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mf_newspaces • Show schema
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{'Nk2': 500, 'analytic_conductor': 0.9981300252660048, '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': [125, 2, [2], [1]], 'conrey_index': 124, 'cusp_dim': 8, 'dim': 8, 'eis_dim': 10, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68753031293, 'hecke_orbit_dims': [4, 4], 'label': '125.2.b', 'level': 125, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 18, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 25, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, -6, 0, -4, 0, 0, -4, 0, -4, 0, 0, 8, 0, -2, 0, 0, -10, 0, 6, 0, 0, 20, 0, -14, 0, 0, 10, 0, 6, 0, 0, 18, 0, -22, 0, 0, 2, 0, -14, 0, 0, -22, 0, 26, 0, 0, -6, 0, 26, 0, 0, -10, 0, 10, 0, 0, -30, 0, -4, 0, 0, -16, 0, 2, 0, 0, 32, 0, -24, 0, 0, -12, 0, 20, 0, 0, -40, 0, -32, 0, 0, 8, 0, 56, 0, 0, 30, 0, 46, 0, 0, -2, 0, -34, 0, 0, 2, 0, -34, 0, 0, 70, 0, -4, 0, 0, 20, 0, 16, 0, 0, -20, 0, -20, 0, 0, 48, 0, -36, 0, 0, -42, 0, -54, 0, 0, -8, 0, 6, 0, 0, -32, 0, -40, 0, 0, -20, 0, -14, 0, 0, -24, 0, 76, 0, 0, 50, 0, -34, 0, 0, 46, 0, 86, 0, 0, 72, 0, -14, 0, 0, -52, 0, -34, 0, 0, -14, 0, 30, 0, 0, -80, 0, 26, 0, 0, -40, 0, 6, 0, 0, -30, 0, 22, 0, 0, -10, 0, 36, 0, 0, 48, 0, -58, 0, 0, 0, 0, 76, 0, 0, -32, 0, -54, 0, 0, -70, 0, 96, 0, 0, 108, 0, 100, 0, 0, -68, 0, -34, 0, 0, 68, 0, -14, 0, 0, 60, 0, -78, 0, 0, 32, 0, 10, 0, 0, -70, 0, -14, 0, 0, 78, 0, -68, 0, 0, -88, 0, -34, 0, 0, -122, 0, -62, 0, 0, -32, 0, -80, 0, 0, 90, 0, -110, 0, 0, -10, 0, 26, 0, 0, 138, 0, -24, 0, 0, 72, 0, 106, 0, 0, 118, 0, -118, 0, 0, 44, 0, -64, 0, 0, -72, 0, 160, 0, 0, 12, 0, 116, 0, 0, -10, 0, 66, 0, 0, -78, 0, -54, 0, 0, -142, 0, 30, 0, 0, 20, 0, 56, 0, 0, 24, 0, 86, 0, 0, -22, 0, 6, 0, 0, 18, 0, 86, 0, 0, 102, 0, 22, 0, 0, -130, 0, -74, 0, 0, -50, 0, -70, 0, 0, 90, 0, -110, 0, 0, 70, 0, -2, 0, 0, -72, 0, 52, 0, 0, 32, 0, 6, 0, 0, -34, 0, -140, 0, 0, -90, 0, 46, 0, 0, -160, 0, -44, 0, 0, 30, 0, -44, 0, 0, -102, 0, 36, 0, 0, 130, 0, -34, 0, 0, -12, 0, 110, 0, 0, 70, 0, -34, 0, 0, 12, 0, -44, 0, 0, 40, 0, 76, 0, 0, -130, 0, 162, 0, 0, -26, 0, 6, 0, 0, -44, 0, 110, 0, 0, -20, 0, 28, 0, 0, 188, 0, -74, 0, 0, 50, 0, 32, 0, 0, -22, 0, -150, 0, 0, 40, 0, 96, 0, 0, 160, 0, 166, 0, 0, -102, 0, -194, 0, 0, 70, 0, 14, 0, 0, 110, 0, -144, 0, 0, 52, 0, -14, 0, 0, -148, 0, -14, 0, 0, 180, 0, -64, 0, 0, -100, 0, -74, 0, 0, -130, 0, 12, 0, 0, -80, 0, -114, 0, 0, 58, 0, -194, 0, 0, -18, 0, 76, 0, 0, 8, 0, 86, 0, 0, 126, 0, 40, 0, 0, 60, 0, -90, 0, 0, 28, 0, -114, 0, 0, -22, 0, 52, 0, 0, -98, 0, -50, 0, 0, 78, 0, 190, 0, 0, 22, 0, 62, 0, 0, -152, 0, 116, 0, 0, -10, 0, 76, 0, 0, -14, 0, 8, 0, 0, -108, 0, 26, 0, 0, -30, 0, 106, 0, 0, -20, 0, 186, 