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mf_newspaces • Show schema
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{'Nk2': 312, 'analytic_conductor': 0.622833135765987, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [78, 2, [53, 67], [2, 1]], 'conrey_index': 25, 'cusp_dim': 10, 'dim': 2, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68753031246, 'hecke_orbit_dims': [2], 'label': '78.2.b', 'level': 78, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 18, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 28, 'trace_bound': 0, 'trace_display': [0, 2, 0, 0], 'traces': [2, 0, 2, -2, 0, 0, 0, 0, 2, -4, 0, -2, -6, 4, 0, 2, -4, 0, 0, 0, 0, 0, 8, 0, 2, 4, 2, 0, -20, -4, 0, 0, 0, 0, 8, -2, 0, 12, -6, 4, 0, 4, 8, 0, 0, 0, 0, 2, 6, 0, -4, 6, -12, 0, 0, -4, 0, 0, 0, 0, 4, -20, 0, -2, 8, 0, 0, 4, 8, 0, 0, 0, 0, -16, 2, 0, 0, 4, 0, 0, 2, -20, 0, 0, 0, 0, -20, 0, 0, -4, -8, -8, 0, 24, 24, 0, 0, 0, 0, -2, 4, 0, -32, -4, 8, 0, 16, -2, 0, 0, 0, 0, 28, 12, 0, 20, -6, -8, 0, 4, 22, 0, 0, 0, 0, 4, 16, 0, 8, 12, -16, 0, -24, 4, 0, 0, 0, 0, -40, -8, 0, 0, 0, 2, 0, 8, 6, 0, 0, 0, 0, -12, -4, 0, -40, 6, -4, 0, -12, -4, 0, 0, 0, 0, 0, 8, 0, -4, 10, 8, 0, -8, -12, 0, 0, 0, 0, 12, 0, 0, 44, -12, 4, 0, -32, -20, 0, 0, 0, 0, 24, -2, 0, 24, 8, -6, 0, 0, 0, 0, 0, 0, 0, 4, -40, 0, 8, -6, 0, 0, 24, 12, 0, 0, 0, 0, 40, -8, 0, 0, 12, -16, 0, 4, 2, 0, 0, 0, 0, -16, 0, 0, -12, 4, 48, 0, 0, -8, 0, 0, 0, 0, 2, -4, 0, -20, -24, 20, 0, -24, -56, 0, 0, 0, 0, 2, 36, 0, 32, -8, -20, 0, 48, 0, 0, 0, 0, 0, -20, -4, 0, -4, -8, 4, 0, -8, -4, 0, 0, 0, 0, 24, 8, 0, 24, 0, 40, 0, -26, 40, 0, 0, 0, 0, -16, 16, 0, -28, -24, -2, 0, -20, 4, 0, 0, 0, 0, 0, -32, 0, -56, -4, -52, 0, 8, 0, 0, 0, 0, 0, 16, 16, 0, -2, -6, 28, 0, 20, -48, 0, 0, 0, 0, 24, 8, 0, -4, -24, 28, 0, 0, 12, 0, 0, 0, 0, -24, 20, 0, 4, -6, 0, 0, -8, 0, 0, 0, 0, 0, 4, -34, 0, 22, 8, 16, 0, 16, 8, 0, 0, 0, 0, -12, 0, 0, -24, 60, 4, 0, -24, 16, 0, 0, 0, 0, -32, 8, 0, 60, 12, -16, 0, -16, 44, 0, 0, 0, 0, -24, 2, 0, 4, 40, -4, 0, -40, 0, 0, 0, 0, 0, 32, 16, 0, 16, 4, -40, 0, 80, -8, 0, 0, 0, 0, -4, 0, 0, -16, 0, -16, 0, 2, -52, 0, 0, 0, 0, 8, 0, 0, 6, -8, -32, 0, 24, 28, 0, 0, 0, 0, 0, -28, 0, -16, -24, -12, 0, -8, -4, 0, 0, 0, 0, -20, -40, 0, -24, 6, -8, 0, -4, 8, 0, 0, 0, 0, -12, 32, 0, -4, 32, -40, 0, -22, 48, 0, 0, 0, 0, -12, -56, 0, 40, -36, 0, 0, 0, 8, 0, 0, 0, 0, 48, -4, 0, 0, 10, -16, 0, 8, -16, 0, 0, 0, 0, -8, 0, 0, -12, -12, -36, 0, 8, 16, 0, 0, 0, 0, -14, 24, 0, 24, 40, 12, 0, -4, 0, 0, 0, 0, 0, 20, 44, 0, -16, -12, 56, 0, 4, 0, 0, 0, 0, 0, -32, 40, 0, -20, -24, 8, 0, 20, -32, 0, 0, 0, 0, 0, 20, 0, -56, 0, 24, 0, 8, -2, 0, 0, 0, 0, -16, 24, 0, -8, 8, 28, 0, -6, 120, 0, 0, 0, 0, 0, -16, 0, 0, 16, 0, 0, 44, 16, 0, 0, 0, 0, -64, 12, 0, -8, -48, 4, 0, 4, -40, 0, 0, 0, 0, 40, 8, 0, -24, -6, -38, 0, 0, 4, 0, 0, 0, 0, 24, -36, 0, 12, -18, 0, 0, 4, -36, 0, 0, 0, 0, -24, -64, 0, 0, 4, 40, 0, -52, -8, 0, 0, 0, 0, 40, 0, 0, 20, 12, -8, 0, -16, -80, 0, 0, 0, 0, 4, -12, 0, 2, -10, 36, 0, -48, -8, 0, 0, 0, 0, 8, 40, 0, 8, 36, -16, 0, 12, 0, 0, 0, 0, 0, 32, -12, 0, 44, 4, 96, 0, 48, -52, 0, 0, 0, 0, 0, -12, 0, -8, 0, 0, 0, -8, 40, 0, 0, 0, 0, -44, -20, 0, 16, 12, 2, 0, -16, -4, 0, 0, 0, 0, 0, -20, 0, 32, -24, -24, 0, 20, -56, 0, 0, 0, 0, -24, 64, 