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mf_newspaces • Show schema
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{'Nk2': 1512, 'analytic_conductor': 3.0183451964043986, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 3, 'char_parity': 1, 'char_values': [378, 3, [29, 325], [2, 3]], 'conrey_index': 127, 'cusp_dim': 120, 'dim': 12, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 343630938490, 'hecke_orbit_dims': [2, 2, 4, 4], 'label': '378.2.f', 'level': 378, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 168, 'mf_new_dim': 12, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 6, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [-2, 0, 4, 0], 'traces': [12, -2, 0, -6, 4, 0, 0, 4, 0, 0, 2, 0, 0, -4, 0, -6, -4, 0, 12, 4, 0, -6, -4, 0, -18, 0, 0, 0, -8, 0, -12, -2, 0, -6, 8, 0, 24, 14, 0, 0, 18, 0, -6, -4, 0, 0, 0, 0, -6, -10, 0, 0, 0, 0, 24, -4, 0, 0, -14, 0, 0, -24, 0, 12, -36, 0, -18, 2, 0, 0, -16, 0, 12, -4, 0, -6, -8, 0, -12, -8, 0, -36, 44, 0, 12, 2, 0, -6, 24, 0, 24, -4, 0, 0, 44, 0, 6, 4, 0, 36, 4, 0, -12, 0, 0, 24, 84, 0, 24, -4, 0, 0, -20, 0, 0, 16, 0, 12, 4, 0, 0, 36, 0, -12, -120, 0, -24, -2, 0, 12, -44, 0, 0, 100, 0, 12, 10, 0, -6, -4, 0, -12, 24, 0, -96, -14, 0, -12, -24, 0, -24, -28, 0, 0, 0, 0, 12, 0, 0, 0, 16, 0, -48, 18, 0, 36, 40, 0, -18, -40, 0, 12, -32, 0, -12, 2, 0, 36, -144, 0, -24, -12, 0, 0, -40, 0, 54, 0, 0, 0, 0, 0, 6, -2, 0, -6, -40, 0, 24, -10, 0, 24, 8, 0, 36, -88, 0, 0, 70, 0, 24, 0, 0, 6, 152, 0, 0, -20, 0, -12, 36, 0, 72, 8, 0, -48, -54, 0, 72, -4, 0, 0, 92, 0, -96, -14, 0, 12, -24, 0, -42, 56, 0, 0, 4, 0, -24, 12, 0, 24, -36, 0, -96, 0, 0, -6, 54, 0, 0, 72, 0, 0, 60, 0, 24, -20, 0, -18, 40, 0, -24, 2, 0, 18, -50, 0, 12, -44, 0, 0, -16, 0, 24, 8, 0, -12, -24, 0, -24, 88, 0, -6, 12, 0, 72, 8, 0, 0, -36, 0, 0, -44, 0, -6, -48, 0, -36, -8, 0, -24, 28, 0, 30, -16, 0, 24, 12, 0, 24, 4, 0, -12, 4, 0, -24, -16, 0, 18, 0, 0, -24, -88, 0, -48, -20, 0, 18, 26, 0, 12, -24, 0, 0, 2, 0, 0, -30, 0, 0, 40, 0, 12, -66, 0, 36, -12, 0, 48, -32, 0, 192, 0, 0, -12, 76, 0, 12, 8, 0, -96, 0, 0, -12, 70, 0, 0, 48, 0, -36, 44, 0, -36, -64, 0, 0, 92, 0, -12, -32, 0, -24, -2, 0, 12, 72, 0, 96, -4, 0, -18, -30, 0, -48, -8, 0, 0, 4, 0, -42, -60, 0, -12, -16, 0, 168, 0, 0, 30, 72, 0, -48, -112, 0, -48, 70, 0, 12, -42, 0, -36, 0, 0, -60, -24, 0, -12, -104, 0, -24, 8, 0, -72, -58, 0, -48, 8, 0, 0, -236, 0, 84, -20, 0, -42, 36, 0, -42, -56, 0, 0, 40, 0, 72, -8, 0, -18, -44, 0, 48, -48, 0, -6, 46, 0, -78, -8, 0, 24, 8, 0, -96, -58, 0, 0, 184, 0, 48, 36, 0, 0, 18, 0, -24, 144, 0, 24, 4, 0, -30, 60, 0, -42, 24, 0, 24, 40, 0, 12, 24, 0, -12, 4, 0, 36, 56, 0, 0, -8, 0, 12, 108, 