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mf_newspaces • Show schema
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{'Nk2': 580, 'analytic_conductor': 1.1578308293085655, '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': [145, 2, [117, 31], [1, 2]], 'conrey_index': 59, 'cusp_dim': 14, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68753031313, 'hecke_orbit_dims': [4, 4, 6], 'label': '145.2.b', 'level': 145, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 29], 'level_radical': 145, 'mf_dim': 18, 'mf_new_dim': 14, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 14, 'sturm_bound': 30, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [14, 0, 0, -18, 0, 4, 0, 0, -10, 2, -8, 0, 0, 8, -2, 18, 0, 0, -12, 4, 0, 0, 0, -28, 16, -4, 0, 0, 6, 34, -8, 0, 0, -28, 8, -10, 0, 0, 36, 34, 4, 0, 0, 0, -26, -40, 0, 0, -22, 14, 24, 0, 0, -20, -26, 16, 0, 0, -40, 26, 20, 0, 0, -26, 18, 4, 0, 0, 32, 48, 16, 0, 0, 4, -6, -20, 0, 0, -40, -64, -18, 0, 0, 40, -20, -36, 0, 0, 12, -24, 56, 0, 0, 20, -4, 28, 0, 0, -68, -68, -52, 0, 0, 116, -32, 92, 0, 0, 16, 62, 96, 0, 0, -24, -28, -18, 0, 0, 24, -22, 50, 0, 0, -40, -42, -176, 0, 0, 84, 30, 4, 0, 0, 120, -46, 52, 0, 0, -48, -16, -36, 0, 0, 74, 0, -132, 0, 0, -8, 10, 0, 0, 0, 56, -10, -180, 0, 0, 20, -46, 48, 0, 0, -52, -14, 72, 0, 0, -70, 64, 100, 0, 0, 12, 72, -176, 0, 0, 8, 94, -40, 0, 0, 152, 40, -20, 0, 0, 96, -80, -68, 0, 0, -44, 50, 66, 0, 0, -16, -114, -8, 0, 0, 48, 12, 24, 0, 0, -80, -16, 16, 0, 0, 8, 34, 44, 0, 0, -8, -70, -16, 0, 0, -112, -66, -76, 0, 0, -36, 44, -56, 0, 0, 136, -2, 192, 0, 0, -32, 58, 80, 0, 0, -84, -80, -120, 0, 0, 40, -56, 104, 0, 0, 120, 116, 258, 0, 0, 24, 46, -18, 0, 0, -68, -62, 80, 0, 0, 84, -130, -152, 0, 0, -4, 62, 8, 0, 0, -68, -160, 88, 0, 0, -8, -96, -92, 0, 0, 78, 10, -104, 0, 0, -204, -84, -28, 0, 0, -64, 166, -80, 0, 0, 4, -136, 76, 0, 0, -64, -34, 60, 0, 0, -204, 80, 176, 0, 0, 16, 244, -64, 0, 0, -138, 118, -20, 0, 0, 192, 262, 32, 0, 0, -16, 40, -96, 0, 0, -128, -20, 4, 0, 0, 12, -84, 80, 0, 0, 16, 160, 4, 0, 0, -32, 12, -84, 0, 0, 32, 88, 14, 0, 0, -24, 80, -16, 0, 0, -68, -132, -120, 0, 0, -120, -32, -44, 0, 0, 20, -68, 64, 0, 0, 140, 0, 116, 0, 0, 60, -42, -32, 0, 0, 192, 30, 316, 0, 0, -40, 72, 56, 0, 0, -148, 4, -16, 0, 0, -36, -72, 112, 0, 0, -136, 36, -308, 0, 0, -112, 200, -20, 0, 0, 36, -60, 112, 0, 0, 100, -226, -48, 0, 0, -64, 14, -336, 0, 0, -56, -74, -46, 0, 0, -88, 100, -192, 0, 0, 92, 32, 32, 0, 0, -128, 96, 80, 0, 0, -8, 148, 148, 0, 0, 26, 138, -196, 0, 0, -16, -14, 8, 0, 0, 68, 28, -32, 0, 0, 72, -158, -56, 0, 0, -46, -48, 104, 0, 0, 92, -170, 0, 0, 0, 136, 100, 240, 0, 0, -80, -18, -112, 0, 0, 184, 60, 280, 0, 0, -112, -20, 128, 0, 0, 12, -108, -284, 0, 0, -88, -42, -72, 0, 0, 28, -104, 236, 0, 0, 58, 142, 176, 0, 0, -16, -72, -184, 0, 0, -96, -34, 148, 0, 0, -84, 82, 448, 0, 0, 100, 2, -52, 0, 0, 120, -112, 336, 0, 0, 12, -232, -304, 0, 0, -84, 92, 240, 0, 0, -28, -200, 64, 0, 0, 168, -44, -402, 0, 0, 112, 28, -216, 0, 0, -44, -120, -164, 0, 0, -200, 180, -416, 0, 0, 12, -16, 240, 0, 0, 48, -134, -12, 0, 0, -72, -66, 320, 0, 0, 0, 36, -172, 0, 0, -100, 32, -192, 0, 0, 24, 258, 8, 0, 0, -100, -72, -300, 0, 0, 96, -128, 192, 0, 0, 172, 12, 188, 0, 0, 40, 138, -84, 0, 0, 136, 138, 72, 0, 0, 176, -186, 72, 0, 0, 100, 172, -116, 0, 0, 64, -82, -92, 0, 0, 0, -24, -28, 0, 0, 48, -48, 88, 0, 0, -20, -18, 226, 0, 0, 16, -8, -272, 0, 0, -4, 88, 232, 0, 0, 36, 28, 200, 0, 0, -96, 12, -36, 0, 0, -68, -88, -96, 0, 0, 184, 86, -248, 0, 0, 72, 60, -132, 0, 0, 72, -138, -152, 0, 0, 8, -350, -208, 0, 0, -8, 8, -424, 0, 0, 146, -116, 88, 0, 0, 192, 146, -464, 0, 0, -32, 16, 240, 0, 0, -108, -74, 188, 0, 0, 24, 212, 92, 0, 0, -52, 160, -352, 0, 0, 112, -24, -84, 0, 0, 44, 32, -128, 0, 0, 76, -120, 44, 0, 0, 176, 22, 332, 0, 0, 32, -322, -48, 0, 0, 294, 104, 264, 0, 0, 148, 6, -224, 0, 0, -132, 34, 200, 0, 0, -40, 230, 84, 0, 0, 48, 88, -252, 0, 0, -180, -10, 24, 0, 0, 160, -10, 280, 0, 0, -216, 36, 232, 0, 0, 280, -154, -344, 0, 0, -140, -148, 232, 0, 0, -264, 132, 328, 0, 0, -24, 64, 14, 0, 0, -328, -298, 352, 0, 0, 128, -176, -144, 0, 0, -376, 36, 64, 0, 0, -208, -170, 112, 0, 0, 252, -168, 44, 0, 0, -20, 58, -24, 0, 0, -232, -192, -192, 0, 0, -160, 394, -188, 0, 0, 288, -108, 56, 0, 0, -32, -136, -8, 0, 0, -188, 116, 488, 0, 