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mf_newspaces • Show schema
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{'Nk2': 1368, 'analytic_conductor': 2.730883749127789, 'char_conductor': 57, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [342, 2, [191, 325], [1, 1]], 'conrey_index': 341, 'cusp_dim': 52, 'dim': 4, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [29], 'hecke_orbit_code': 68753031510, 'hecke_orbit_dims': [2, 2], 'label': '342.2.b', 'level': 342, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 68, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 4, 'sturm_bound': 120, 'trace_bound': 2, 'trace_display': [0, 0, 0, 8], 'traces': [4, 0, 0, 4, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 4, 0, 0, 0, 0, 0, 12, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, -8, 0, 0, -24, 0, 0, -16, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 4, 0, 0, 0, 0, 0, -24, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 8, 0, 0, -8, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 56, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 52, 0, 0, -16, 0, 0, 24, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 24, 0, 0, 0, 0, 0, -12, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 24, 0, 0, 32, 0, 0, -24, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, 60, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, -8, 0, 0, -80, 0, 0, -72, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -68, 0, 0, 0, 0, 0, 32, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 8, 0, 0, 12, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 24, 0, 0, 0, 0, 0, -24, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 96, 0, 0, 104, 0, 0, -8, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 152, 0, 0, 0, 0, 0, 88, 0, 0, 0, 0, 0, -80, 0, 0, 24, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 84, 0, 0, 8, 0, 0, 0, 0, 0, -72, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 48, 0, 0, -16, 0, 0, -48, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -4, 0, 0, -16, 0, 0, 104, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 24, 0, 0, 0, 0, 0, 8, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, -16, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, -144, 0, 0, 0, 0, 0, 104, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, -136, 0, 0, -48, 0, 0, -104, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 24, 0, 0, 0, 0, 0, -144, 0, 0, -112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 32, 0, 0, 40, 0, 0, 24, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, -16, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 104, 0, 0, 48, 0, 0, 8, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, -8, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 32, 0, 0, 152, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, -12, 0, 0, 0, 0, 0, 8, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 124, 0, 0, 0, 0, 0, -88, 0, 0, -48, 0, 0, 112, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, -112, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 189647
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 341, 'conrey_indexes': [341], 'label': '342.2.b', 'level': 342, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 56, 'sub_conrey_indexes': [56], 'sub_dim': 4, 'sub_label': '57.2.d', 'sub_level': 57, 'sub_mult': 4, 'weight': 2}
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id: 189644
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 341, 'conrey_indexes': [341], 'label': '342.2.b', 'level': 342, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 113, 'sub_conrey_indexes': [113], 'sub_dim': 8, 'sub_label': '114.2.b', 'sub_level': 114, 'sub_mult': 2, 'weight': 2}
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id: 189645
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 341, 'conrey_indexes': [341], 'label': '342.2.b', 'level': 342, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 170, 'sub_conrey_indexes': [170], 'sub_dim': 8, 'sub_label': '171.2.d', 'sub_level': 171, 'sub_mult': 2, 'weight': 2}
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id: 189646
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 341, 'conrey_indexes': [341], 'label': '342.2.b', 'level': 342, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 341, 'sub_conrey_indexes': [341], 'sub_dim': 4, 'sub_label': '342.2.b', 'sub_level': 342, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '342.2.b', 'level': 342, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17282000
{'hecke_orbit_code': 68753031510, 'n': 1, 'trace_an': 4}
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id: 17282001
{'hecke_orbit_code': 68753031510, 'n': 2, 'trace_an': 0}
-
id: 17282002
{'hecke_orbit_code': 68753031510, 'n': 3, 'trace_an': 0}
-
id: 17282003
{'hecke_orbit_code': 68753031510, 'n': 4, 'trace_an': 4}
-
id: 17282004
{'hecke_orbit_code': 68753031510, 'n': 5, 'trace_an': 0}
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id: 17282005
{'hecke_orbit_code': 68753031510, 'n': 6, 'trace_an': 0}
-
id: 17282006
{'hecke_orbit_code': 68753031510, 'n': 7, 'trace_an': 8}
-
id: 17282007
{'hecke_orbit_code': 68753031510, 'n': 8, 'trace_an': 0}
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id: 17282008
{'hecke_orbit_code': 68753031510, 'n': 9, 'trace_an': 0}
-
id: 17282009
{'hecke_orbit_code': 68753031510, 'n': 10, 'trace_an': 0}
-
id: 17282010
{'hecke_orbit_code': 68753031510, 'n': 11, 'trace_an': 0}
-
id: 17282011
{'hecke_orbit_code': 68753031510, 'n': 12, 'trace_an': 0}
-
id: 17282012
{'hecke_orbit_code': 68753031510, 'n': 13, 'trace_an': 0}
-
id: 17282013
{'hecke_orbit_code': 68753031510, 'n': 14, 'trace_an': 0}
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id: 17282014
{'hecke_orbit_code': 68753031510, 'n': 15, 'trace_an': 0}
-
id: 17282015
{'hecke_orbit_code': 68753031510, 'n': 16, 'trace_an': 4}
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id: 17282016
{'hecke_orbit_code': 68753031510, 'n': 17, 'trace_an': 0}
-
id: 17282017
{'hecke_orbit_code': 68753031510, 'n': 18, 'trace_an': 0}
-
id: 17282018
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