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mf_newspaces • Show schema
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{'Nk2': 120, 'analytic_conductor': 0.23955120606384114, 'char_conductor': 15, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [30, 4, [11, 7], [2, 1]], 'conrey_index': 17, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274911461406, 'hecke_orbit_dims': [4], 'label': '30.2.e', 'level': 30, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 20, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 2, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, -4, 0, -4], 'traces': [4, 0, -4, 0, 0, -4, -4, 0, 0, 4, 0, 4, 0, 0, 8, -4, 0, 8, 0, 0, 8, -4, 0, 0, -16, 0, -4, -4, 0, -12, -8, 0, -4, 0, 0, -4, 24, 0, 0, 8, 0, 4, 24, 0, -8, 16, 0, 4, 0, 0, -8, 0, 0, 0, 12, 0, -16, -20, 0, -4, -24, 0, -4, 0, 0, 8, -16, 0, 0, 4, 0, -8, -20, 0, 28, 16, 0, 0, 0, 0, 28, -16, 0, 0, 8, 0, 20, -4, 0, 8, 0, 0, 8, 0, 0, 4, 12, 0, 0, -12, 0, 8, 4, 0, -12, -16, 0, -4, 0, 0, -48, 4, 0, 0, -32, 0, 0, 28, 0, -4, 36, 0, -16, 0, 0, -16, -28, 0, 0, 0, 0, 4, 16, 0, -20, -8, 0, -16, 0, 0, 0, 40, 0, 0, 20, 0, 20, 24, 0, 16, 64, 0, 16, 0, 0, 0, 0, 0, 0, -4, 0, -16, -16, 0, -16, -48, 0, 4, 0, 0, 16, -24, 0, 0, 4, 0, -28, 8, 0, 24, -88, 0, 24, 0, 0, 8, -8, 0, 0, -32, 0, -4, -60, 0, 0, -20, 0, -4, 0, 0, 32, 28, 0, 0, 48, 0, 32, 0, 0, 8, 32, 0, 40, 0, 0, 20, 8, 0, 0, 4, 0, -24, -36, 0, -12, 56, 0, -16, 0, 0, 8, 20, 0, 0, 0, 0, -24, -8, 0, -8, 16, 0, -44, 0, 0, 32, 0, 0, 0, 8, 0, 4, 16, 0, -24, 4, 0, -24, 0, 0, -80, -52, 0, 0, 32, 0, -8, -16, 0, 4, 0, 0, 0, 0, 0, -16, -24, 0, 0, -12, 0, 0, 80, 0, 16, 0, 0, -8, 0, 0, -24, 20, 0, 0, -28, 0, 20, 36, 0, -4, -48, 0, 28, 0, 0, -8, 72, 0, 0, -8, 0, 0, 36, 0, 32, 24, 0, 16, 0, 0, 16, -16, 0, 0, 0, 0, 40, -16, 0, -12, -32, 0, 24, 0, 0, -8, -36, 0, 0, 16, 0, 32, -48, 0, 16, -8, 0, 20, 0, 0, 0, 4, 0, 0, -120, 0, 8, -52, 0, -4, 12, 0, -36, 0, 0, 24, -76, 0, 0, -24, 0, -8, 16, 0, -44, 0, 0, 20, 0, 0, 56, -8, 0, 0, -8, 0, -24, 12, 0, 0, 32, 0, -52, 0, 0, -16, 88, 0, 0, 16, 0, 16, 0, 0, 48, 40, 0, 8, 0, 0, 24, -4, 0, 0, 96, 0, -32, 16, 0, -4, 56, 0, 0, 0, 0, -80, 24, 0, 0, 72, 0, 4, -4, 0, 40, -40, 0, 20, 0, 0, -20, 0, 0, 0, -8, 0, -36, 4, 0, -56, -32, 0, -64, 0, 0, -16, -60, 0, 0, 16, 0, -8, 20, 0, -16, -72, 0, 0, 0, 0, 0, -28, 0, 0, 48, 0, -32, -24, 0, 12, 0, 0, -16, 0, 0, 4, 36, 0, 0, 40, 0, 16, -40, 0, 4, 8, 0, 48, 0, 0, 32, 36, 0, 0, -84, 0, -52, -28, 0, -8, 40, 0, 16, 0, 0, 48, 0, 0, 0, 0, 0, 20, 0, 0, -32, 32, 0, 4, 0, 0, 112, -16, 0, 0, -16, 0, 52, -44, 0, -40, -8, 0, 88, 0, 0, 0, 24, 0, 0, 4, 0, 16, 24, 0, 72, 32, 0, -16, 0, 0, 16, 24, 0, 0, -112, 0, -28, 40, 0, 16, -160, 