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mf_newspaces • Show schema
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{'Nk2': 3600, 'analytic_conductor': 13.275429751291638, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [225, 2, [101, 127], [2, 1]], 'conrey_indexes': [199], 'cusp_dim': 78, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 2, 'hecke_cutter_primes': [2, 7, 11], 'hecke_orbit_code': 68786585825, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '225.4.b', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 102, 'mf_new_dim': 24, 'num_forms': 9, 'prim_orbit_index': 2, 'relative_dim': 22, 'sturm_bound': 120, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [22, 0, 0, -98, 0, 0, 0, 0, 0, 0, -90, 0, 0, 288, 0, 314, 0, 0, -154, 0, 0, 0, 0, 0, 0, 516, 0, 0, 708, 0, 396, 0, 0, 194, 0, 0, 0, 0, 0, 0, -1326, 0, 0, 402, 0, -324, 0, 0, -1742, 0, 0, 0, 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0, 0, 0, 138876, 0, 0, -49950, 0, 123800, 0, 0, -44866, 0, 0, 0, 0, 0, 0, 110364, 0, 0, 10980, 0, 172592, 0, 0, -38464, 0, 0, 0, 0, 0, 0, -17772, 0, 0, 180480, 0, 187344, 0, 0, -204476, 0, 0, 0, 0, 0, 0, -145872, 0, 0, -216528, 0, -167880, 0, 0, -96720, 0, 0, 0, 0, 0, 0, -44754, 0, 0, 121560, 0, -268342, 0, 0, -10078, 0, 0, 0, 0, 0, 0, 174384, 0, 0, 77196, 0, 235206, 0, 0, 26030, 0, 0, 0, 0, 0, 0, 38598, 0, 0, 18540, 0, -38520, 0, 0, 116820, 0, 0, 0, 0, 0, 0, -83472, 0, 0, 253992, 0, 41874, 0, 0, -139248, 0, 0, 0, 0, 0, 0, -241140, 0, 0, -187800, 0, 143956, 0, 0, -197586, 0, 0, 0, 0, 0, 0, -260664, 0, 0, 298038, 0, 816, 0, 0, -14860, 0, 0, 0, 0, 0, 0, 155760, 0, 0, -10776, 0, -228022, 0, 0, -87440, 0, 0, 0, 0, 0, 0, 92004, 0, 0, -222936, 0, 476656, 0, 0, 111128, 0, 0, 0, 0, 0, 0, 179376, 0, 0, 213348, 0, 14630, 0, 0, -500762, 0, 0, 0, 0, 0, 0, -47946, 0, 0, -201864, 0, -206716, 0, 0, 311226, 0, 0, 0, 0, 0, 0, 26064, 0, 0, 96672, 0, 84164, 0, 0, 348144, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 159280
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [199], 'label': '225.4.b', 'level': 225, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [4], 'sub_dim': 4, 'sub_label': '15.4.b', 'sub_level': 15, 'sub_mult': 4, 'weight': 4}
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id: 159282
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [199], 'label': '225.4.b', 'level': 225, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [24], 'sub_dim': 4, 'sub_label': '25.4.b', 'sub_level': 25, 'sub_mult': 3, 'weight': 4}
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id: 159283
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [199], 'label': '225.4.b', 'level': 225, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [19], 'sub_dim': 6, 'sub_label': '45.4.b', 'sub_level': 45, 'sub_mult': 2, 'weight': 4}
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id: 159284
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [199], 'label': '225.4.b', 'level': 225, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '75.4.b', 'sub_level': 75, 'sub_mult': 2, 'weight': 4}
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id: 159281
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_indexes': [199], 'label': '225.4.b', 'level': 225, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [199], 'sub_dim': 22, 'sub_label': '225.4.b', 'sub_level': 225, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '225.4.b', 'level': 225, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 21152000
{'hecke_orbit_code': 68786585825, 'n': 1, 'trace_an': 22}
-
id: 21152001
{'hecke_orbit_code': 68786585825, 'n': 2, 'trace_an': 0}
