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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1], [7, -1]], 2, 2], [[[2, -1], [5, -1], [7, -1]], 3, 2], [[[2, 1], [5, 1], [7, 1]], 1, 1], [[[2, 1], [5, -1], [7, 1]], 2, 1], [[[2, -1], [5, -1], [7, 1]], 1, 1], [[[2, -1], [5, 1], [7, 1]], 1, 1]], 'ALdims': [1, 2, 2, 0, 1, 0, 1, 3], 'Nk2': 1400, 'analytic_conductor': 2.7947640707448134, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 10, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 33554782, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2], 'label': '350.2.a', 'level': 350, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 72, 'mf_new_dim': 10, 'num_forms': 8, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 120, 'trace_bound': 3, 'trace_display': [0, 2, 0, 0], 'traces': [10, 0, 2, 10, 0, -2, 0, 0, 18, 0, 0, 2, 10, 2, 0, 10, -8, 4, -2, 0, 6, -4, 0, -2, 0, -18, -4, 0, -16, 0, 4, 0, 0, -8, 0, 18, 8, 2, 24, 0, -12, -2, -12, 0, 0, 8, 4, 2, 10, 0, 0, 10, -4, -32, 0, 2, 4, -12, 2, 0, -6, -12, -4, 10, 0, -12, 16, -8, -48, 0, -48, 4, -4, 12, 0, -2, 4, 8, 32, 0, -18, 4, -2, 6, 0, -20, -12, -4, -88, 0, 10, 0, -8, -4, 0, -2, 8, 0, -84, 0, 18, -12, -12, -18, 0, 0, -24, -4, 8, 0, -36, 0, -8, -16, 0, -16, -14, 2, 4, 0, 70, 22, 12, 4, 0, -2, 24, 0, 96, 0, 2, 0, -2, 28, 0, -8, -12, 0, 10, 0, -48, 16, 24, 18, 0, 4, 2, 8, 60, 0, 48, 2, 0, 12, 0, 24, -6, 16, -12, 0, 8, -20, 20, -12, 0, 18, 12, -2, 42, 0, 42, -12, 34, 60, 0, 0, -12, -16, 4, 0, 38, -10, 16, 8, 0, 56, -8, 4, 12, 0, 16, 2, -16, -52, 0, 10, 4, 12, 60, 0, -60, 6, 12, 0, 0, 36, 0, 10, 36, 0, 84, -4, 0, 44, 0, -32, 12, -4, 0, 0, 4, -4, -24, 2, 0, -64, -26, 4, -2, 0, -72, -12, 12, -82, 0, 2, 16, 8, -40, 0, -36, -16, -10, -6, 0, -24, 8, 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-8, 32, 0, -176, 4, -36, -76, 0, 12, -24, -4, -96, 0, -68, 32, 4, 16, 0, -36, -72, 2, 4, 0, 36, -16, -66, -196, 0, -52, 4, 4, -72, 0, -24, 0, 24, 10, 0, -36, 30, 4, -24, 0, -52, 12, -52, 54, 0, 60, 18, -4, -64, 0, -228, -4, -8, -60, 0, -112, -24, 6, 136, 0, -6, 12, -32, -72, 0, 0, -16, 44, 18, 0, 84, -36, 48, 36, 0, 14, -8, 0, -14, 0, 252, 10, -8, 56, 0, 36, 16, -18, 116, 0, 38, 0, -12, 84, 0, -12, 16, -4, 240, 0, -16, 0, 2, 14, 0, 44, 72, 0, -150, 0, 84, 24, 56, -32, 0, 96, 38, 12, -24, 0, -112, -4, 16, 80, 0, 0, 8, 16, -96, 0, 60, 4, -8, 4, 0, 108, 52, -4, 64, 0, -48, -24, 24, -180, 0, 2, 0, 48, 296, 0, -96, -8, 16, -64, 0, 176, 8, -26, 90, 0, 32, 4, -32, 64, 0, -2, -34, 24, -184, 0, 24, 2, -96, -72, 0, 48, 52, -12, 144, 0, -2, 12, -48, -2, 0, -82, -52, -16, 252, 0, 50, 8, 0, 2, 0, 48, -68, 16, 116, 0, 180, 8, 108, 168, 0, -40, 0, -60, 40, 0, -6, -68, 24, -36, 0, -48, -48, -16, -36, 0, -162, -10, 2, 0, 0, -6, 36, 32, 60, 0, -264, -24, 52, -24, 0, 8, -24, 8, -128, 0, 256, -12, 16, 24, 0, -48, 14, 8, -216, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 191272
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '350.2.a', 'level': 350, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 3, 'weight': 2}
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id: 191275
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '350.2.a', 'level': 350, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 4, 'weight': 2}
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id: 191276
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '350.2.a', 'level': 350, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 2, 'weight': 2}
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id: 191277
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '350.2.a', 'level': 350, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '70.2.a', 'sub_level': 70, 'sub_mult': 2, 'weight': 2}
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id: 191273
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '350.2.a', 'level': 350, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '175.2.a', 'sub_level': 175, 'sub_mult': 2, 'weight': 2}
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id: 191274
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '350.2.a', 'level': 350, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '350.2.a', 'sub_level': 350, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '350.2.a', 'level': 350, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 331000
{'hecke_orbit_code': 33554782, 'n': 1, 'trace_an': 10}
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id: 331001
{'hecke_orbit_code': 33554782, 'n': 2, 'trace_an': 0}
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id: 331002
{'hecke_orbit_code': 33554782, 'n': 3, 'trace_an': 2}
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id: 331003
{'hecke_orbit_code': 33554782, 'n': 4, 'trace_an': 10}
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id: 331004
{'hecke_orbit_code': 33554782, 'n': 5, 'trace_an': 0}
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id: 331005
{'hecke_orbit_code': 33554782, 'n': 6, 'trace_an': -2}
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id: 331006
{'hecke_orbit_code': 33554782, 'n': 7, 'trace_an': 0}
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id: 331007
{'hecke_orbit_code': 33554782, 'n': 8, 'trace_an': 0}
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id: 331008
{'hecke_orbit_code': 33554782, 'n': 9, 'trace_an': 18}
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id: 331009
{'hecke_orbit_code': 33554782, 'n': 10, 'trace_an': 0}
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id: 331010
{'hecke_orbit_code': 33554782, 'n': 11, 'trace_an': 0}
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id: 331011
{'hecke_orbit_code': 33554782, 'n': 12, 'trace_an': 2}
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id: 331012
{'hecke_orbit_code': 33554782, 'n': 13, 'trace_an': 10}
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id: 331013
{'hecke_orbit_code': 33554782, 'n': 14, 'trace_an': 2}
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id: 331014
{'hecke_orbit_code': 33554782, 'n': 15, 'trace_an': 0}
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id: 331015
{'hecke_orbit_code': 33554782, 'n': 16, 'trace_an': 10}
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id: 331016
{'hecke_orbit_code': 33554782, 'n': 17, 'trace_an': -8}
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id: 331017
{'hecke_orbit_code': 33554782, 'n': 18, 'trace_an': 4}
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id: 331018
{'hecke_orbit_code': 33554782, 'n': 19, 'trace_an': -2}
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id: 331019
{'hecke_orbit_code': 33554782, 'n': 20, 'trace_an': 0}
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id: 331020
{'hecke_orbit_code': 33554782, 'n': 21, 'trace_an': 6}
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id: 331021
{'hecke_orbit_code': 33554782, 'n': 22, 'trace_an': -4}
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id: 331022
{'hecke_orbit_code': 33554782, 'n': 23, 'trace_an': 0}
-
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id: 331999
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