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mf_newspaces • Show schema
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{'Nk2': 264, 'analytic_conductor': 0.5270126533404506, 'char_conductor': 33, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 10, 'char_parity': 1, 'char_values': [66, 10, [23, 13], [5, 9]], 'conrey_index': 17, 'cusp_dim': 32, 'dim': 16, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 481069891650, 'hecke_orbit_dims': [8, 8], 'label': '66.2.h', 'level': 66, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 11], 'level_radical': 66, 'mf_dim': 64, 'mf_new_dim': 16, 'num_forms': 2, 'prim_orbit_index': 6, 'relative_dim': 4, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [0, 4, 0, 0], 'traces': [16, 0, 4, -4, 0, -5, 0, 0, -16, 0, 0, -6, 0, 0, -12, -4, 0, -5, -30, 0, 0, 12, 0, 5, -12, 0, 10, 10, 0, 30, 26, 0, 37, 20, 0, 9, 12, 0, 10, 10, 0, -4, 0, 0, -16, -20, 0, 4, -36, 0, -15, -20, 0, 0, -28, 0, 35, -46, 0, 8, -20, 0, 10, -4, 0, -52, -4, 0, -2, -34, 0, -20, 10, 0, -33, 0, 0, -16, 20, 0, -12, 6, 0, 0, 60, 0, 0, 12, 0, 10, 48, 0, -26, 80, 0, 0, 18, 0, 46, 28, 0, 45, 76, 0, 10, 60, 0, 10, 0, 0, 8, -10, 0, 35, 68, 0, -20, -50, 0, 0, -58, 0, -70, -4, 0, 8, -120, 0, -75, -16, 0, -38, -80, 0, -32, -30, 0, -70, -100, 0, 16, 0, 0, 14, -10, 0, -24, 12, 0, 0, 10, 0, 0, 84, 0, -10, 48, 0, 10, 0, 0, 40, 12, 0, 48, -48, 0, 16, -20, 0, 105, -20, 0, 46, 0, 0, 56, -30, 0, 14, 12, 0, 120, 20, 0, 0, -50, 0, 20, -40, 0, -1, 90, 0, 0, -36, 0, -82, 44, 0, -91, -6, 0, -15, 40, 0, 54, 0, 0, -16, 50, 0, 30, -52, 0, -35, 110, 0, 0, 32, 0, 30, 38, 0, -18, 40, 0, 45, -76, 0, -8, 4, 0, 12, -24, 0, 70, -80, 0, 8, 0, 0, -16, 20, 0, 49, -100, 0, -5, -10, 0, 0, -68, 0, -130, -4, 0, -12, -120, 0, -130, -2, 0, -7, -160, 0, -93, 26, 0, -30, 40, 0, 12, 0, 0, -32, -20, 0, -146, 26, 0, -40, 60, 0, 0, 136, 0, 20, 28, 0, 22, 10, 0, -10, 26, 0, -3, 36, 0, 12, 56, 0, -20, 30, 0, 45, 0, 0, 104, 110, 0, 34, 160, 0, 60, -50, 0, 0, 58, 0, 70, 36, 0, -7, 0, 0, -20, 6, 0, -14, 140, 0, 68, -52, 0, -30, 30, 0, -49, 0, 0, -30, 10, 0, 72, 14, 0, 50, -20, 0, 0, 2, 0, -5, 40, 0, -30, -60, 0, -40, -26, 0, 63, -32, 0, 16, -18, 0, -45, -20, 0, -26, 0, 0, 64, -80, 0, 26, 2, 0, -140, -60, 0, 0, -118, 0, 15, -2, 0, -4, -20, 0, -35, -88, 0, -14, 56, 0, 30, -12, 0, -35, -160, 0, -48, 0, 0, 40, 0, 0, -31, -74, 0, 0, -60, 0, 0, -90, 0, -10, -100, 0, -32, 30, 0, 30, -88, 0, 18, 88, 0, 5, -138, 0, 80, -40, 0, -30, 0, 0, 6, -60, 0, -62, -108, 0, 150, 0, 0, 0, 82, 0, 40, -36, 0, -5, 130, 0, 220, 68, 0, 46, -108, 0, 18, 28, 0, 70, 180, 0, 12, 0, 0, 56, 160, 0, 60, 88, 0, -30, 80, 0, 0, 52, 0, 0, -40, 0, 43, 70, 0, 45, 180, 0, 58, -44, 0, 23, 124, 0, -70, 190, 0, 8, 0, 0, -230, 120, 0, -40, -50, 0, -140, 20, 0, 0, 44, 0, -50, -16, 0, 36, -120, 0, -20, 72, 0, 12, 16, 0, 8, 20, 0, 30, -90, 0, -13, 0, 0, -12, -360, 0, -102, 20, 0, -20, -150, 0, 0, -114, 0, 70, -138, 0, -24, -40, 0, -70, 124, 0, -60, -28, 0, -44, -44, 0, -40, 40, 0, -70, 0, 0, -84, -140, 