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mf_newspaces • Show schema
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{'Nk2': 2500, 'analytic_conductor': 4.990650126330024, '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': [625, 2, [2], [1]], 'conrey_index': 624, 'cusp_dim': 48, 'dim': 32, 'eis_dim': 30, 'eis_new_dim': 16, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 68753031793, 'hecke_orbit_dims': [4, 4, 8, 16], 'label': '625.2.b', 'level': 625, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 78, 'mf_new_dim': 48, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 125, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, -24, 0, 4, 0, 0, -16, 0, 4, 0, 0, -8, 0, 12, 0, 0, 10, 0, -6, 0, 0, -20, 0, -6, 0, 0, -10, 0, -6, 0, 0, -18, 0, 12, 0, 0, -2, 0, 14, 0, 0, 22, 0, -26, 0, 0, 26, 0, -46, 0, 0, 50, 0, -10, 0, 0, 30, 0, 4, 0, 0, 46, 0, -2, 0, 0, -32, 0, 24, 0, 0, 12, 0, -40, 0, 0, 40, 0, -8, 0, 0, 52, 0, -56, 0, 0, -30, 0, -46, 0, 0, -48, 0, 84, 0, 0, -2, 0, 14, 0, 0, -30, 0, 54, 0, 0, -20, 0, -16, 0, 0, -30, 0, -60, 0, 0, -48, 0, -24, 0, 0, -8, 0, 84, 0, 0, -42, 0, -6, 0, 0, -18, 0, 90, 0, 0, 20, 0, 64, 0, 0, 94, 0, -76, 0, 0, -50, 0, 14, 0, 0, -6, 0, -86, 0, 0, -12, 0, 64, 0, 0, 52, 0, 84, 0, 0, 94, 0, -30, 0, 0, 30, 0, -46, 0, 0, 40, 0, -6, 0, 0, -20, 0, -142, 0, 0, -40, 0, -36, 0, 0, -48, 0, -32, 0, 0, 0, 0, -96, 0, 0, 22, 0, 104, 0, 0, 70, 0, -96, 0, 0, -108, 0, -180, 0, 0, 18, 0, 84, 0, 0, 72, 0, 44, 0, 0, -60, 0, 128, 0, 0, 28, 0, -10, 0, 0, 20, 0, 14, 0, 0, -78, 0, 118, 0, 0, 38, 0, 64, 0, 0, 112, 0, -48, 0, 0, -18, 0, 130, 0, 0, 70, 0, 160, 0, 0, -40, 0, -26, 0, 0, -138, 0, 54, 0, 0, -72, 0, -106, 0, 0, -118, 0, 168, 0, 0, 76, 0, 114, 0, 0, 22, 0, -160, 0, 0, -62, 0, -136, 0, 0, 0, 0, -246, 0, 0, 88, 0, 54, 0, 0, 92, 0, -110, 0, 0, -20, 0, -6, 0, 0, 106, 0, -106, 0, 0, -28, 0, 44, 0, 0, -68, 0, -206, 0, 0, -102, 0, -22, 0, 0, 30, 0, 174, 0, 0, 50, 0, 100, 0, 0, -50, 0, 210, 0, 0, -70, 0, -138, 0, 0, -28, 0, -2, 0, 0, -32, 0, 44, 0, 0, -66, 0, 220, 0, 0, -10, 0, 4, 0, 0, 120, 0, 144, 0, 0, -30, 0, 144, 0, 0, 52, 0, -256, 0, 0, 10, 0, 64, 0, 0, 52, 0, -110, 0, 0, -70, 0, 134, 0, 0, -62, 0, 64, 0, 0, -90, 0, -76, 0, 0, 30, 0, -182, 0, 0, -24, 0, -6, 0, 0, -56, 0, -60, 0, 0, -80, 0, -188, 0, 0, 52, 0, 124, 0, 0, -100, 0, -52, 0, 0, -38, 0, 250, 0, 0, -30, 0, -96, 0, 0, 0, 0, -166, 0, 0, 252, 0, 44, 0, 0, -120, 0, 66, 0, 0, -110, 0, -6, 0, 0, 118, 0, -56, 0, 0, 298, 0, 64, 0, 0, 80, 0, 164, 0, 0, 250, 0, 204, 0, 0, 20, 0, 38, 0, 0, -70, 0, -36, 0, 0, -108, 0, 264, 0, 0, -82, 0, -76, 0, 0, -8, 0, -6, 0, 0, 54, 0, -220, 0, 0, 0, 0, 240, 0, 0, -78, 0, -36, 0, 0, -78, 0, -332, 0, 0, -52, 0, 30, 0, 0, -138, 0, -140, 0, 0, 128, 0, -12, 0, 0, 2, 0, -66, 0, 0, 10, 0, 24, 0, 0, 104, 0, -218, 0, 0, 258, 0, 124, 0, 0, -70, 0, -106, 0, 0, 20, 0, -186, 0, 0, -130, 0, 300, 0, 0, -100, 0, -36, 0, 0, 2, 0, 258, 0, 0, -110, 0, -126, 0, 0, -108, 0, 0, 0, 0, -40, 0, 120, 0, 0, -112, 0, -6, 0, 0, 222, 0, 44, 0, 0, 482, 0, 134, 0, 0, -12, 0, -186, 0, 0, -148, 0, -40, 0, 0, -90, 0, -62, 0, 0, -100, 0, -436, 0, 