0, 48, 142, -128, 0, 0, -52, -18, -184, 0, 0, 52, 344, -240, 0, 0, -472, 36, -84, 0, 0, -176, -268, 132, 0, 0, 184, -24, 192, 0, 0, 12, 70, 84, 0, 0, 356, 124, 64, 0, 0, 396, 10, 136, 0, 0, -376, 232, -116, 0, 0, -40, -168, -168, 0, 0, -152, -140, -56, 0, 0, 72, -22, -54, 0, 0, 168, -104, 88, 0, 0, -88, 36, 20, 0, 0, 80, 258, 380, 0, 0, -376, 260, 148, 0, 0, -120, 104, -36, 0, 0, 192, 32, 24, 0, 0, -152, -128, -192, 0, 0, 48, 216], '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': 59, 'conrey_indexes': [59], 'label': '145.2.b', 'level': 145, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 59, 'sub_conrey_indexes': [59], 'sub_dim': 14, 'sub_label': '145.2.b', 'sub_level': 145, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '145.2.b', 'level': 145, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17197000
{'hecke_orbit_code': 68753031313, 'n': 1, 'trace_an': 14}
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id: 17197001
{'hecke_orbit_code': 68753031313, 'n': 2, 'trace_an': 0}
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id: 17197002
{'hecke_orbit_code': 68753031313, 'n': 3, 'trace_an': 0}
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id: 17197003
{'hecke_orbit_code': 68753031313, 'n': 4, 'trace_an': -18}
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id: 17197004
{'hecke_orbit_code': 68753031313, 'n': 5, 'trace_an': 0}
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id: 17197005
{'hecke_orbit_code': 68753031313, 'n': 6, 'trace_an': 4}
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id: 17197006
{'hecke_orbit_code': 68753031313, 'n': 7, 'trace_an': 0}
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id: 17197007
{'hecke_orbit_code': 68753031313, 'n': 8, 'trace_an': 0}
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id: 17197008
{'hecke_orbit_code': 68753031313, 'n': 9, 'trace_an': -10}
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id: 17197009
{'hecke_orbit_code': 68753031313, 'n': 10, 'trace_an': 2}
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id: 17197010
{'hecke_orbit_code': 68753031313, 'n': 11, 'trace_an': -8}
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id: 17197011
{'hecke_orbit_code': 68753031313, 'n': 12, 'trace_an': 0}
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id: 17197012
{'hecke_orbit_code': 68753031313, 'n': 13, 'trace_an': 0}
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id: 17197013
{'hecke_orbit_code': 68753031313, 'n': 14, 'trace_an': 8}
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id: 17197014
{'hecke_orbit_code': 68753031313, 'n': 15, 'trace_an': -2}
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id: 17197015
{'hecke_orbit_code': 68753031313, 'n': 16, 'trace_an': 18}
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id: 17197016
{'hecke_orbit_code': 68753031313, 'n': 17, 'trace_an': 0}
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id: 17197017
{'hecke_orbit_code': 68753031313, 'n': 18, 'trace_an': 0}
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id: 17197018
{'hecke_orbit_code': 68753031313, 'n': 19, 'trace_an': -12}
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id: 17197019
{'hecke_orbit_code': 68753031313, 'n': 20, 'trace_an': 4}
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id: 17197020
{'hecke_orbit_code': 68753031313, 'n': 21, 'trace_an': 0}
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id: 17197021
{'hecke_orbit_code': 68753031313, 'n': 22, 'trace_an': 0}
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id: 17197022
{'hecke_orbit_code': 68753031313, 'n': 23, 'trace_an': 0}
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id: 17197023
{'hecke_orbit_code': 68753031313, 'n': 24, 'trace_an': -28}
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id: 17197024
{'hecke_orbit_code': 68753031313, 'n': 25, 'trace_an': 16}
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id: 17197025
{'hecke_orbit_code': 68753031313, 'n': 26, 'trace_an': -4}
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id: 17197026
{'hecke_orbit_code': 68753031313, 'n': 27, 'trace_an': 0}
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id: 17197027
{'hecke_orbit_code': 68753031313, 'n': 28, 'trace_an': 0}
-
id: 17197028
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