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mf_newspaces • Show schema
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{'Nk2': 552, 'analytic_conductor': 1.1019355478936692, 'char_conductor': 69, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [138, 2, [47, 97], [1, 1]], 'conrey_index': 137, 'cusp_dim': 20, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206191984778, 'hecke_orbit_dims': [8], 'label': '138.2.d', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 28, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 48, 'trace_bound': 0, 'trace_display': [0, -4, 0, 0], 'traces': [8, 0, -4, -8, 0, -4, 0, 0, 0, 0, 0, 4, -8, 0, 0, 8, 0, -16, 0, 0, 0, 0, 0, 4, 48, 0, -28, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 16, 0, -4, -56, 0, 0, 8, 0, 28, -64, 0, 0, 8, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 28, -24, 0, 16, -8, 0, -4, 0, 0, -16, 0, 0, 8, 0, 0, 0, 24, 0, -56, 0, 0, 0, 0, 0, -8, 56, 0, -4, 0, 0, 0, -48, 0, 0, 0, 0, 88, 0, 0, 28, 0, 0, 0, 0, 0, 0, -24, 0, -40, -32, 0, 0, 64, 0, 40, -16, 0, 0, -96, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 12, 80, 0, 8, 40, 0, 0, 0, 0, 108, 0, 0, -44, 16, 0, 0, -88, 0, -24, 0, 0, 0, 0, 0, 0, 32, 0, -88, 0, 0, 0, -56, 0, 0, 0, 0, -64, 0, 0, -96, 0, 0, 0, 0, 0, 0, -16, 0, -8, 88, 0, 0, 88, 0, 4, -48, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, -8, 0, 112, 56, 0, 0, 0, 0, -28, 0, 0, -56, 64, 0, 0, -48, 0, -40, 0, 0, 0, 0, 0, -64, -8, 0, 16, 0, 0, 0, -112, 0, 0, 0, 0, 76, 0, 0, 40, 0, 0, 0, 0, 0, 0, -88, 0, -112, 8, 0, 0, 88, 0, 16, 40, 0, 0, -88, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, -28, 64, 0, 0, 24, 0, -48, 0, 0, 64, 0, 0, -16, -24, 0, 0, 8, 0, -52, 0, 0, 0, 0, 0, 4, -24, 0, 40, 0, 0, 0, -16, 0, 0, 0, 0, 16, 0, 0, -48, 0, 0, 0, 0, 0, 0, 112, 0, -8, -8, 0, 0, 0, 0, 152, -184, 0, 0, 56, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 112, -88, 0, 56, 120, 0, 8, 0, 0, -64, 0, 0, 24, -32, 0, 0, 64, 0, 108, 0, 0, 0, 0, 0, 0, -64, 0, 8, 0, 0, 0, -56, 0, 0, 0, 0, 48, 0, 0, 4, 0, 0, 0, 0, 0, 0, -112, 0, 40, -64, 0, 0, -256, 0, -112, 48, 0, 0, -16, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, -40, 112, 0, -80, -64, 0, -88, 0, 0, 112, 0, 0, -40, -40, 0, 0, -88, 0, -28, 0, 0, 0, 0, 0, 64, 80, 0, -160, 0, 0, 0, 200, 0, 0, 0, 0, -96, 0, 0, 72, 0, 0, 0, 0, 0, 0, 24, 0, 24, -48, 0, 0, 32, 0, 40, -72, 0, 0, 32, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, -24, -64, 0, 76, -96, 0, 64, 0, 0, -40, 0, 0, 240, 16, 0, 0, 80, 0, -32, 0, 0, 0, 0, 0, -12, 96, 0, 88, 0, 0, 0, -64, 0, 0, 0, 0, -24, 0, 0, 120, 0, 0, 0, 0, 0, 0, 40, 0, -64, -24, 0, 0, -16, 0, -16, 128, 0, 0, 216, 0, 0, 0, 0, 0, -136, 0, 0, 0, 0, -12, 64, 0, -152, -80, 0, -32, 0, 0, -24, 0, 0, -8, -328, 0, 0, -40, 0, -24, 0, 0, 0, 0, 0, 0, 24, 0, -16, 0, 0, 0, 64, 0, 0, 0, 0, -108, 0, 0, -152, 0, 0, 0, 0, 0, 0, 24, 0, 44, 136, 0, 0, -16, 0, 40, 144, 0, 0, 240, 0, 0, 0, 0, 0, 88, 0, 0, 0, 0, -36, 0, 0, 24, -112, 0, -152, 0, 0, -200, 0, 0, -8, 136, 0, 0, 216, 0, 80, 0, 0, 0, 0, 0, -64, 24, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 120, 0, 0, 88, 0, 0, 0, 0, 0, 0, 104, 0, 104, -264, 0, 0, -248, 0, -188, 56, 0, 0, -272, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, -88, -264, 0, -176, 96, 0, 64, 0, 0, 176, 0, 0, -48, 64, 0, 0, -48, 0, 96, 0, 0, 0, 0, 0, 136, -176, 0, 104, 0, 0, 0, 336, 0, 0, 0, 0, -172, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, -80, 40, 0, 0, 24, 0, 8, 40, 0, 0, -88, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 24, -88, 0, 48, 184, 0, 200, 0, 0, -4, 0, 0, 168, 48, 0, 0, 96, 0, -24, 0, 0, 0, 0, 0, -88, -56, 0, 0, 0, 0, 0, -152, 0, 0, 0, 0, 24, 0, 0, 88, 0, 0, 0, 0, 0, 0, -152, 0, 24, 0, 0, 0, 136, 