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mf_newspaces • Show schema
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{'Nk2': 576, 'analytic_conductor': 1.1498457891064375, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 4, 'char_parity': 1, 'char_values': [144, 4, [127, 37, 65], [4, 1, 4]], 'conrey_index': 37, 'cusp_dim': 40, 'dim': 18, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 687228321936, 'hecke_orbit_dims': [2, 8, 8], 'label': '144.2.k', 'level': 144, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 56, 'mf_new_dim': 22, 'num_forms': 3, 'prim_orbit_index': 5, 'relative_dim': 9, 'sturm_bound': 48, 'trace_bound': 4, 'trace_display': [2, 0, 2, 0], 'traces': [18, 2, 0, 0, 2, 0, 0, 8, 0, 8, 6, 0, -2, -8, 0, -8, 4, 0, -10, -20, 0, -8, 0, 0, 0, -24, 0, -16, 10, 0, -16, -8, 0, -36, -20, 0, 6, 20, 0, -16, 0, 0, -22, 44, 0, 36, -16, 0, -10, 42, 0, 36, -6, 0, 0, 8, 0, 12, -26, 0, 14, -4, 0, 48, 12, 0, 6, -32, 0, 32, 0, 0, 0, -52, 0, -36, -20, 0, 32, -16, 0, 0, 42, 0, -28, 16, 0, 24, 0, 0, 52, 40, 0, 8, 60, 0, -4, 46, 0, 20, -22, 0, 0, 24, 0, 48, 46, 0, -26, -28, 0, 32, -4, 0, -36, -52, 0, -96, 0, 0, 0, -40, 0, -56, -32, 0, -16, -40, 0, -44, -38, 0, -12, 28, 0, -64, 0, 0, 10, 32, 0, -76, -76, 0, -12, 32, 0, 12, 18, 0, 0, 8, 0, 8, -40, 0, -34, -28, 0, -112, -24, 0, 62, -48, 0, -4, 0, 0, 0, -16, 0, 28, 50, 0, 116, 8, 0, -64, 50, 0, 14, -16, 0, -24, 0, 0, 12, 16, 0, 76, 96, 0, -36, 12, 0, 80, 50, 0, 0, 0, 0, 16, 52, 0, 64, 24, 0, 104, -12, 0, 30, -4, 0, 144, 0, 0, 0, 32, 0, 40, 60, 0, -112, -8, 0, 28, -70, 0, 46, -24, 0, 152, 0, 0, -128, -12, 0, 64, -112, 0, 28, -10, 0, -76, -10, 0, 0, 40, 0, 48, -66, 0, 20, 12, 0, 0, -36, 0, 44, 56, 0, -124, 0, 0, 0, -8, 0, -36, -70, 0, -48, 48, 0, 96, 66, 0, 38, 16, 0, -160, 0, 0, 2, -24, 0, -188, 64, 0, -10, -20, 0, -16, -78, 0, 0, -56, 0, -104, 44, 0, -12, 16, 0, -152, 44, 0, -154, 56, 0, -40, 0, 0, 0, 32, 0, 24, -54, 0, -148, 32, 0, 40, -52, 0, -58, -44, 0, -40, 0, 0, -14, -36, 0, 124, -116, 0, 36, -58, 0, 24, 32, 0, 0, -32, 0, -12, -98, 0, -58, -24, 0, 112, 28, 0, -4, 40, 0, 116, 0, 0, 0, 92, 0, 56, 88, 0, 48, -64, 0, 76, 60, 0, 54, -16, 0, 256, 0, 0, 106, -48, 0, 0, 112, 0, 56, -76, 0, -128, 106, 0, 0, -48, 0, 48, 120, 0, 86, -16, 0, 48, 36, 0, -32, 108, 0, -88, 0, 0, 0, 64, 0, -48, 44, 0, 100, 56, 0, 68, -62, 0, 46, -36, 0, -160, 0, 0, 36, -124, 0, -260, -96, 0, -36, -64, 0, -92, -36, 0, 0, -40, 0, -144, -74, 0, 72, 100, 0, -144, 68, 0, 176, 56, 0, 12, 0, 0, 0, 92, 0, 232, -102, 0, 224, 32, 0, -160, 82, 0, -12, 16, 0, 8, 0, 0, 62, -64, 0, 240, 128, 0, -76, -76, 0, -20, -132, 0, 0, 40, 0, -136, 38, 0, -140, 44, 0, 64, -88, 0, 46, 32, 0, 280, 0, 0, 0, 8, 0, 8, -62, 0, -48, 80, 0, 124, -100, 0, -144, 0, 0, 216, 0, 0, -158, -60, 0, 12, 32, 0, -42, -140, 0, -24, 0, 0, 0, -48, 0, 28, -30, 0, -18, 60, 0, -64, -68, 0, -10, 64, 0, -148, 0, 0, 0, 84, 0, -100, 114, 0, -52, 0, 0, -64, 66, 0, -84, -64, 0, -136, 0, 0, -62, -80, 0, -200, 28, 0, 4, -10, 0, -32, 140, 0, 0, -64, 0, -80, 94, 0, -48, -12, 0, -264, -84, 0, -168, 12, 0, -48, 0, 0, 0, -16, 0, 128, 50, 