0, -8, 0, 0, 4, 52, 0, 0, -60, 0, -12, -16, 0, 0, 0, 0, 20, 0, 0, -96, -24, 0, 0, 8, 0, 96, 0, 0, 12, -40, 0, -16, 0, 0, -56, 12, 0, 0, -24, 0, -16, 72, 0, -64, 8, 0, -4, 0, 0, -80, -56, 0, 0, 28, 0, -16, 0, 0, -12, -56, 0, -32, 0, 0, 16, 0, 0, 0, -8, 0, -16, 96, 0, 24, 32, 0, -16, 0, 0, -16, 16, 0, 0, 156, 0, 20, 0, 0, 8, 200, 0, 0, 0, 0, 96, -80, 0, 0, 16, 0, -4, 52, 0, 4, 52, 0, -56, 0, 0, -88, 8, 0, 0, -24, 0, 24, -24, 0, 32, 48, 0, -16, 0, 0, -40, -32, 0, 0, 28, 0, 0, -96, 0, 0, 72, 0, -28, 0, 0, 24, -8, 0, 0, 0, 0, 24, 32, 0, 8, -8, 0, -16, 0, 0, -36, -12, 0, 0, -60, 0, -24, -104, 0, -20, -16, 0, -16, 0, 0, 0, 16, 0, 0, -36, 0, -96, -8, 0, 36, -120, 0, 36, 0, 0, 8, -120, 0, 0, 16, 0, 28, -40, 0, 16, -96, 0, -4, 0, 0, 56, 60, 0, 0, 32, 0, 48, 12, 0, 0, 80, 0, 100, 0, 0, 104, 112, 0, 0, -48, 0, 4, 0, 0, -16, -96, 0, -16, 0, 0, 32, -24, 0, 0, 48, 0, 44, 28, 0, 28, -16, 0, 0, 0, 0, 8, 96, 0, 0, 16, 0, -24, -100, 0, 28, -56, 0, 32, 0, 0, 48, 0, 0, 0, -32, 0, 8, 60, 0, 16, 84, 0, 24, 0, 0, 0, -36, 0, 0, -24, 0, -40, -8, 0, -96, 16, 0, 0, 0, 0, 32, 32, 0, 0, 16, 0, -52, 8, 0, -20, 0, 0, 12, 0, 0, -40, -144, 0, 0, -12, 0, -40, 16, 0, -56, -24, 0, -24, 0, 0, -32, 36, 0, 0, 52, 0, 0, 40, 0, 16, -32, 0, 48, 0, 0, -64, 88, 0, 0, 0, 0, 16, -48, 0, -48, -24, 0, -8, 0, 0, -144, 20, 0, 0, -24, 0, -4, 20, 0, 24, 80, 0, -56, 0, 0, 0, -20, 0, 0, 0, 0, 0, 64, 0, -20, -48, 0, -24, 0, 0, 72, 8, 0, 0, 24, 0, -40, 88, 0, 4, -108, 0, -32, 0, 0, 32, 76, 0, 0, -12, 0, 44, 32, 0, 0, 24, 0, 16, 0, 0, -40, 76, 0, 0, 96, 0, 0, 0, 0, 32, 160, 0, 32, 0, 0, 48, -32, 0, 0, -44], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17, 23], 'label': '30.2.e', 'level': 30, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 23], 'sub_dim': 4, 'sub_label': '30.2.e', 'sub_level': 30, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '30.2.e', 'level': 30, 'portrait': 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'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45187000
{'hecke_orbit_code': 274911461406, 'n': 1, 'trace_an': 4}
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id: 45187001
{'hecke_orbit_code': 274911461406, 'n': 2, 'trace_an': 0}
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id: 45187002
{'hecke_orbit_code': 274911461406, 'n': 3, 'trace_an': -4}
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id: 45187003
{'hecke_orbit_code': 274911461406, 'n': 4, 'trace_an': 0}
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id: 45187004
{'hecke_orbit_code': 274911461406, 'n': 5, 'trace_an': 0}
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id: 45187005
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