0, -208, 152, 0, 0, 88, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, -32, 40, 0, -72, 8, 0, 0, 0, 0, -56, 0, 0, -112, -136, 0, 0, -56, 0, 40, 0, 0, 0, 0, 0, 0, -208, 0, 176, 0, 0, 0, 120, 0, 0, 0, 0, 28, 0, 0, -68, 0, 0, 0, 0, 0, 0, -24, 0, 56, 64, 0, 0, -64, 0, 112, 72, 0, 0, 72, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 32, -112, 0, 40, -24, 0, 112, 0, 0, -88, 0, 0, 0, 224, 0, 0, 24, 0, 280, 0, 0, 0, 0, 0, -32, -240, 0, 64, 0, 0, 0, 8, 0, 0, 0, 0, 80, 0, 0, -16, 0, 0, 0, 0, 0, 0, -80, 0, 184, 64, 0, 0, -112, 0, -72, 112, 0, 0, -224, 0, 0, 0, 0, 0, -216, 0, 0, 0, 0, -136, 144, 0, -88, -224, 0, -76, 0, 0, 104, 0, 0, -96, -40, 0, 0, -80, 0, -40, 0, 0, 0, 0, 0, 128, -64, 0, 72, 0, 0, 0, -216, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 136117
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 137, 'conrey_indexes': [137], 'label': '138.2.d', 'level': 138, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 68, 'sub_conrey_indexes': [68], 'sub_dim': 6, 'sub_label': '69.2.c', 'sub_level': 69, 'sub_mult': 2, 'weight': 2}
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id: 136116
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 137, 'conrey_indexes': [137], 'label': '138.2.d', 'level': 138, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 137, 'sub_conrey_indexes': [137], 'sub_dim': 8, 'sub_label': '138.2.d', 'sub_level': 138, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '138.2.d', 'level': 138, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 36302000
{'hecke_orbit_code': 206191984778, 'n': 1, 'trace_an': 8}
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id: 36302001
{'hecke_orbit_code': 206191984778, 'n': 2, 'trace_an': 0}
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id: 36302002
{'hecke_orbit_code': 206191984778, 'n': 3, 'trace_an': -4}
-
id: 36302003
{'hecke_orbit_code': 206191984778, 'n': 4, 'trace_an': -8}
-
id: 36302004
{'hecke_orbit_code': 206191984778, 'n': 5, 'trace_an': 0}
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id: 36302005
{'hecke_orbit_code': 206191984778, 'n': 6, 'trace_an': -4}
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id: 36302006
{'hecke_orbit_code': 206191984778, 'n': 7, 'trace_an': 0}
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id: 36302007
{'hecke_orbit_code': 206191984778, 'n': 8, 'trace_an': 0}
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id: 36302008
{'hecke_orbit_code': 206191984778, 'n': 9, 'trace_an': 0}
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id: 36302009
{'hecke_orbit_code': 206191984778, 'n': 10, 'trace_an': 0}
-
id: 36302010
{'hecke_orbit_code': 206191984778, 'n': 11, 'trace_an': 0}
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id: 36302011
{'hecke_orbit_code': 206191984778, 'n': 12, 'trace_an': 4}
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id: 36302012
{'hecke_orbit_code': 206191984778, 'n': 13, 'trace_an': -8}
-
id: 36302013
{'hecke_orbit_code': 206191984778, 'n': 14, 'trace_an': 0}
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id: 36302014
{'hecke_orbit_code': 206191984778, 'n': 15, 'trace_an': 0}
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id: 36302015
{'hecke_orbit_code': 206191984778, 'n': 16, 'trace_an': 8}
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id: 36302016
{'hecke_orbit_code': 206191984778, 'n': 17, 'trace_an': 0}
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id: 36302017
{'hecke_orbit_code': 206191984778, 'n': 18, 'trace_an': -16}
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id: 36302018
{'hecke_orbit_code': 206191984778, 'n': 19, 'trace_an': 0}
-
id: 36302019
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