}
-
id: 54138035
{'hecke_orbit_code': 343630938250, 'n': 36, 'trace_an': 0}
-
id: 54138036
{'hecke_orbit_code': 343630938250, 'n': 37, 'trace_an': -44}
-
id: 54138037
{'hecke_orbit_code': 343630938250, 'n': 38, 'trace_an': 0}
-
id: 54138038
{'hecke_orbit_code': 343630938250, 'n': 39, 'trace_an': -24}
-
id: 54138039
{'hecke_orbit_code': 343630938250, 'n': 40, 'trace_an': 0}
-
id: 54138040
{'hecke_orbit_code': 343630938250, 'n': 41, 'trace_an': 0}
-
id: 54138041
{'hecke_orbit_code': 343630938250, 'n': 42, 'trace_an': 0}
-
id: 54138042
{'hecke_orbit_code': 343630938250, 'n': 43, 'trace_an': -44}
-
id: 54138043
{'hecke_orbit_code': 343630938250, 'n': 44, 'trace_an': 0}
-
id: 54138044
{'hecke_orbit_code': 343630938250, 'n': 45, 'trace_an': 0}
-
id: 54138045
{'hecke_orbit_code': 343630938250, 'n': 46, 'trace_an': -16}
-
id: 54138046
{'hecke_orbit_code': 343630938250, 'n': 47, 'trace_an': 0}
-
id: 54138047
{'hecke_orbit_code': 343630938250, 'n': 48, 'trace_an': 4}
-
id: 54138048
{'hecke_orbit_code': 343630938250, 'n': 49, 'trace_an': -76}
-
id: 54138049
{'hecke_orbit_code': 343630938250, 'n': 50, 'trace_an': 0}
-
id: 54138050
{'hecke_orbit_code': 343630938250, 'n': 51, 'trace_an': 0}
-
id: 54138051
{'hecke_orbit_code': 343630938250, 'n': 52, 'trace_an': -8}
-
id: 54138052
{'hecke_orbit_code': 343630938250, 'n': 53, 'trace_an': 0}
-
id: 54138053
{'hecke_orbit_code': 343630938250, 'n': 54, 'trace_an': -6}
-
id: 54138054
{'hecke_orbit_code': 343630938250, 'n': 55, 'trace_an': 64}
-
id: 54138055
{'hecke_orbit_code': 343630938250, 'n': 56, 'trace_an': 0}
-
id: 54138056
{'hecke_orbit_code': 343630938250, 'n': 57, 'trace_an': 66}
-
id: 54138057
{'hecke_orbit_code': 343630938250, 'n': 58, 'trace_an': 36}
-
id: 54138058
{'hecke_orbit_code': 343630938250, 'n': 59, 'trace_an': 0}
-
id: 54138059
{'hecke_orbit_code': 343630938250, 'n': 60, 'trace_an': 22}
-
id: 54138060
{'hecke_orbit_code': 343630938250, 'n': 61, 'trace_an': 88}
-
id: 54138061
{'hecke_orbit_code': 343630938250, 'n': 62, 'trace_an': 0}
-
id: 54138062
{'hecke_orbit_code': 343630938250, 'n': 63, 'trace_an': 110}
-
id: 54138063
{'hecke_orbit_code': 343630938250, 'n': 64, 'trace_an': 8}
-
id: 54138064
{'hecke_orbit_code': 343630938250, 'n': 65, 'trace_an': 0}
-
id: 54138065
{'hecke_orbit_code': 343630938250, 'n': 66, 'trace_an': 88}
-
id: 54138066
{'hecke_orbit_code': 343630938250, 'n': 67, 'trace_an': 44}
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