0, -56, -40, -40, 0, -44, -68, 0, 0, 0, 0, 16, -24, 0, 8, 16, 2, 0, 0, 36, 0, 0, 0, 0, -24, 32, 0, 120, -8, 0, 0, -20, 6, 0, 0, 0, 0, 48, 0, 0, 0, -12, -16, 0, 0, -4, 0, 0, 0, 0, 60, 0, 0, 32, 60, -20, 0, -100, -4, 0, 0, 0, 0, 56, -4, 0, -8, -8, 40, 0, 4, 48, 0, 0, 0, 0, -8, -60, 0, -4, 6, -12, 0, 48, 0, 0, 0, 0, 0, 142, -40, 0, -24, -48, 24, 0, -12, 8, 0, 0, 0, 0, 8, 24, 0, -44, 0, -40, 0, 40, 40, 0, 0, 0, 0, -26, -40, 0, 40, -8, 8, 0, 48, 48, 0, 0, 0, 0, 0, 84, 0, -72, -12, -16, 0, -24, 16, 0, 0, 0, 0, -144, -28, 0, -4, -24, 12, 0, -2, 24, 0, 0, 0, 0, -20, 56, 0, 4, 16, 24, 0, 0, -56, 0, 0, 0, 0, 0, 16, 0, 60, 0, 0, 0, -12, -32, 0, 0, 0, 0, 12, -56, 0, 0, -4, -4, 0, -52, -48, 0, 0, 0, 0, 8, 0, 0, 0, -16, 12, 0, 8, -12, 0, 0, 0, 0, -48, -8, 0, -138, 48, 16, 0, -64, 16, 0, 0, 0, 0, 24, -2, 0, -36, -6, 4, 0, 28, 0, 0, 0, 0, 0, 20, 88, 0, -48, 24, 32, 0, -16, -20, 0, 0, 0, 0, -84, -28, 0, 24], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 120103
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '78.2.b', 'level': 78, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '26.2.b', 'sub_level': 26, 'sub_mult': 2, 'weight': 2}
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id: 120104
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '78.2.b', 'level': 78, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '39.2.b', 'sub_level': 39, 'sub_mult': 2, 'weight': 2}
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id: 120105
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 25, 'conrey_indexes': [25], 'label': '78.2.b', 'level': 78, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '78.2.b', 'sub_level': 78, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '78.2.b', 'level': 78, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17166000
{'hecke_orbit_code': 68753031246, 'n': 1, 'trace_an': 2}
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id: 17166001
{'hecke_orbit_code': 68753031246, 'n': 2, 'trace_an': 0}
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id: 17166002
{'hecke_orbit_code': 68753031246, 'n': 3, 'trace_an': 2}
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id: 17166003
{'hecke_orbit_code': 68753031246, 'n': 4, 'trace_an': -2}
-
id: 17166004
{'hecke_orbit_code': 68753031246, 'n': 5, 'trace_an': 0}
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id: 17166005
{'hecke_orbit_code': 68753031246, 'n': 6, 'trace_an': 0}
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id: 17166006
{'hecke_orbit_code': 68753031246, 'n': 7, 'trace_an': 0}
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id: 17166007
{'hecke_orbit_code': 68753031246, 'n': 8, 'trace_an': 0}
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id: 17166008
{'hecke_orbit_code': 68753031246, 'n': 9, 'trace_an': 2}
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id: 17166009
{'hecke_orbit_code': 68753031246, 'n': 10, 'trace_an': -4}
-
id: 17166010
{'hecke_orbit_code': 68753031246, 'n': 11, 'trace_an': 0}
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id: 17166011
{'hecke_orbit_code': 68753031246, 'n': 12, 'trace_an': -2}
-
id: 17166012
{'hecke_orbit_code': 68753031246, 'n': 13, 'trace_an': -6}
-
id: 17166013
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