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mf_newspaces • Show schema
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{'Nk2': 14400, 'analytic_conductor': 64.15352792519225, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [400, 2, [351, 101, 177], [2, 2, 1]], 'conrey_index': 49, 'cusp_dim': 282, 'dim': 44, 'eis_dim': 36, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137539617168, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6], 'label': '400.6.c', 'level': 400, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 318, 'mf_new_dim': 46, 'num_forms': 16, 'prim_orbit_index': 2, 'relative_dim': 44, 'sturm_bound': 360, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [44, 0, 0, 0, 0, 0, 0, 0, -3400, 0, -724, 0, 0, 0, 0, 0, 0, 0, -196, 0, -2128, 0, 0, 0, 0, 0, 0, 0, -12240, 0, 12928, 0, 0, 0, 0, 0, 0, 0, -10376, 0, -8404, 0, 0, 0, 0, 0, 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0, 112383008, 0, 75685852, 0, 0, 0, 0, 0, 0, 0, -45985716, 0, -97096452, 0, 0, 0, 0, 0, 0, 0, -410163868, 0, -324514664, 0, 0, 0, 0, 0, 0, 0, -81683816, 0, 23559872, 0, 0, 0, 0, 0, 0, 0, 140573160, 0], 'weight': 6, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 205013
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4], 'sub_dim': 2, 'sub_label': '5.6.b', 'sub_level': 5, 'sub_mult': 10, 'weight': 6}
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id: 205005
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '10.6.b', 'sub_level': 10, 'sub_mult': 8, 'weight': 6}
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id: 205007
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '20.6.c', 'sub_level': 20, 'sub_mult': 6, 'weight': 6}
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id: 205008
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 24, 'sub_conrey_indexes': [24], 'sub_dim': 6, 'sub_label': '25.6.b', 'sub_level': 25, 'sub_mult': 5, 'weight': 6}
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id: 205010
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 8, 'sub_label': '40.6.c', 'sub_level': 40, 'sub_mult': 4, 'weight': 6}
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id: 205011
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '50.6.b', 'sub_level': 50, 'sub_mult': 4, 'weight': 6}
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id: 205012
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 14, 'sub_label': '80.6.c', 'sub_level': 80, 'sub_mult': 2, 'weight': 6}
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id: 205004
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '100.6.c', 'sub_level': 100, 'sub_mult': 3, 'weight': 6}
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id: 205006
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 22, 'sub_label': '200.6.c', 'sub_level': 200, 'sub_mult': 2, 'weight': 6}
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id: 205009
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 49, 'conrey_indexes': [49], 'label': '400.6.c', 'level': 400, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 44, 'sub_label': '400.6.c', 'sub_level': 400, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '400.6.c', 'level': 400, 'portrait': 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', 'weight': 6}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 32895000
{'hecke_orbit_code': 137539617168, 'n': 1, 'trace_an': 44}
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id: 32895001
{'hecke_orbit_code': 137539617168, 'n': 2, 'trace_an': 0}
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id: 32895002
{'hecke_orbit_code': 137539617168, 'n': 3, 'trace_an': 0}
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id: 32895003
{'hecke_orbit_code': 137539617168, 'n': 4, 'trace_an': 0}
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id: 32895004
{'hecke_orbit_code': 137539617168, 'n': 5, 'trace_an': 0}
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id: 32895005
{'hecke_orbit_code': 137539617168, 'n': 6, 'trace_an': 0}
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id: 32895006
{'hecke_orbit_code': 137539617168, 'n': 7, 'trace_an': 0}
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id: 32895007
{'hecke_orbit_code': 137539617168, 'n': 8, 'trace_an': 0}
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id: 32895008
{'hecke_orbit_code': 137539617168, 'n': 9, 'trace_an': -3400}
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id: 32895009
{'hecke_orbit_code': 137539617168, 'n': 10, 'trace_an': 0}
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id: 32895010
{'hecke_orbit_code': 137539617168, 'n': 11, 'trace_an': -724}
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id: 32895011
{'hecke_orbit_code': 137539617168, 'n': 12, 'trace_an': 0}
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