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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [19, -1]], 2, 1], [[[3, 1], [5, -1], [19, 1]], 3, 2], [[[3, 1], [5, 1], [19, 1]], 1, 1], [[[3, -1], [5, 1], [19, -1]], 1, 1], [[[3, 1], [5, 1], [19, -1]], 2, 1], [[[3, -1], [5, 1], [19, 1]], 2, 1]], 'ALdims': [1, 2, 3, 0, 2, 1, 0, 2], 'Nk2': 1140, 'analytic_conductor': 2.275736457606491, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [285, 1, [191, 172, 211], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 37, 'dim': 11, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 33554717, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2], 'label': '285.2.a', 'level': 285, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 19], 'level_radical': 285, 'mf_dim': 44, 'mf_new_dim': 11, 'num_forms': 7, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 80, 'trace_bound': 5, 'trace_display': [5, -1, -1, 0], 'traces': [11, 5, -1, 13, -1, -3, 0, 9, 11, -3, 12, -7, -6, 0, -1, 21, -10, 5, -1, 9, -8, 4, 0, 9, 11, -26, -1, -8, 10, 1, 0, -7, -4, -6, 0, 13, 2, -3, -6, -15, -18, 8, 20, 12, -1, -32, 8, -31, -13, 5, 14, -42, 10, -3, 20, -48, 3, -42, 52, -7, -22, -56, 0, 21, -6, -20, 12, -70, -8, -8, 24, 9, -10, -26, -1, -7, 8, -2, 0, 1, 11, 2, 4, -8, -2, 4, 10, 20, -18, -3, 48, 64, -16, 56, -1, -15, -58, 29, 12, 13, -22, 18, 8, -26, 0, -10, 20, -7, 10, 20, -6, 0, 14, -3, 8, 54, -6, -12, 8, -3, 39, 38, 46, 16, -1, 0, 32, -23, 4, -10, -20, -28, 0, 44, -1, -46, 6, 64, 4, -24, -32, 0, -8, 21, 2, -30, -25, -34, -46, -3, 40, 9, -10, -32, 32, 14, -62, 0, 2, 17, -8, 5, 4, -78, -4, 60, -24, 16, -35, 10, -1, 84, 34, 6, 0, 52, 12, 10, 44, 9, 2, 104, -30, -48, -14, 0, 64, 56, -8, 1, -8, -31, 22, 42, 10, 21, -46, 4, -8, 9, -12, 30, 0, 66, -10, 24, 0, -42, -12, 24, -36, 86, 0, 76, 4, 9, -80, 22, -10, 52, -12, 38, 0, -80, 11, 2, -68, 5, -46, 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10, 122, -24, 4, 52, -22, 24, -96, -3, -8, 210, -14, 46, -8, 18, -8, -72, 28, 294, 16, 112, 2, 152, 8, -130, -50, -48, -9, -230, 80, 60, -96, -26, 110, 64, -10, 48, -150, -50, -144, 76, 0, -96, 4, -32, -76, -3, -6, 96, -58, -10, 16, 40, 72, 88, -144, -31, 75, -12, 20, 58, 6, 40, -112, 333, -10, 58, 36, -7, 176, 16, -6, -74, -2, 132, -40, -31, 10, -108, -72, -22, -22, 116, 112, 38, 184, 20, -112, 104, 52, 176, 24, -92, -70, 324, -6, -15], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 174755
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '285.2.a', 'level': 285, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 2}
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id: 174756
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '285.2.a', 'level': 285, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 4, 'weight': 2}
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id: 174758
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '285.2.a', 'level': 285, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '57.2.a', 'sub_level': 57, 'sub_mult': 2, 'weight': 2}
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id: 174759
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '285.2.a', 'level': 285, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '95.2.a', 'sub_level': 95, 'sub_mult': 2, 'weight': 2}
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id: 174757
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '285.2.a', 'level': 285, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '285.2.a', 'sub_level': 285, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '285.2.a', 'level': 285, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 266000
{'hecke_orbit_code': 33554717, 'n': 1, 'trace_an': 11}
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id: 266001
{'hecke_orbit_code': 33554717, 'n': 2, 'trace_an': 5}
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id: 266002
{'hecke_orbit_code': 33554717, 'n': 3, 'trace_an': -1}
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id: 266003
{'hecke_orbit_code': 33554717, 'n': 4, 'trace_an': 13}
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id: 266004
{'hecke_orbit_code': 33554717, 'n': 5, 'trace_an': -1}
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id: 266005
{'hecke_orbit_code': 33554717, 'n': 6, 'trace_an': -3}
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id: 266006
{'hecke_orbit_code': 33554717, 'n': 7, 'trace_an': 0}
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id: 266007
{'hecke_orbit_code': 33554717, 'n': 8, 'trace_an': 9}
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id: 266008
{'hecke_orbit_code': 33554717, 'n': 9, 'trace_an': 11}
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id: 266009
{'hecke_orbit_code': 33554717, 'n': 10, 'trace_an': -3}
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id: 266010
{'hecke_orbit_code': 33554717, 'n': 11, 'trace_an': 12}
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id: 266011
{'hecke_orbit_code': 33554717, 'n': 12, 'trace_an': -7}
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id: 266012
{'hecke_orbit_code': 33554717, 'n': 13, 'trace_an': -6}
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id: 266013
{'hecke_orbit_code': 33554717, 'n': 14, 'trace_an': 0}
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id: 266014
{'hecke_orbit_code': 33554717, 'n': 15, 'trace_an': -1}
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id: 266015
{'hecke_orbit_code': 33554717, 'n': 16, 'trace_an': 21}
-
id: 266016
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id: 266998
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id: 266999
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