0, 0, -70, 0, -100, 0, 0, 50, 0, -134, 0, 0, 38, 0, -58, 0, 0, 120, 0, 176, 0, 0, -92, 0, 20, 0, 0, 40, 0, 30, 0, 0, -88, 0, -264, 0, 0, 28, 0, 56, 0, 0, -232, 0, -54, 0, 0, -38, 0, -64, 0, 0, -2, 0, 90, 0, 0, 90, 0, -108, 0, 0, 90, 0, 116, 0, 0, 70, 0, -54, 0, 0, 70, 0, -44, 0, 0, -18, 0, 2, 0, 0, -162, 0, 148, 0, 0, -22, 0, 96, 0, 0, -10, 0, 50, 0, 0, 52, 0, 136, 0, 0, 148, 0, 0, 0, 0, 62, 0, 166, 0, 0, 8, 0, -204, 0, 0, 20, 0, 70, 0, 0, 126, 0, 30, 0, 0, -210, 0, -144, 0, 0, 58, 0, 18, 0, 0, 56, 0, -164, 0, 0, 68, 0, 46, 0, 0, -220, 0, -40, 0, 0, 140, 0, -224, 0, 0, -162, 0, 16, 0, 0, -230, 0, -80, 0, 0, -16, 0, -154, 0, 0, 148, 0, -184, 0, 0, 90, 0, 106, 0, 0, 172, 0, 110, 0, 0, 30, 0, 12, 0, 0, 114, 0, -228, 0, 0, 102, 0, -104, 0, 0, -2, 0, 100, 0, 0, 38, 0, 160, 0, 0, 18, 0, 2, 0, 0, -230, 0, -4, 0, 0, -144, 0, 6, 0, 0, 102, 0, -24, 0, 0, 120, 0, 20, 0, 0, -140, 0, 46, 0, 0, 110, 0, 40, 0, 0, 130, 0, 18, 0, 0, -172, 0, -24, 0, 0, 12, 0, -4, 0, 0, 96, 0, -40, 0, 0, 20, 0, 52, 0, 0, -10, 0, 216, 0, 0, 20, 0, 116, 0, 0, -20, 0, -174, 0, 0, -58, 0, 106, 0, 0, -112, 0, 56, 0, 0, 108, 0, -84, 0, 0, -250, 0, 120, 0, 0, -130, 0, -74, 0, 0, 120, 0, 142, 0, 0, 42, 0, -4, 0, 0, -92, 0, -20, 0, 0, 40, 0, 106, 0, 0, -104, 0, -64, 0, 0, 10, 0, 20, 0, 0, 18, 0, 90, 0, 0, -48, 0, 86, 0, 0, -80, 0, 22, 0, 0, 212, 0, 76, 0, 0, 2, 0, -10, 0, 0, -82, 0, -106, 0, 0, -52, 0, 82, 0, 0, -170, 0, -124, 0, 0, 138, 0, -24, 0, 0, 60, 0, -160, 0, 0, 40, 0, 10, 0, 0, -48, 0, -64, 0, 0, 26, 0, 16, 0, 0, -160, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 124, 'conrey_indexes': [124], 'label': '125.2.b', 'level': 125, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 124, 'sub_conrey_indexes': [124], 'sub_dim': 8, 'sub_label': '125.2.b', 'sub_level': 125, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '125.2.b', 'level': 125, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17189000
{'hecke_orbit_code': 68753031293, 'n': 1, 'trace_an': 8}
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id: 17189001
{'hecke_orbit_code': 68753031293, 'n': 2, 'trace_an': 0}
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id: 17189002
{'hecke_orbit_code': 68753031293, 'n': 3, 'trace_an': 0}
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id: 17189003
{'hecke_orbit_code': 68753031293, 'n': 4, 'trace_an': -6}
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id: 17189004
{'hecke_orbit_code': 68753031293, 'n': 5, 'trace_an': 0}
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id: 17189005
{'hecke_orbit_code': 68753031293, 'n': 6, 'trace_an': -4}
-
id: 17189006
{'hecke_orbit_code': 68753031293, 'n': 7, 'trace_an': 0}
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id: 17189007
{'hecke_orbit_code': 68753031293, 'n': 8, 'trace_an': 0}