0, -192, -32, 0, -28, -16, 0, 110, -4, 0, -16, 0, 0, 34, 8, 0, 76, -128, 0, 18, 32, 0, 100, -20, 0, 0, 8, 0, -20, -40, 0, 58, -68, 0, 304, -28, 0, -106, -32, 0, 248, 0, 0, 0, 52, 0, 60, -118, 0, 52, 96, 0, 208, 2, 0, -146, -48, 0, 208, 0, 0, 212, -72, 0, 76, 84, 0, 92, 28, 0, -84, -166, 0, 0, 96, 0, 128, 46, 0, -112, 104, 0, 120, 28, 0, 14, 28, 0, -168, 0, 0, 0, 128, 0, -8, -94, 0, 260, 0, 0, 108, -84, 0, -74, 24, 0, -152, 0, 0, 68, 52, 0, -108, -80, 0, 88, -22, 0, -4, 18, 0, 0, 56, 0, -128, -12, 0, -42, 4, 0, -256, 148, 0, 174, 96, 0, -128, 0, 0, 0, -108, 0, -8, 124, 0, 128, 64, 0, -12, 44, 0, 14, 80, 0, -72, 0, 0, -28, 16, 0, 160, -12, 0, 92, -24, 0, 112, 202, 0, 0, -88, 0, 8, -64, 0, 180, 104, 0, 200, 140, 0, 46, -20, 0, 200, 0, 0, 0, -40, 0, 0, 114, 0, -128, -160, 0, -84, -8, 0, 264, -56, 0, 176, 0, 0, -158, 48, 0, -4, 12, 0, -68, -32, 0, -144, -54, 0, 0, -104, 0, 120, -18, 0, 14, -76, 0, 64, 76, 0, -36, -80, 0, -180, 0, 0, 0, -116, 0, -308, -150, 0, -292, -112, 0, -116, -28, 0, 118, 0, 0, -232, 0, 0, -230, 56, 0, -328, 0, 0, -28, -4, 0, -64, -176, 0, 0, 8, 0, -16, -16, 0, 54, -248, 0, -256, 12, 0, -138, -88, 0, -8, 0, 0, 0, -32, 0, 120, -48, 0, -380, 48, 0, -260, 72, 0, -108, -48, 0, -64, 0, 0, -54, -20, 0, 328, 32, 0, -68, 144, 0, 60, 12, 0, 0, 64, 0, -76, -36, 0, -14, 52, 0, 224, -124, 0, -190, -56, 0, 268, 0, 0, 0, -80, 0, -176, 170, 0, 160, -56, 0, 100, 26, 0, 200, 48, 0, 224, 0, 0, 240, 208, 0, 104, 0, 0, -174, 132, 0, -16, 236, 0, 0, 176, 0, 96, -50, 0, 148, 16, 0, -72, -124, 0, 104, -108, 0, -256, 0, 0, 0, -72, 0, -40, 60, 0, 192, 88, 0, -40, 28, 0, 22, 172, 0, -112], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 137481
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '144.2.k', 'level': 144, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 13], 'sub_dim': 2, 'sub_label': '16.2.e', 'sub_level': 16, 'sub_mult': 3, 'weight': 2}
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id: 137482
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '144.2.k', 'level': 144, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13, 37], 'sub_dim': 8, 'sub_label': '48.2.j', 'sub_level': 48, 'sub_mult': 2, 'weight': 2}
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id: 137480
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 37, 'conrey_indexes': [37, 109], 'label': '144.2.k', 'level': 144, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 109], 'sub_dim': 18, 'sub_label': '144.2.k', 'sub_level': 144, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '144.2.k', 'level': 144, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 93722000
{'hecke_orbit_code': 687228321936, 'n': 1, 'trace_an': 18}
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id: 93722001
{'hecke_orbit_code': 687228321936, 'n': 2, 'trace_an': 2}
-
id: 93722002
{'hecke_orbit_code': 687228321936, 'n': 3, 'trace_an': 0}
-
id: 93722003
{'hecke_orbit_code': 687228321936, 'n': 4, 'trace_an': 0}
-
id: 93722004
{'hecke_orbit_code': 687228321936, 'n': 5, 'trace_an': 2}
-
id: 93722005
{'hecke_orbit_code': 687228321936, 'n': 6, 'trace_an': 0}