0, -216, -44, 0, -24, 60, 0, 54, -96, 0, 0, 108, 0, 12, -50, 0, 24, -4, 0, 96, 60, 0, -6, -8, 0, -54, -20, 0, 132, -40, 0, -12, -4, 0, -6, 64, 0, 120, -4, 0, 60, -22, 0, 132, 136, 0, 24, -78, 0, -54, -12, 0, 12, -8, 0, 12, -40, 0, 48, 4, 0, 24, 28, 0, 96, -46, 0, -108, 64, 0, -12, -24, 0, 0, -24, 0, -36, 0, 0, -30, 16, 0, 48, -160, 0, 24, 14, 0, -36, -192, 0, 24, 70, 0, 0, 62, 0, -78, 0, 0, 72, 48, 0, -42, 70, 0, 12, -8, 0, 48, 0, 0, -12, -48, 0, 0, -16, 0, 0, 50, 0, 30, -8, 0, -42, 144, 0, 60, -84, 0, 24, -84, 0, 12, -36, 0, 0, 8, 0, -84, -64, 0, 36, -56, 0, 0, 40, 0, -36, -72, 0, 24, -84, 0, 36, 72, 0, -12, 20, 0, -36, -204, 0, -168, -4, 0, -6, -120, 0, -108, 64, 0, 60, 88, 0, 54, 64, 0, -12, 16, 0, -72, 2, 0, -42, 32, 0, -48, -208, 0, -72, -48, 0, 48, 72, 0, 12, 72, 0, -144, -48, 0, 12, -64, 0, 12, 24, 0, -72, -26, 0, 84, -4, 0, 0, -4, 0, -36, -40, 0, -24, 132, 0, 48, 40, 0, -108, 0, 0, 24, 0, 0, 72, 16, 0, 48, 10, 0, 0, 20, 0, -24, 0, 0, 144, 36, 0, -36, -8, 0, 6, 280, 0, 120, -2, 0, 48, 6, 0, -48, 64, 0, 12, 128, 0, -36, 20, 0, -96, -88, 0, 72, 48, 0, -12, -36, 0, 0, 20, 0, -60, -58, 0, 12, -48, 0, 24, 220, 0, 156, 8, 0, -12, -88, 0, 6, 116, 0, -72, 20, 0, -84, 44, 0, 0, -96, 0, -120, -76, 0, 0, 2, 0, -72, -140, 0, 72, -112, 0, -18, 24, 0, 24, -136, 0, 96, 0, 0, 54, -8, 0, -12, 48, 0, -12, 36, 0, -90, -76, 0, -48, -104, 0, -72, 38, 0, 0, 36, 0, 84, 40, 0, 168, 48, 0, 24, 24, 0, -12, -72, 0, -60, 36, 0, -18, -36, 0, -24, 96, 0, -144, -48, 0, 72, -4, 0, 114, 0, 0, -144, -42, 0, 24, 84, 0, 54, 108, 0, 24, -60, 0, 96, -14, 0, 72, -16, 0, -144, -4, 0, -12, 12, 0, 60, -56, 0, 0, 36, 0, -6, -46, 0, -18, -248, 0, 168, 8, 0, 48, 64, 0, 72, 28, 0, -60, 46, 0, 36, 10, 0, 12, -196, 0, 24, -24, 0, 48, 56, 0, 66, -192, 0, 84, -40, 0, -120, -28, 0, -36, 144, 0, -24, -52, 0, 0, 18, 0, 60, -8, 0, 12, -120, 0, 120, -40, 0, -24, 112, 0, -48, 12, 0, 24, -16, 0, -24, 28, 0, -48], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 198626
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 127, 'conrey_indexes': [127, 253], 'label': '378.2.f', 'level': 378, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 2, 'sub_label': '18.2.c', 'sub_level': 18, 'sub_mult': 4, 'weight': 2}
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id: 198629
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 127, 'conrey_indexes': [127, 253], 'label': '378.2.f', 'level': 378, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 37], 'sub_dim': 2, 'sub_label': '54.2.c', 'sub_level': 54, 'sub_mult': 2, 'weight': 2}
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id: 198630