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id: 17189008
{'hecke_orbit_code': 68753031293, 'n': 9, 'trace_an': -4}
-
id: 17189009
{'hecke_orbit_code': 68753031293, 'n': 10, 'trace_an': 0}
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id: 17189010
{'hecke_orbit_code': 68753031293, 'n': 11, 'trace_an': -4}
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id: 17189011
{'hecke_orbit_code': 68753031293, 'n': 12, 'trace_an': 0}
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id: 17189012
{'hecke_orbit_code': 68753031293, 'n': 13, 'trace_an': 0}
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id: 17189013
{'hecke_orbit_code': 68753031293, 'n': 14, 'trace_an': 8}
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id: 17189014
{'hecke_orbit_code': 68753031293, 'n': 15, 'trace_an': 0}
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id: 17189015
{'hecke_orbit_code': 68753031293, 'n': 16, 'trace_an': -2}
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id: 17189016
{'hecke_orbit_code': 68753031293, 'n': 17, 'trace_an': 0}
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id: 17189017
{'hecke_orbit_code': 68753031293, 'n': 18, 'trace_an': 0}
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id: 17189018
{'hecke_orbit_code': 68753031293, 'n': 19, 'trace_an': -10}
-
id: 17189019
{'hecke_orbit_code': 68753031293, 'n': 20, 'trace_an': 0}
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id: 17189020
{'hecke_orbit_code': 68753031293, 'n': 21, 'trace_an': 6}
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id: 17189021
{'hecke_orbit_code': 68753031293, 'n': 22, 'trace_an': 0}
-
id: 17189022
{'hecke_orbit_code': 68753031293, 'n': 23, 'trace_an': 0}
-
id: 17189023
{'hecke_orbit_code': 68753031293, 'n': 24, 'trace_an': 20}
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id: 17189024
{'hecke_orbit_code': 68753031293, 'n': 25, 'trace_an': 0}
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id: 17189025
{'hecke_orbit_code': 68753031293, 'n': 26, 'trace_an': -14}
-
id: 17189026
{'hecke_orbit_code': 68753031293, 'n': 27, 'trace_an': 0}
-
id: 17189027
{'hecke_orbit_code': 68753031293, 'n': 28, 'trace_an': 0}
-
id: 17189028
{'hecke_orbit_code': 68753031293, 'n': 29, 'trace_an': 10}
-
id: 17189029
{'hecke_orbit_code': 68753031293, 'n': 30, 'trace_an': 0}
-
id: 17189030
{'hecke_orbit_code': 68753031293, 'n': 31, 'trace_an': 6}
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id: 17189031
{'hecke_orbit_code': 68753031293, 'n': 32, 'trace_an': 0}
-
id: 17189032
{'hecke_orbit_code': 68753031293, 'n': 33, 'trace_an': 0}
-
id: 17189033
{'hecke_orbit_code': 68753031293, 'n': 34, 'trace_an': 18}
-
id: 17189034
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