-
id: 93722006
{'hecke_orbit_code': 687228321936, 'n': 7, 'trace_an': 0}
-
id: 93722007
{'hecke_orbit_code': 687228321936, 'n': 8, 'trace_an': 8}
-
id: 93722008
{'hecke_orbit_code': 687228321936, 'n': 9, 'trace_an': 0}
-
id: 93722009
{'hecke_orbit_code': 687228321936, 'n': 10, 'trace_an': 8}
-
id: 93722010
{'hecke_orbit_code': 687228321936, 'n': 11, 'trace_an': 6}
-
id: 93722011
{'hecke_orbit_code': 687228321936, 'n': 12, 'trace_an': 0}
-
id: 93722012
{'hecke_orbit_code': 687228321936, 'n': 13, 'trace_an': -2}
-
id: 93722013
{'hecke_orbit_code': 687228321936, 'n': 14, 'trace_an': -8}
-
id: 93722014
{'hecke_orbit_code': 687228321936, 'n': 15, 'trace_an': 0}
-
id: 93722015
{'hecke_orbit_code': 687228321936, 'n': 16, 'trace_an': -8}
-
id: 93722016
{'hecke_orbit_code': 687228321936, 'n': 17, 'trace_an': 4}
-
id: 93722017
{'hecke_orbit_code': 687228321936, 'n': 18, 'trace_an': 0}
-
id: 93722018
{'hecke_orbit_code': 687228321936, 'n': 19, 'trace_an': -10}
-
id: 93722019
{'hecke_orbit_code': 687228321936, 'n': 20, 'trace_an': -20}
-
id: 93722020
{'hecke_orbit_code': 687228321936, 'n': 21, 'trace_an': 0}
-
id: 93722021
{'hecke_orbit_code': 687228321936, 'n': 22, 'trace_an': -8}
-
id: 93722022
{'hecke_orbit_code': 687228321936, 'n': 23, 'trace_an': 0}
-
id: 93722023
{'hecke_orbit_code': 687228321936, 'n': 24, 'trace_an': 0}
-
id: 93722024
{'hecke_orbit_code': 687228321936, 'n': 25, 'trace_an': 0}
-
id: 93722025
{'hecke_orbit_code': 687228321936, 'n': 26, 'trace_an': -24}
-
id: 93722026
{'hecke_orbit_code': 687228321936, 'n': 27, 'trace_an': 0}
-
id: 93722027
{'hecke_orbit_code': 687228321936, 'n': 28, 'trace_an': -16}
-
id: 93722028
{'hecke_orbit_code': 687228321936, 'n': 29, 'trace_an': 10}
-
id: 93722029
{'hecke_orbit_code': 687228321936, 'n': 30, 'trace_an': 0}
-
id: 93722030
{'hecke_orbit_code': 687228321936, 'n': 31, 'trace_an': -16}
-
id: 93722031
{'hecke_orbit_code': 687228321936, 'n': 32, 'trace_an': -8}
-
id: 93722032
{'hecke_orbit_code': 687228321936, 'n': 33, 'trace_an': 0}
-
id: 93722033
{'hecke_orbit_code': 687228321936, 'n': 34, 'trace_an': -36}
-
id: 93722034
{'hecke_orbit_code': 687228321936, 'n': 35, 'trace_an': -20}
-
id: 93722035
{'hecke_orbit_code': 687228321936, 'n': 36, 'trace_an': 0}
-
id: 93722036
{'hecke_orbit_code': 687228321936, 'n': 37, 'trace_an': 6}
-
id: 93722037
{'hecke_orbit_code': 687228321936, 'n': 38, 'trace_an': 20}
-
id: 93722038
{'hecke_orbit_code': 687228321936, 'n': 39, 'trace_an': 0}
-
id: 93722039
{'hecke_orbit_code': 687228321936, 'n': 40, 'trace_an': -16}
-
id: 93722040
{'hecke_orbit_code': 687228321936, 'n': 41, 'trace_an': 0}
-
id: 93722041
{'hecke_orbit_code': 687228321936, 'n': 42, 'trace_an': 0}
-
id: 93722042
{'hecke_orbit_code': 687228321936, 'n': 43, 'trace_an': -22}
-
id: 93722043
{'hecke_orbit_code': 687228321936, 'n': 44, 'trace_an': 44}
-
id: 93722044
{'hecke_orbit_code': 687228321936, 'n': 45, 'trace_an': 0}
-
id: 93722045
{'hecke_orbit_code': 687228321936, 'n': 46, 'trace_an': 36}
-
id: 93722046
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