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 127, 'conrey_indexes': [127, 253], 'label': '378.2.f', 'level': 378, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 43], 'sub_dim': 12, 'sub_label': '63.2.f', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
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id: 198625
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 127, 'conrey_indexes': [127, 253], 'label': '378.2.f', 'level': 378, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 43, 'sub_conrey_indexes': [43, 85], 'sub_dim': 12, 'sub_label': '126.2.f', 'sub_level': 126, 'sub_mult': 2, 'weight': 2}
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id: 198627
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 127, 'conrey_indexes': [127, 253], 'label': '378.2.f', 'level': 378, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 64, 'sub_conrey_indexes': [64, 127], 'sub_dim': 12, 'sub_label': '189.2.f', 'sub_level': 189, 'sub_mult': 2, 'weight': 2}
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id: 198628
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 127, 'conrey_indexes': [127, 253], 'label': '378.2.f', 'level': 378, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 127, 'sub_conrey_indexes': [127, 253], 'sub_dim': 12, 'sub_label': '378.2.f', 'sub_level': 378, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '378.2.f', 'level': 378, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 54240000
{'hecke_orbit_code': 343630938490, 'n': 1, 'trace_an': 12}
-
id: 54240001
{'hecke_orbit_code': 343630938490, 'n': 2, 'trace_an': -2}
-
id: 54240002
{'hecke_orbit_code': 343630938490, 'n': 3, 'trace_an': 0}
-
id: 54240003
{'hecke_orbit_code': 343630938490, 'n': 4, 'trace_an': -6}
-
id: 54240004
{'hecke_orbit_code': 343630938490, 'n': 5, 'trace_an': 4}
-
id: 54240005
{'hecke_orbit_code': 343630938490, 'n': 6, 'trace_an': 0}
-
id: 54240006
{'hecke_orbit_code': 343630938490, 'n': 7, 'trace_an': 0}
-
id: 54240007
{'hecke_orbit_code': 343630938490, 'n': 8, 'trace_an': 4}
-
id: 54240008
{'hecke_orbit_code': 343630938490, 'n': 9, 'trace_an': 0}
-
id: 54240009
{'hecke_orbit_code': 343630938490, 'n': 10, 'trace_an': 0}
-
id: 54240010
{'hecke_orbit_code': 343630938490, 'n': 11, 'trace_an': 2}
-
id: 54240011
{'hecke_orbit_code': 343630938490, 'n': 12, 'trace_an': 0}
-
id: 54240012
{'hecke_orbit_code': 343630938490, 'n': 13, 'trace_an': 0}
-
id: 54240013
{'hecke_orbit_code': 343630938490, 'n': 14, 'trace_an': -4}
-
id: 54240014
{'hecke_orbit_code': 343630938490, 'n': 15, 'trace_an': 0}
-
id: 54240015
{'hecke_orbit_code': 343630938490, 'n': 16, 'trace_an': -6}
-
id: 54240016
{'hecke_orbit_code': 343630938490, 'n': 17, 'trace_an': -4}
-