0, 9, -10, 0, -80, -40, 0, 0, 10, 0, 80, 16, 0, 1, 180, 0, 110, 12, 0, 55, 280, 0, 36, 64, 0, -35, 0, 0, -111, 0, 0, -84, 100, 0, 94, -124, 0, 20, -60, 0, 0, -56, 0, -40, -6, 0, 98, -60, 0, -50, 34, 0, -165, 48, 0, -46, 130, 0, -140, -180, 0, 10, 0, 0, -140, 0, 0, -83, -14, 0, -50, 120, 0, 0, 64, 0, 80, -58, 0, 18, 30, 0, 25, 52, 0, 58, 8, 0, 110, -18, 0, 110, 180, 0, 12, 0, 0, -24, 0, 0, 45, 20, 0, 75, -130, 0, 0, -68, 0, -105, 144, 0, 96, 50, 0, 20, -28, 0, 36, -32, 0, -4, -50, 0, 130, -10, 0, -86, 0, 0, 144, 100, 0, -9, 120, 0, 120, 120, 0, 0, 8, 0, 120, 180, 0, -6, 0, 0, 185, 12, 0, 78, -56, 0, 128, 0, 0, 60, 120, 0, 22, 0, 0, 124, -80, 0, 30, 80, 0, -40, -110, 0, 0, -120, 0, -20, 20, 0, -58, -200, 0, 30, -208, 0, -142, -40, 0, -28, -44, 0, -240, -40, 0, -1, 0, 0, -114, -90, 0, -51, -22, 0, -100, 80, 0, 0, -20, 0, -320, 14, 0, 17, -160, 0, -70, -14, 0, 53, -192, 0, 0, 74, 0, 70, -320, 0, 111, 0, 0, -56, -100, 0, 10, -36, 0, 60, -320, 0, 0, -136, 0, 15, -90, 0, -28, -100, 0, -35, -40, 0, 11, -28, 0, -56, -108, 0, -30, 20, 0, 46, 0, 0, 140, 150, 0, 44, -138, 0, 55, 120, 0, 0, 96, 0, 190, -10, 0, -10, 280, 0, -70, -52, 0, 114, -12, 0, 6, 96, 0, 30, 10, 0, 157, 0, 0, 92, 260, 0, 167, 140, 0, 85, 320, 0, 0, 2, 0, 20, -140, 0, -146, -60, 0, -50, 84, 0, -182, -12, 0, -146, 172, 0, -120, 90, 0, -18, 0, 0, 124, -40, 0, -114, 164, 0, -30, 0, 0, 0, 304, 0, -20, 164, 0, -125, 200, 0, -105, 160, 0, 12, -104, 0, -56, -46, 0, 140, 110, 0, 12, 0, 0, 52, 190, 0, 135, 76, 0, -30, 100, 0, 0, -98, 0, -70, -20, 0, 166, 20, 0, -200, 36, 0, -168, -128, 0, -12, -210, 0, 115, -30, 0, 4, 0, 0, -130, -130, 0, -96, -8, 0, 130, 40, 0, 0, 48, 0, 140, -24, 0, -26, -50, 0, -60, -100, 0, 98, 60, 0, 5, -60, 0, 80, 60, 0, 30, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 117035
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 17, 'conrey_indexes': [17, 29, 35, 41], 'label': '66.2.h', 'level': 66, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 8, 17, 29], 'sub_dim': 8, 'sub_label': '33.2.f', 'sub_level': 33, 'sub_mult': 2, 'weight': 2}
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id: 117036
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 17, 'conrey_indexes': [17, 29, 35, 41], 'label': '66.2.h', 'level': 66, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 29, 35, 41], 'sub_dim': 16, 'sub_label': '66.2.h', 'sub_level': 66, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 8, 'label': '66.2.h', 'level': 66, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 71094000
{'hecke_orbit_code': 481069891650, 'n': 1, 'trace_an': 16}
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id: 71094001
{'hecke_orbit_code': 481069891650, 'n': 2, 'trace_an': 0}
-
id: 71094002
{'hecke_orbit_code': 481069891650, 'n': 3, 'trace_an': 4}
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id: 71094003
{'hecke_orbit_code': 481069891650, 'n': 4, 'trace_an': -4}
-
id: 71094004
{'hecke_orbit_code': 481069891650, 'n': 5, 'trace_an': 0}
-
