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mf_newspaces • Show schema
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{'Nk2': 9216, 'analytic_conductor': 33.98510016330659, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [576, 2, [127, 325, 65], [2, 1, 2]], 'conrey_indexes': [289], 'cusp_dim': 264, 'dim': 30, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 17], 'hecke_orbit_code': 206225539648, 'hecke_orbit_dims': [2, 4, 4, 4, 4, 4, 4, 4], 'label': '576.4.d', 'level': 576, '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': 312, 'mf_new_dim': 30, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 30, 'sturm_bound': 384, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 156, 0, 0, 0, 0, 0, 0, 0, -618, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 588, 0, 0, 0, 0, 0, 0, 0, 750, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2304, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2412, 0, 0, 0, 0, 0, 0, 0, 3324, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4068, 0, 0, 0, 0, 0, 0, 0, -4638, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1740, 0, 0, 0, 0, 0, 0, 0, 1392, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 288, 0, 0, 0, 0, 0, 0, 0, -4554, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13536, 0, 0, 0, 0, 0, 0, 0, 2988, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6456, 0, 0, 0, 0, 0, 0, 0, -5088, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30612, 0, 0, 0, 0, 0, 0, 0, -3204, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12324, 0, 0, 0, 0, 0, 0, 0, 25104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 15948, 0, 0, 0, 0, 0, 0, 0, -6198, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 29664, 0, 0, 0, 0, 0, 0, 0, 9132, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34272, 0, 0, 0, 0, 0, 0, 0, -29172, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -15492, 0, 0, 0, 0, 0, 0, 0, 34866, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 39168, 0, 0, 0, 0, 0, 0, 0, -9216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 41628, 0, 0, 0, 0, 0, 0, 0, -59172, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -87924, 0, 0, 0, 0, 0, 0, 0, -11220, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5820, 0, 0, 0, 0, 0, 0, 0, 33276, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 103128, 0, 0, 0, 0, 0, 0, 0, 58560, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 31968, 0, 0, 0, 0, 0, 0, 0, -60144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -125268, 0, 0, 0, 0, 0, 0, 0, -20370, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -112320, 0, 0, 0, 0, 0, 0, 0, 111072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 173292, 0, 0, 0, 0, 0, 0, 0, 38364, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12132, 0, 0, 0, 0, 0, 0, 0, -85764, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -173460, 0, 0, 0, 0, 0, 0, 0, -52386, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -74532, 0, 0, 0, 0, 0, 0, 0, 44136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 308160, 0, 0, 0, 0, 0, 0, 0, 69708, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 154368, 0, 0, 0, 0, 0, 0, 0, -168984, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -205344, 0, 0, 0, 0, 0, 0, 0, 12960, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -193800, 0, 0, 0, 0, 0, 0, 0, 84528, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 213516, 0, 0, 0, 0, 0, 0, 0, 70764, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 159264, 0, 0, 0, 0, 0, 0, 0, -173760, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -316788, 0, 0, 0, 0, 0, 0, 0, -20280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -91236, 0, 0, 0, 0, 0, 0, 0, 130566, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 391788, 0, 0, 0, 0, 0, 0, 0, 36816, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 129852, 0, 0, 0, 0, 0, 0, 0, -151584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -408384, 0, 0, 0, 0, 0, 0, 0, -127224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -265860, 0, 0, 0, 0, 0, 0, 0, 368316, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 397068, 0, 0, 0, 0, 0, 0, 0, 41598, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 195420, 0, 0, 0, 0, 0, 0, 0, -128304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 249137
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [5], 'sub_dim': 2, 'sub_label': '8.4.b', 'sub_level': 8, 'sub_mult': 12, 'weight': 4}
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id: 249130
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [13], 'sub_dim': 6, 'sub_label': '24.4.d', 'sub_level': 24, 'sub_mult': 8, 'weight': 4}
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id: 249132
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [17], 'sub_dim': 2, 'sub_label': '32.4.b', 'sub_level': 32, 'sub_mult': 6, 'weight': 4}
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id: 249134
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [33], 'sub_dim': 6, 'sub_label': '64.4.b', 'sub_level': 64, 'sub_mult': 3, 'weight': 4}
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id: 249135
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [37], 'sub_dim': 14, 'sub_label': '72.4.d', 'sub_level': 72, 'sub_mult': 4, 'weight': 4}
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id: 249136
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [49], 'sub_dim': 6, 'sub_label': '96.4.d', 'sub_level': 96, 'sub_mult': 4, 'weight': 4}
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id: 249129
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [97], 'sub_dim': 12, 'sub_label': '192.4.d', 'sub_level': 192, 'sub_mult': 2, 'weight': 4}
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id: 249131
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [145], 'sub_dim': 14, 'sub_label': '288.4.d', 'sub_level': 288, 'sub_mult': 2, 'weight': 4}
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id: 249133
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [289], 'label': '576.4.d', 'level': 576, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [289], 'sub_dim': 30, 'sub_label': '576.4.d', 'sub_level': 576, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '576.4.d', 'level': 576, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 40381000
{'hecke_orbit_code': 206225539648, 'n': 1, 'trace_an': 30}
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id: 40381001
{'hecke_orbit_code': 206225539648, 'n': 2, 'trace_an': 0}
-
id: 40381002
{'hecke_orbit_code': 206225539648, 'n': 3, 'trace_an': 0}
-
id: 40381003
{'hecke_orbit_code': 206225539648, 'n': 4, 'trace_an': 0}
-
id: 40381004
{'hecke_orbit_code': 206225539648, 'n': 5, 'trace_an': 0}
-
id: 40381005
{'hecke_orbit_code': 206225539648, 'n': 6, 'trace_an': 0}
-
id: 40381006
{'hecke_orbit_code': 206225539648, 'n': 7, 'trace_an': 0}
-
id: 40381007
{'hecke_orbit_code': 206225539648, 'n': 8, 'trace_an': 0}
-
id: 40381008
{'hecke_orbit_code': 206225539648, 'n': 9, 'trace_an': 0}
-
id: 40381009
{'hecke_orbit_code': 206225539648, 'n': 10, 'trace_an': 0}
-
id: 40381010
{'hecke_orbit_code': 206225539648, 'n': 11, 'trace_an': 0}
-
id: 40381011
{'hecke_orbit_code': 206225539648, 'n': 12, 'trace_an': 0}
-
id: 40381012
{'hecke_orbit_code': 206225539648, 'n': 13, 'trace_an': 0}
-
id: 40381013
{'hecke_orbit_code': 206225539648, 'n': 14, 'trace_an': 0}
-
id: 40381014
{'hecke_orbit_code': 206225539648, 'n': 15, 'trace_an': 0}
-
id: 40381015
{'hecke_orbit_code': 206225539648, 'n': 16, 'trace_an': 0}
-
id: 40381016
{'hecke_orbit_code': 206225539648, 'n': 17, 'trace_an': 156}
-
id: 40381017
{'hecke_orbit_code': 206225539648, 'n': 18, 'trace_an': 0}
-
id: 40381018
{'hecke_orbit_code': 206225539648, 'n': 19, 'trace_an': 0}
-
id: 40381019
{'hecke_orbit_code': 206225539648, 'n': 20, 'trace_an': 0}
-
id: 40381020
{'hecke_orbit_code': 206225539648, 'n': 21, 'trace_an': 0}
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