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mf_newspaces • Show schema
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{'Nk2': 160, 'analytic_conductor': 0.5900191000574061, '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': [10, 2, [7], [1]], 'conrey_index': 9, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68786585610, 'hecke_orbit_dims': [2], 'label': '10.4.b', 'level': 10, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 6, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [0, 0, -10, 0], 'traces': [2, 0, 0, -8, -10, 8, 0, 0, 46, 40, -56, 0, 0, -104, -40, 32, 0, 0, 120, 40, 104, 0, 0, -32, -150, 48, 0, 0, -180, -40, -256, 0, 0, 256, 520, -184, 0, 0, -48, -160, 484, 0, 0, 224, -230, -232, 0, 0, -666, -400, -256, 0, 0, 400, 280, 416, 0, 0, 40, 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30780, 9560, -7696, 0, 0, -24800, -10680, 13440, 0, 0, 8560, -8320, -32578, 0, 0, -25056, -20530, -20792, 0, 0, 6872, -19200, -27376, 0, 0, -56368, -13800, 15456, 0, 0, 53480, 28960, 25168, 0, 0, 6400, -85040, 51968, 0, 0, -40320, 3600, -10416, 0, 0, -13920, -13000, 10112, 0, 0, -9168, 4480, 81684, 0, 0, 6144, -800, -36312, 0, 0, 79768, 19600, -23576, 0, 0, -2000, 25000, 6656, 0, 0, 23040, 13800, 13824, 0, 0, 8448, 25780, 17216, 0, 0, -26588, 12480, -13536, 0, 0, 9376, -21680, -1520, 0, 0, -44400, -4640, 21624, 0, 0, 11648, -47200, 64248, 0, 0, 12660, 5120, -39960, 0, 0, -68664, 35840, -4416, 0, 0, -29408, -18080, -19796, 0, 0, 640, -26000, -40544, 0, 0, -15168, -24000, -13936, 0, 0, -9936, 7680, -45440, 0, 0, 63648, 2560, -26814, 0, 0, 2224, 52160, -12064, 0, 0, -15360, 29120, 15624, 0, 0, 47256, 3600, 17344, 0, 0, -27440, -13320, -17020, 0, 0, -7744, 102320, -23040, 0, 0, 41992, -25760, 52544, 0, 0, 117312, -34800, -7648, 0, 0, 47200, 4000], 'weight': 4, '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': 9, 'conrey_indexes': [9], 'label': '10.4.b', 'level': 10, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '10.4.b', 'sub_level': 10, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '10.4.b', 'level': 10, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 21056000
{'hecke_orbit_code': 68786585610, 'n': 1, 'trace_an': 2}
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id: 21056001
{'hecke_orbit_code': 68786585610, 'n': 2, 'trace_an': 0}
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id: 21056002
{'hecke_orbit_code': 68786585610, 'n': 3, 'trace_an': 0}
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id: 21056003
{'hecke_orbit_code': 68786585610, 'n': 4, 'trace_an': -8}
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id: 21056004
{'hecke_orbit_code': 68786585610, 'n': 5, 'trace_an': -10}
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id: 21056005
{'hecke_orbit_code': 68786585610, 'n': 6, 'trace_an': 8}
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id: 21056006
{'hecke_orbit_code': 68786585610, 'n': 7, 'trace_an': 0}
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id: 21056007
{'hecke_orbit_code': 68786585610, 'n': 8, 'trace_an': 0}
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id: 21056008
{'hecke_orbit_code': 68786585610, 'n': 9, 'trace_an': 46}
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id: 21056009
{'hecke_orbit_code': 68786585610, 'n': 10, 'trace_an': 40}
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id: 21056010
{'hecke_orbit_code': 68786585610, 'n': 11, 'trace_an': -56}
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id: 21056011
{'hecke_orbit_code': 68786585610, 'n': 12, 'trace_an': 0}
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id: 21056012
{'hecke_orbit_code': 68786585610, 'n': 13, 'trace_an': 0}
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id: 21056013
{'hecke_orbit_code': 68786585610, 'n': 14, 'trace_an': -104}
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id: 21056014
{'hecke_orbit_code': 68786585610, 'n': 15, 'trace_an': -40}
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id: 21056015
{'hecke_orbit_code': 68786585610, 'n': 16, 'trace_an': 32}
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id: 21056016
{'hecke_orbit_code': 68786585610, 'n': 17, 'trace_an': 0}
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