0, -70, 0, -196, 0, 0, -10, 0, 244, 0, 0, -132, 0, -222, 0, 0, 412, 0, -378, 0, 0, 172, 0, -46, 0, 0, -130, 0, 50, 0, 0, 198, 0, -86, 0, 0, -198, 0, 150, 0, 0, -162, 0, -136, 0, 0, -168, 0, -46, 0, 0, 130, 0, -70, 0, 0, 214, 0, -110, 0, 0, 160, 0, 194, 0, 0, -158, 0, 162, 0, 0, 164, 0, 214, 0, 0, -118, 0, 54, 0, 0, 170, 0, -110, 0, 0, 50, 0, -26, 0, 0, 252, 0, 64, 0, 0, 170, 0, 50, 0, 0, -24, 0, 204, 0, 0, -248, 0, 284, 0, 0, 160, 0, -56, 0, 0, 188, 0, 70, 0, 0, -80, 0, -12, 0, 0, 116, 0, 208, 0, 0, -252, 0, 154, 0, 0, 252, 0, -50, 0, 0, -138, 0, -130, 0, 0, -178, 0, 98, 0, 0, 180, 0, -146, 0, 0, 44, 0, 14, 0, 0, 108, 0, -226, 0, 0, -270, 0, 10, 0, 0, 90, 0, 54, 0, 0, -250, 0, -420, 0, 0, -130, 0, -258, 0, 0, -28, 0, 224, 0, 0, 138, 0, 34, 0, 0, -106, 0, 240, 0, 0, -120, 0, 98, 0, 0, -30, 0, -16, 0, 0, -70, 0, -16, 0, 0, -180, 0, 354, 0, 0, -142, 0, -356, 0, 0, -88, 0, 144, 0, 0, 42, 0, 284, 0, 0, 150, 0, -300, 0, 0, 130, 0, 104, 0, 0, -180, 0, -92, 0, 0, -32, 0, 204, 0, 0, 342, 0, 140, 0, 0, -140, 0, -56, 0, 0, 44, 0, 94, 0, 0, -60, 0, -170, 0, 0, -218, 0, -10, 0, 0, -152, 0, 64, 0, 0, -20, 0, -142, 0, 0, 38, 0, 4, 0, 0, -162, 0, 210, 0, 0, 32, 0, -154, 0, 0, 2, 0, -452, 0, 0, 70, 0, 224, 0, 0, -338, 0, 204, 0, 0, -110, 0, 80, 0, 0, -130, 0, -260, 0, 0, -52, 0, 114, 0, 0, -126, 0, 184, 0, 0, 60, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 261928
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 624, 'conrey_indexes': [624], 'label': '625.2.b', 'level': 625, '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': 2, 'weight': 2}
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id: 261929
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 624, 'conrey_indexes': [624], 'label': '625.2.b', 'level': 625, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 624, 'sub_conrey_indexes': [624], 'sub_dim': 32, 'sub_label': '625.2.b', 'sub_level': 625, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '625.2.b', 'level': 625, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 17409000
{'hecke_orbit_code': 68753031793, 'n': 1, 'trace_an': 32}
-
id: 17409001
{'hecke_orbit_code': 68753031793, 'n': 2, 'trace_an': 0}
-
id: 17409002
{'hecke_orbit_code': 68753031793, 'n': 3, 'trace_an': 0}
-
id: 17409003
{'hecke_orbit_code': 68753031793, 'n': 4, 'trace_an': -24}
-
id: 17409004
{'hecke_orbit_code': 68753031793, 'n': 5, 'trace_an': 0}
-
id: 17409005
{'hecke_orbit_code': 68753031793, 'n': 6, 'trace_an': 4}
-
id: 17409006
{'hecke_orbit_code': 68753031793, 'n': 7, 'trace_an': 0}
-
id: 17409007
{'hecke_orbit_code': 68753031793, 'n': 8, 'trace_an': 0}
-
id: 17409008
{'hecke_orbit_code': 68753031793, 'n': 9, 'trace_an': -16}
-
id: 17409009
{'hecke_orbit_code': 68753031793, 'n': 10, 'trace_an': 0}
-
id: 17409010
{'hecke_orbit_code': 68753031793, 'n': 11, 'trace_an': 4}
-
id: 17409011
{'hecke_orbit_code': 68753031793, 'n': 12, 'trace_an': 0}
-
id: 17409012
{'hecke_orbit_code': 68753031793, 'n': 13, 'trace_an': 0}
-
id: 17409013
{'hecke_orbit_code': 68753031793, 'n': 14, 'trace_an': -8}
-
id: 17409014
{'hecke_orbit_code': 68753031793, 'n': 15, 'trace_an': 0}