id: 71094005
{'hecke_orbit_code': 481069891650, 'n': 6, 'trace_an': -5}
-
id: 71094006
{'hecke_orbit_code': 481069891650, 'n': 7, 'trace_an': 0}
-
id: 71094007
{'hecke_orbit_code': 481069891650, 'n': 8, 'trace_an': 0}
-
id: 71094008
{'hecke_orbit_code': 481069891650, 'n': 9, 'trace_an': -16}
-
id: 71094009
{'hecke_orbit_code': 481069891650, 'n': 10, 'trace_an': 0}
-
id: 71094010
{'hecke_orbit_code': 481069891650, 'n': 11, 'trace_an': 0}
-
id: 71094011
{'hecke_orbit_code': 481069891650, 'n': 12, 'trace_an': -6}
-
id: 71094012
{'hecke_orbit_code': 481069891650, 'n': 13, 'trace_an': 0}
-
id: 71094013
{'hecke_orbit_code': 481069891650, 'n': 14, 'trace_an': 0}
-
id: 71094014
{'hecke_orbit_code': 481069891650, 'n': 15, 'trace_an': -12}
-
id: 71094015
{'hecke_orbit_code': 481069891650, 'n': 16, 'trace_an': -4}
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id: 71094016
{'hecke_orbit_code': 481069891650, 'n': 17, 'trace_an': 0}
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id: 71094017
{'hecke_orbit_code': 481069891650, 'n': 18, 'trace_an': -5}
-
id: 71094018
{'hecke_orbit_code': 481069891650, 'n': 19, 'trace_an': -30}
-
id: 71094019
{'hecke_orbit_code': 481069891650, 'n': 20, 'trace_an': 0}
-
id: 71094020
{'hecke_orbit_code': 481069891650, 'n': 21, 'trace_an': 0}
-
id: 71094021
{'hecke_orbit_code': 481069891650, 'n': 22, 'trace_an': 12}
-
id: 71094022
{'hecke_orbit_code': 481069891650, 'n': 23, 'trace_an': 0}
-
id: 71094023
{'hecke_orbit_code': 481069891650, 'n': 24, 'trace_an': 5}
-
id: 71094024
{'hecke_orbit_code': 481069891650, 'n': 25, 'trace_an': -12}
-
id: 71094025
{'hecke_orbit_code': 481069891650, 'n': 26, 'trace_an': 0}
-
id: 71094026
{'hecke_orbit_code': 481069891650, 'n': 27, 'trace_an': 10}
-
id: 71094027
{'hecke_orbit_code': 481069891650, 'n': 28, 'trace_an': 10}
-
id: 71094028
{'hecke_orbit_code': 481069891650, 'n': 29, 'trace_an': 0}
-
id: 71094029
{'hecke_orbit_code': 481069891650, 'n': 30, 'trace_an': 30}
-
id: 71094030
{'hecke_orbit_code': 481069891650, 'n': 31, 'trace_an': 26}
-
id: 71094031
{'hecke_orbit_code': 481069891650, 'n': 32, 'trace_an': 0}
-
id: 71094032
{'hecke_orbit_code': 481069891650, 'n': 33, 'trace_an': 37}
-
id: 71094033
{'hecke_orbit_code': 481069891650, 'n': 34, 'trace_an': 20}
-
id: 71094034
{'hecke_orbit_code': 481069891650, 'n': 35, 'trace_an': 0}
-
id: 71094035
{'hecke_orbit_code': 481069891650, 'n': 36, 'trace_an': 9}
-
id: 71094036
{'hecke_orbit_code': 481069891650, 'n': 37, 'trace_an': 12}
-
id: 71094037
{'hecke_orbit_code': 481069891650, 'n': 38, 'trace_an': 0}
-
id: 71094038
{'hecke_orbit_code': 481069891650, 'n': 39, 'trace_an': 10}
-
id: 71094039
{'hecke_orbit_code': 481069891650, 'n': 40, 'trace_an': 10}
-
id: 71094040
{'hecke_orbit_code': 481069891650, 'n': 41, 'trace_an': 0}
-
id: 71094041
{'hecke_orbit_code': 481069891650, 'n': 42, 'trace_an': -4}
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id: 71094042
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