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{'AL_dims': [[[[2, -1], [3, 1], [5, 1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [7, -1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [5, 1], [7, -1]], 2, 2], [[[2, 1], [3, -1], [5, -1], [7, -1]], 3, 3], [[[2, -1], [3, -1], [5, -1], [7, 1]], 3, 2], [[[2, 1], [3, -1], [5, 1], [7, 1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [7, 1]], 2, 1], [[[2, -1], [3, -1], [5, 1], [7, -1]], 3, 3], [[[2, 1], [3, 1], [5, 1], [7, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1], [7, 1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [7, 1]], 2, 1]], 'ALdims': [1, 2, 2, 2, 3, 0, 0, 3, 2, 2, 1, 2, 0, 3, 3, 0], 'Nk2': 5880, 'analytic_conductor': 11.738009097128216, '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': [1470, 1, [491, 1177, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 305, 'dim': 26, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19, 31], 'hecke_orbit_code': 33555902, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '1470.2.a', 'level': 1470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 368, 'mf_new_dim': 26, 'num_forms': 22, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 26, 'sturm_bound': 672, 'trace_bound': 11, 'trace_display': [0, -2, 0, 0], 'traces': [26, 0, -2, 26, 0, 0, 0, 0, 26, -2, 4, -2, 0, 0, 0, 26, 8, 0, 0, 0, 0, -4, 24, 0, 26, 4, -2, 0, -8, 2, 16, 0, 4, -4, 0, 26, 56, 8, 48, -2, 12, 0, 56, 4, 0, 0, 16, -2, 0, 0, -8, 0, 0, 0, -4, 0, 48, 4, 4, 0, 12, 8, 0, 26, 4, 12, 48, 8, -8, 0, -8, 0, 4, -20, -2, 0, 0, -4, 40, 0, 26, -16, -32, 0, -4, 0, 24, -4, -44, -2, 0, 24, 40, 24, -24, 0, -20, 0, 4, 26, -24, 12, 28, 4, 0, -28, -16, -2, 20, 4, 0, 0, -32, -8, 8, -8, 0, -12, 0, 2, 26, -40, -12, 16, 0, 0, -12, 0, 0, 0, -36, 4, 0, -40, 0, -4, -64, 8, 24, 0, -16, 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mf_subspaces • Show schema
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id: 456969
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 4, 'weight': 2}
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id: 456967
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 8, 'weight': 2}
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id: 456970
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, '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': 6, 'weight': 2}
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id: 456972
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 8, 'weight': 2}
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id: 456975
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 3, 'weight': 2}
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id: 456976
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 8, 'weight': 2}
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id: 456977
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 4, 'weight': 2}
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id: 456979
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 8, 'weight': 2}
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id: 456980
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '70.2.a', 'sub_level': 70, 'sub_mult': 4, 'weight': 2}
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id: 456982
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '98.2.a', 'sub_level': 98, 'sub_mult': 4, 'weight': 2}
-
id: 456966
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '105.2.a', 'sub_level': 105, 'sub_mult': 4, 'weight': 2}
-
id: 456971
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '210.2.a', 'sub_level': 210, 'sub_mult': 2, 'weight': 2}
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id: 456973
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '245.2.a', 'sub_level': 245, 'sub_mult': 4, 'weight': 2}
-
id: 456974
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '294.2.a', 'sub_level': 294, 'sub_mult': 2, 'weight': 2}
-
id: 456978
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '490.2.a', 'sub_level': 490, 'sub_mult': 2, 'weight': 2}
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id: 456981
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '735.2.a', 'sub_level': 735, 'sub_mult': 2, 'weight': 2}
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id: 456968
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1470.2.a', 'level': 1470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 26, 'sub_label': '1470.2.a', 'sub_level': 1470, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1470.2.a', 'level': 1470, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1451000
{'hecke_orbit_code': 33555902, 'n': 1, 'trace_an': 26}
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id: 1451001
{'hecke_orbit_code': 33555902, 'n': 2, 'trace_an': 0}
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id: 1451002
{'hecke_orbit_code': 33555902, 'n': 3, 'trace_an': -2}
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id: 1451003
{'hecke_orbit_code': 33555902, 'n': 4, 'trace_an': 26}
-
id: 1451004
{'hecke_orbit_code': 33555902, 'n': 5, 'trace_an': 0}
-
id: 1451005
{'hecke_orbit_code': 33555902, 'n': 6, 'trace_an': 0}
-
id: 1451006
{'hecke_orbit_code': 33555902, 'n': 7, 'trace_an': 0}
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id: 1451007
{'hecke_orbit_code': 33555902, 'n': 8, 'trace_an': 0}
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id: 1451008
{'hecke_orbit_code': 33555902, 'n': 9, 'trace_an': 26}
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id: 1451009
{'hecke_orbit_code': 33555902, 'n': 10, 'trace_an': -2}
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id: 1451010
{'hecke_orbit_code': 33555902, 'n': 11, 'trace_an': 4}
-
id: 1451011
{'hecke_orbit_code': 33555902, 'n': 12, 'trace_an': -2}
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id: 1451012
{'hecke_orbit_code': 33555902, 'n': 13, 'trace_an': 0}
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id: 1451013
{'hecke_orbit_code': 33555902, 'n': 14, 'trace_an': 0}
-
id: 1451014
{'hecke_orbit_code': 33555902, 'n': 15, 'trace_an': 0}
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id: 1451015
{'hecke_orbit_code': 33555902, 'n': 16, 'trace_an': 26}
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id: 1451016
{'hecke_orbit_code': 33555902, 'n': 17, 'trace_an': 8}
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id: 1451017
{'hecke_orbit_code': 33555902, 'n': 18, 'trace_an': 0}
-
id: 1451018
{'hecke_orbit_code': 33555902, 'n': 19, 'trace_an': 0}
-
id: 1451019
{'hecke_orbit_code': 33555902, 'n': 20, 'trace_an': 0}
-
id: 1451020
{'hecke_orbit_code': 33555902, 'n': 21, 'trace_an': 0}
-
id: 1451021
{'hecke_orbit_code': 33555902, 'n': 22, 'trace_an': -4}
-
id: 1451022
{'hecke_orbit_code': 33555902, 'n': 23, 'trace_an': 24}
-
id: 1451023
{'hecke_orbit_code': 33555902, 'n': 24, 'trace_an': 0}
-
id: 1451024
{'hecke_orbit_code': 33555902, 'n': 25, 'trace_an': 26}
-
id: 1451025
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