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{'AL_dims': [[[[2, -1], [5, -1], [7, -1], [11, -1]], 10, 6], [[[2, 1], [5, -1], [7, 1], [11, 1]], 13, 3], [[[2, -1], [5, 1], [7, 1], [11, 1]], 17, 4], [[[2, -1], [5, -1], [7, 1], [11, 1]], 12, 3], [[[2, 1], [5, -1], [7, -1], [11, -1]], 15, 6], [[[2, 1], [5, 1], [7, -1], [11, -1]], 15, 6], [[[2, -1], [5, 1], [7, 1], [11, -1]], 10, 7], [[[2, -1], [5, -1], [7, 1], [11, -1]], 15, 7], [[[2, -1], [5, -1], [7, -1], [11, 1]], 17, 4], [[[2, 1], [5, -1], [7, 1], [11, -1]], 15, 7], [[[2, 1], [5, 1], [7, 1], [11, -1]], 15, 7], [[[2, 1], [5, 1], [7, 1], [11, 1]], 12, 6], [[[2, -1], [5, 1], [7, -1], [11, -1]], 15, 7], [[[2, -1], [5, 1], [7, -1], [11, 1]], 12, 5], [[[2, 1], [5, 1], [7, -1], [11, 1]], 13, 5], [[[2, 1], [5, -1], [7, -1], [11, 1]], 12, 3]], 'ALdims': [12, 15, 13, 15, 13, 15, 12, 15, 17, 10, 12, 15, 12, 15, 17, 10], 'Nk2': 33880, 'analytic_conductor': 67.63329051202449, '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': [8470, 1, [6777, 6051, 7141], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1537, 'dim': 218, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13, 17, 19], 'hecke_orbit_code': 33562902, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 8, 8], 'label': '8470.2.a', 'level': 8470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'mf_dim': 1632, 'mf_new_dim': 218, 'num_forms': 86, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 218, 'sturm_bound': 3168, 'trace_bound': 13, 'trace_display': [-2, -4, 0, 0], 'traces': [218, -2, -4, 218, 0, -4, 0, -2, 210, 0, 0, -4, -8, 0, -4, 218, -4, -10, -4, 0, 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mf_subspaces • Show schema
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id: 1498612
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 8, 'weight': 2}
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id: 1498598
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 16, 'weight': 2}
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id: 1498601
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, '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': 6, 'weight': 2}
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id: 1498605
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, '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': 6, 'weight': 2}
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id: 1498608
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '55.2.a', 'sub_level': 55, 'sub_mult': 8, 'weight': 2}
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id: 1498610
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, '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': 3, 'weight': 2}
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id: 1498597
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '110.2.a', 'sub_level': 110, 'sub_mult': 4, 'weight': 2}
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id: 1498600
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '121.2.a', 'sub_level': 121, 'sub_mult': 8, 'weight': 2}
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id: 1498602
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '154.2.a', 'sub_level': 154, 'sub_mult': 4, 'weight': 2}
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id: 1498604
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '242.2.a', 'sub_level': 242, 'sub_mult': 4, 'weight': 2}
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id: 1498606
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '385.2.a', 'sub_level': 385, 'sub_mult': 4, 'weight': 2}
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id: 1498609
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 37, 'sub_label': '605.2.a', 'sub_level': 605, 'sub_mult': 4, 'weight': 2}
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id: 1498611
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '770.2.a', 'sub_level': 770, 'sub_mult': 2, 'weight': 2}
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id: 1498614
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 55, 'sub_label': '847.2.a', 'sub_level': 847, 'sub_mult': 4, 'weight': 2}
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id: 1498599
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 35, 'sub_label': '1210.2.a', 'sub_level': 1210, 'sub_mult': 2, 'weight': 2}
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id: 1498603
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 54, 'sub_label': '1694.2.a', 'sub_level': 1694, 'sub_mult': 2, 'weight': 2}
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id: 1498607
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 218, 'sub_label': '4235.2.a', 'sub_level': 4235, 'sub_mult': 2, 'weight': 2}
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id: 1498613
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '8470.2.a', 'level': 8470, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 218, 'sub_label': '8470.2.a', 'sub_level': 8470, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '8470.2.a', 'level': 8470, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 8451000
{'hecke_orbit_code': 33562902, 'n': 1, 'trace_an': 218}
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id: 8451001
{'hecke_orbit_code': 33562902, 'n': 2, 'trace_an': -2}
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id: 8451002
{'hecke_orbit_code': 33562902, 'n': 3, 'trace_an': -4}
-
id: 8451003
{'hecke_orbit_code': 33562902, 'n': 4, 'trace_an': 218}
-
id: 8451004
{'hecke_orbit_code': 33562902, 'n': 5, 'trace_an': 0}
-
id: 8451005
{'hecke_orbit_code': 33562902, 'n': 6, 'trace_an': -4}
-
id: 8451006
{'hecke_orbit_code': 33562902, 'n': 7, 'trace_an': 0}
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id: 8451007
{'hecke_orbit_code': 33562902, 'n': 8, 'trace_an': -2}
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id: 8451008
{'hecke_orbit_code': 33562902, 'n': 9, 'trace_an': 210}
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id: 8451009
{'hecke_orbit_code': 33562902, 'n': 10, 'trace_an': 0}
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id: 8451010
{'hecke_orbit_code': 33562902, 'n': 11, 'trace_an': 0}
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id: 8451011
{'hecke_orbit_code': 33562902, 'n': 12, 'trace_an': -4}
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id: 8451012
{'hecke_orbit_code': 33562902, 'n': 13, 'trace_an': -8}
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id: 8451013
{'hecke_orbit_code': 33562902, 'n': 14, 'trace_an': 0}
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id: 8451014
{'hecke_orbit_code': 33562902, 'n': 15, 'trace_an': -4}
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id: 8451015
{'hecke_orbit_code': 33562902, 'n': 16, 'trace_an': 218}
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id: 8451016
{'hecke_orbit_code': 33562902, 'n': 17, 'trace_an': -4}
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id: 8451017
{'hecke_orbit_code': 33562902, 'n': 18, 'trace_an': -10}
-
id: 8451018
{'hecke_orbit_code': 33562902, 'n': 19, 'trace_an': -4}
-
id: 8451019
{'hecke_orbit_code': 33562902, 'n': 20, 'trace_an': 0}
-
id: 8451020
{'hecke_orbit_code': 33562902, 'n': 21, 'trace_an': -4}
-
id: 8451021
{'hecke_orbit_code': 33562902, 'n': 22, 'trace_an': 0}
-
id: 8451022
{'hecke_orbit_code': 33562902, 'n': 23, 'trace_an': -8}
-
id: 8451023
{'hecke_orbit_code': 33562902, 'n': 24, 'trace_an': -4}
-
id: 8451024
{'hecke_orbit_code': 33562902, 'n': 25, 'trace_an': 218}
-
id: 8451025
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