id: 54240017
{'hecke_orbit_code': 343630938490, 'n': 18, 'trace_an': 0}
-
id: 54240018
{'hecke_orbit_code': 343630938490, 'n': 19, 'trace_an': 12}
-
id: 54240019
{'hecke_orbit_code': 343630938490, 'n': 20, 'trace_an': 4}
-
id: 54240020
{'hecke_orbit_code': 343630938490, 'n': 21, 'trace_an': 0}
-
id: 54240021
{'hecke_orbit_code': 343630938490, 'n': 22, 'trace_an': -6}
-
id: 54240022
{'hecke_orbit_code': 343630938490, 'n': 23, 'trace_an': -4}
-
id: 54240023
{'hecke_orbit_code': 343630938490, 'n': 24, 'trace_an': 0}
-
id: 54240024
{'hecke_orbit_code': 343630938490, 'n': 25, 'trace_an': -18}
-
id: 54240025
{'hecke_orbit_code': 343630938490, 'n': 26, 'trace_an': 0}
-
id: 54240026
{'hecke_orbit_code': 343630938490, 'n': 27, 'trace_an': 0}
-
id: 54240027
{'hecke_orbit_code': 343630938490, 'n': 28, 'trace_an': 0}
-
id: 54240028
{'hecke_orbit_code': 343630938490, 'n': 29, 'trace_an': -8}
-
id: 54240029
{'hecke_orbit_code': 343630938490, 'n': 30, 'trace_an': 0}
-
id: 54240030
{'hecke_orbit_code': 343630938490, 'n': 31, 'trace_an': -12}
-
id: 54240031
{'hecke_orbit_code': 343630938490, 'n': 32, 'trace_an': -2}
-
id: 54240032
{'hecke_orbit_code': 343630938490, 'n': 33, 'trace_an': 0}
-
id: 54240033
{'hecke_orbit_code': 343630938490, 'n': 34, 'trace_an': -6}
-
id: 54240034
{'hecke_orbit_code': 343630938490, 'n': 35, 'trace_an': 8}
-
id: 54240035
{'hecke_orbit_code': 343630938490, 'n': 36, 'trace_an': 0}
-
id: 54240036
{'hecke_orbit_code': 343630938490, 'n': 37, 'trace_an': 24}
-
id: 54240037
{'hecke_orbit_code': 343630938490, 'n': 38, 'trace_an': 14}
-
id: 54240038
{'hecke_orbit_code': 343630938490, 'n': 39, 'trace_an': 0}
-
id: 54240039
{'hecke_orbit_code': 343630938490, 'n': 40, 'trace_an': 0}
-
id: 54240040
{'hecke_orbit_code': 343630938490, 'n': 41, 'trace_an': 18}
-
id: 54240041
{'hecke_orbit_code': 343630938490, 'n': 42, 'trace_an': 0}
-
id: 54240042
{'hecke_orbit_code': 343630938490, 'n': 43, 'trace_an': -6}
-
id: 54240043
{'hecke_orbit_code': 343630938490, 'n': 44, 'trace_an': -4}
-
id: 54240044
{'hecke_orbit_code': 343630938490, 'n': 45, 'trace_an': 0}
-
id: 54240045
{'hecke_orbit_code': 343630938490, 'n': 46, 'trace_an': 0}
-
id: 54240046
{'hecke_orbit_code': 343630938490, 'n': 47, 'trace_an': 0}
-
id: 54240047
{'hecke_orbit_code': 343630938490, 'n': 48, 'trace_an': 0}
-
id: 54240048
{'hecke_orbit_code': 343630938490, 'n': 49, 'trace_an': -6}
-
id: 54240049
{'hecke_orbit_code': 343630938490, 'n': 50, 'trace_an': -10}
-
id: 54240050
{'hecke_orbit_code': 343630938490, 'n': 51, 'trace_an': 0}
-
id: 54240051
{'hecke_orbit_code': 343630938490, 'n': 52, 'trace_an': 0}
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