-
id: 21152002
{'hecke_orbit_code': 68786585825, 'n': 3, 'trace_an': 0}
-
id: 21152003
{'hecke_orbit_code': 68786585825, 'n': 4, 'trace_an': -98}
-
id: 21152004
{'hecke_orbit_code': 68786585825, 'n': 5, 'trace_an': 0}
-
id: 21152005
{'hecke_orbit_code': 68786585825, 'n': 6, 'trace_an': 0}
-
id: 21152006
{'hecke_orbit_code': 68786585825, 'n': 7, 'trace_an': 0}
-
id: 21152007
{'hecke_orbit_code': 68786585825, 'n': 8, 'trace_an': 0}
-
id: 21152008
{'hecke_orbit_code': 68786585825, 'n': 9, 'trace_an': 0}
-
id: 21152009
{'hecke_orbit_code': 68786585825, 'n': 10, 'trace_an': 0}
-
id: 21152010
{'hecke_orbit_code': 68786585825, 'n': 11, 'trace_an': -90}
-
id: 21152011
{'hecke_orbit_code': 68786585825, 'n': 12, 'trace_an': 0}
-
id: 21152012
{'hecke_orbit_code': 68786585825, 'n': 13, 'trace_an': 0}
-
id: 21152013
{'hecke_orbit_code': 68786585825, 'n': 14, 'trace_an': 288}
-
id: 21152014
{'hecke_orbit_code': 68786585825, 'n': 15, 'trace_an': 0}
-
id: 21152015
{'hecke_orbit_code': 68786585825, 'n': 16, 'trace_an': 314}
-
id: 21152016
{'hecke_orbit_code': 68786585825, 'n': 17, 'trace_an': 0}
-
id: 21152017
{'hecke_orbit_code': 68786585825, 'n': 18, 'trace_an': 0}
-
id: 21152018
{'hecke_orbit_code': 68786585825, 'n': 19, 'trace_an': -154}
-
id: 21152019
{'hecke_orbit_code': 68786585825, 'n': 20, 'trace_an': 0}
-
id: 21152020
{'hecke_orbit_code': 68786585825, 'n': 21, 'trace_an': 0}
-
id: 21152021
{'hecke_orbit_code': 68786585825, 'n': 22, 'trace_an': 0}
-
id: 21152022
{'hecke_orbit_code': 68786585825, 'n': 23, 'trace_an': 0}
-
id: 21152023
{'hecke_orbit_code': 68786585825, 'n': 24, 'trace_an': 0}
-
id: 21152024
{'hecke_orbit_code': 68786585825, 'n': 25, 'trace_an': 0}
-
id: 21152025
{'hecke_orbit_code': 68786585825, 'n': 26, 'trace_an': 516}
-
id: 21152026
{'hecke_orbit_code': 68786585825, 'n': 27, 'trace_an': 0}
-
id: 21152027
{'hecke_orbit_code': 68786585825, 'n': 28, 'trace_an': 0}
-
id: 21152028
{'hecke_orbit_code': 68786585825, 'n': 29, 'trace_an': 708}
-
id: 21152029
{'hecke_orbit_code': 68786585825, 'n': 30, 'trace_an': 0}
-
id: 21152030
{'hecke_orbit_code': 68786585825, 'n': 31, 'trace_an': 396}
-
id: 21152031
{'hecke_orbit_code': 68786585825, 'n': 32, 'trace_an': 0}
-
id: 21152032
{'hecke_orbit_code': 68786585825, 'n': 33, 'trace_an': 0}
-
id: 21152033
{'hecke_orbit_code': 68786585825, 'n': 34, 'trace_an': 194}
-
id: 21152034
{'hecke_orbit_code': 68786585825, 'n': 35, 'trace_an': 0}
-
id: 21152035
{'hecke_orbit_code': 68786585825, 'n': 36, 'trace_an': 0}
-
id: 21152036
{'hecke_orbit_code': 68786585825, 'n': 37, 'trace_an': 0}
-
id: 21152037
{'hecke_orbit_code': 68786585825, 'n': 38, 'trace_an': 0}
-
id: 21152038
{'hecke_orbit_code': 68786585825, 'n': 39, 'trace_an': 0}
-
id: 21152039
{'hecke_orbit_code': 68786585825, 'n': 40, 'trace_an': 0}
-
id: 21152040
{'hecke_orbit_code': 68786585825, 'n': 41, 'trace_an': -1326}
-
id: 21152041
{'hecke_orbit_code': 68786585825, 'n': 42, 'trace_an': 0}
-
id: 21152042
{'hecke_orbit_code': 68786585825, 'n': 43, 'trace_an': 0}
-
id: 21152043
{'hecke_orbit_code': 68786585825, 'n': 44, 'trace_an': 402}
-
id: 21152044
{'hecke_orbit_code': 68786585825, 'n': 45, 'trace_an': 0}
-
id: 21152045
{'hecke_orbit_code': 68786585825, 'n': 46, 'trace_an': -324}
-
id: 21152046
{'hecke_orbit_code': 68786585825, 'n': 47, 'trace_an': 0}
-
id: 21152047
{'hecke_orbit_code': 68786585825, 'n': 48, 'trace_an': 0}
-
id: 21152048
{'hecke_orbit_code': 68786585825, 'n': 49, 'trace_an': -1742}
-
id: 21152049
{'hecke_orbit_code': 68786585825, 'n': 50, 'trace_an': 0}
-
id: 21152050
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