-
id: 17409015
{'hecke_orbit_code': 68753031793, 'n': 16, 'trace_an': 12}
-
id: 17409016
{'hecke_orbit_code': 68753031793, 'n': 17, 'trace_an': 0}
-
id: 17409017
{'hecke_orbit_code': 68753031793, 'n': 18, 'trace_an': 0}
-
id: 17409018
{'hecke_orbit_code': 68753031793, 'n': 19, 'trace_an': 10}
-
id: 17409019
{'hecke_orbit_code': 68753031793, 'n': 20, 'trace_an': 0}
-
id: 17409020
{'hecke_orbit_code': 68753031793, 'n': 21, 'trace_an': -6}
-
id: 17409021
{'hecke_orbit_code': 68753031793, 'n': 22, 'trace_an': 0}
-
id: 17409022
{'hecke_orbit_code': 68753031793, 'n': 23, 'trace_an': 0}
-
id: 17409023
{'hecke_orbit_code': 68753031793, 'n': 24, 'trace_an': -20}
-
id: 17409024
{'hecke_orbit_code': 68753031793, 'n': 25, 'trace_an': 0}
-
id: 17409025
{'hecke_orbit_code': 68753031793, 'n': 26, 'trace_an': -6}
-
id: 17409026
{'hecke_orbit_code': 68753031793, 'n': 27, 'trace_an': 0}
-
id: 17409027
{'hecke_orbit_code': 68753031793, 'n': 28, 'trace_an': 0}
-
id: 17409028
{'hecke_orbit_code': 68753031793, 'n': 29, 'trace_an': -10}
-
id: 17409029
{'hecke_orbit_code': 68753031793, 'n': 30, 'trace_an': 0}
-
id: 17409030
{'hecke_orbit_code': 68753031793, 'n': 31, 'trace_an': -6}
-
id: 17409031
{'hecke_orbit_code': 68753031793, 'n': 32, 'trace_an': 0}
-
id: 17409032
{'hecke_orbit_code': 68753031793, 'n': 33, 'trace_an': 0}
-
id: 17409033
{'hecke_orbit_code': 68753031793, 'n': 34, 'trace_an': -18}
-
id: 17409034
{'hecke_orbit_code': 68753031793, 'n': 35, 'trace_an': 0}
-
id: 17409035
{'hecke_orbit_code': 68753031793, 'n': 36, 'trace_an': 12}
-
id: 17409036
{'hecke_orbit_code': 68753031793, 'n': 37, 'trace_an': 0}
-
id: 17409037
{'hecke_orbit_code': 68753031793, 'n': 38, 'trace_an': 0}
-
id: 17409038
{'hecke_orbit_code': 68753031793, 'n': 39, 'trace_an': -2}
-
id: 17409039
{'hecke_orbit_code': 68753031793, 'n': 40, 'trace_an': 0}
-
id: 17409040
{'hecke_orbit_code': 68753031793, 'n': 41, 'trace_an': 14}
-
id: 17409041
{'hecke_orbit_code': 68753031793, 'n': 42, 'trace_an': 0}
-
id: 17409042
{'hecke_orbit_code': 68753031793, 'n': 43, 'trace_an': 0}
-
id: 17409043
{'hecke_orbit_code': 68753031793, 'n': 44, 'trace_an': 22}
-
id: 17409044
{'hecke_orbit_code': 68753031793, 'n': 45, 'trace_an': 0}
-
id: 17409045
{'hecke_orbit_code': 68753031793, 'n': 46, 'trace_an': -26}
-
id: 17409046
{'hecke_orbit_code': 68753031793, 'n': 47, 'trace_an': 0}
-
id: 17409047
{'hecke_orbit_code': 68753031793, 'n': 48, 'trace_an': 0}
-
id: 17409048
{'hecke_orbit_code': 68753031793, 'n': 49, 'trace_an': 26}
-
id: 17409049
{'hecke_orbit_code': 68753031793, 'n': 50, 'trace_an': 0}
-
id: 17409050
{'hecke_orbit_code': 68753031793, 'n': 51, 'trace_an': -46}
-
id: 17409051
{'hecke_orbit_code': 68753031793, 'n': 52, 'trace_an': 0}
-
id: 17409052
{'hecke_orbit_code': 68753031793, 'n': 53, 'trace_an': 0}
-
id: 17409053
{'hecke_orbit_code': 68753031793, 'n': 54, 'trace_an': 50}
-
id: 17409054
{'hecke_orbit_code': 68753031793, 'n': 55, 'trace_an': 0}
-
id: 17409055
{'hecke_orbit_code': 68753031793, 'n': 56, 'trace_an': -10}
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