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mf_newspaces • Show schema
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{'Nk2': 10752, 'analytic_conductor': 39.64928352385769, 'char_conductor': 168, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 2, 'char_parity': 1, 'char_values': [672, 2, [127, 421, 449, 577], [2, 1, 1, 1]], 'conrey_index': 209, 'cusp_dim': 368, 'dim': 92, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 549822923424, 'hecke_orbit_dims': [4, 8, 80], 'label': '672.4.i', 'level': 672, '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': 400, 'mf_new_dim': 100, 'num_forms': 3, 'prim_orbit_index': 9, 'relative_dim': 92, 'sturm_bound': 512, 'trace_bound': 1, 'trace_display': [0, 0, 0, 4], 'traces': [92, 0, 0, 0, 0, 0, 4, 0, -4, 0, 0, 0, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1908, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 0, 0, -364, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, 708, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 488, 0, -1236, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -424, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 6620, 0, 0, 0, 0, 0, -8152, 0, 0, 0, 0, 0, 0, 0, 2344, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2388, 0, 0, 0, 0, 0, 2724, 0, 104, 0, 0, 0, 0, 0, -13280, 0, 0, 0, 0, 0, 0, 0, 0, 0, -9080, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6832, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, -5956, 0, 0, 0, 0, 0, 10176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8800, 0, 9320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -832, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8084, 0, 0, 0, 0, 0, 41488, 0, 0, 0, 0, 0, 0, 0, 15352, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 27168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18440, 0, 0, 0, 0, 0, -38084, 0, -3488, 0, 0, 0, 0, 0, 44800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 26508, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20768, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5616, 0, 0, 0, 0, 0, 0, 0, 7544, 0, 0, 0, 0, 0, -43616, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -27248, 0, 19712, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3340, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -23768, 0, 0, 0, 0, 0, -67816, 0, 0, 0, 0, 0, 0, 0, -29264, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -23752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2048, 0, 0, 0, 0, 0, 59904, 0, -17152, 0, 0, 0, 0, 0, -98744, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14676, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -53984, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24296, 0, 0, 0, 0, 0, 0, 0, 20688, 0, 0, 0, 0, 0, 68404, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -13440, 0, -19280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16868, 0, 0, 0, 0, 0, 89240, 0, 0, 0, 0, 0, 0, 0, -1152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 43120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20104, 0, 0, 0, 0, 0, -27552, 0, -14296, 0, 0, 0, 0, 0, 162832, 0, 0, 0, 0, 0, 0, 0, 0, 0, -36240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 79368, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10560, 0, 0, 0, 0, 0, 0, 0, 14300, 0, 0, 0, 0, 0, -100856, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18056, 0, -141544, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12048, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7936, 0, 0, 0, 0, 0, -189408, 0, 0, 0, 0, 0, 0, 0, 49864, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -103336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20084, 0, 0, 0, 0, 0, 167092, 0, 112928, 0, 0, 0, 0, 0, -167728, 0, 0, 0, 0, 0, 0, 0, 0, 0, -115456, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7544, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4424, 0, 0, 0, 0, 0, 0, 0, 7408, 0, 0, 0, 0, 0, 116160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -41272, 0, 40352, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 134024, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 177764, 0, 0, 0, 0, 0, 223352, 0, 0, 0, 0, 0, 0, 0, -61632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -123784, 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: 272797
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 209, 'conrey_indexes': [209], 'label': '672.4.i', 'level': 672, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 125, 'sub_conrey_indexes': [125], 'sub_dim': 92, 'sub_label': '168.4.i', 'sub_level': 168, 'sub_mult': 3, 'weight': 4}
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id: 272798
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 209, 'conrey_indexes': [209], 'label': '672.4.i', 'level': 672, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 209, 'sub_conrey_indexes': [209], 'sub_dim': 92, 'sub_label': '672.4.i', 'sub_level': 672, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '672.4.i', 'level': 672, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 82908000
{'hecke_orbit_code': 549822923424, 'n': 1, 'trace_an': 92}
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id: 82908001
{'hecke_orbit_code': 549822923424, 'n': 2, 'trace_an': 0}
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id: 82908002
{'hecke_orbit_code': 549822923424, 'n': 3, 'trace_an': 0}
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id: 82908003
{'hecke_orbit_code': 549822923424, 'n': 4, 'trace_an': 0}
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id: 82908004
{'hecke_orbit_code': 549822923424, 'n': 5, 'trace_an': 0}
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id: 82908005
{'hecke_orbit_code': 549822923424, 'n': 6, 'trace_an': 0}
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id: 82908006
{'hecke_orbit_code': 549822923424, 'n': 7, 'trace_an': 4}
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id: 82908007
{'hecke_orbit_code': 549822923424, 'n': 8, 'trace_an': 0}
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id: 82908008
{'hecke_orbit_code': 549822923424, 'n': 9, 'trace_an': -4}
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id: 82908009
{'hecke_orbit_code': 549822923424, 'n': 10, 'trace_an': 0}
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id: 82908010
{'hecke_orbit_code': 549822923424, 'n': 11, 'trace_an': 0}
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id: 82908011
{'hecke_orbit_code': 549822923424, 'n': 12, 'trace_an': 0}
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id: 82908012
{'hecke_orbit_code': 549822923424, 'n': 13, 'trace_an': 0}
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id: 82908013
{'hecke_orbit_code': 549822923424, 'n': 14, 'trace_an': 0}
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id: 82908014
{'hecke_orbit_code': 549822923424, 'n': 15, 'trace_an': -104}
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id: 82908015
{'hecke_orbit_code': 549822923424, 'n': 16, 'trace_an': 0}
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id: 82908016
{'hecke_orbit_code': 549822923424, 'n': 17, 'trace_an': 0}
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id: 82908017
{'hecke_orbit_code': 549822923424, 'n': 18, 'trace_an': 0}
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id: 82908018
{'hecke_orbit_code': 549822923424, 'n': 19, 'trace_an': 0}
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id: 82908019
{'hecke_orbit_code': 549822923424, 'n': 20, 'trace_an': 0}
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id: 82908020
{'hecke_orbit_code': 549822923424, 'n': 21, 'trace_an': 0}
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id: 82908021
{'hecke_orbit_code': 549822923424, 'n': 22, 'trace_an': 0}
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id: 82908022
{'hecke_orbit_code': 549822923424, 'n': 23, 'trace_an': 0}
-
id: 82908023
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