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{'AL_dims': [[[[2, 1], [3, 1], [5, 1], [7, -1], [11, 1]], 1, 1], [[[2, -1], [3, -1], [5, -1], [7, -1], [11, -1]], 6, 5], [[[2, -1], [3, 1], [5, -1], [7, -1], [11, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, 1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, -1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [7, 1], [11, -1]], 2, 2], [[[2, 1], [3, -1], [5, -1], [7, -1], [11, 1]], 4, 2], [[[2, 1], [3, -1], [5, 1], [7, 1], [11, 1]], 5, 2], [[[2, -1], [3, -1], [5, 1], [7, -1], [11, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1], [7, -1], [11, 1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [7, -1], [11, 1]], 3, 1], [[[2, 1], [3, 1], [5, -1], [7, 1], [11, -1]], 3, 2], [[[2, 1], [3, 1], [5, -1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [7, 1], [11, 1]], 4, 3], [[[2, 1], [3, 1], [5, 1], [7, -1], [11, -1]], 3, 2], [[[2, 1], [3, -1], [5, 1], [7, -1], [11, 1]], 3, 1], [[[2, -1], [3, 1], [5, -1], [7, -1], [11, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, 1]], 3, 2], [[[2, 1], [3, -1], [5, -1], [7, 1], [11, -1]], 4, 3], [[[2, 1], [3, -1], [5, -1], [7, -1], [11, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1], [7, -1], [11, -1]], 3, 1], [[[2, -1], [3, -1], [5, -1], [7, -1], [11, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, 1]], 3, 1], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, -1]], 5, 4], [[[2, -1], [3, -1], [5, 1], [7, -1], [11, 1]], 4, 2], [[[2, -1], [3, -1], [5, -1], [7, 1], [11, 1]], 5, 3], [[[2, 1], [3, 1], [5, 1], [7, 1], [11, -1]], 3, 1], [[[2, 1], [3, 1], [5, 1], [7, 1], [11, 1]], 3, 1], [[[2, -1], [3, -1], [5, -1], [7, 1], [11, -1]], 2, 2], [[[2, 1], [3, -1], [5, 1], [7, -1], [11, -1]], 5, 4], [[[2, -1], [3, 1], [5, 1], [7, -1], [11, -1]], 3, 2], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, -1]], 3, 1]], 'ALdims': [3, 3, 1, 3, 1, 3, 3, 3, 5, 2, 3, 5, 4, 4, 4, 3, 3, 1, 3, 3, 3, 3, 3, 1, 3, 5, 4, 3, 5, 2, 2, 6], 'Nk2': 27720, 'analytic_conductor': 55.33632860074731, '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': [6930, 1, [1541, 1387, 2971, 2521], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1697, 'dim': 100, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [13, 17, 19, 23, 29, 31], 'hecke_orbit_code': 33561362, '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, 1, 1, 1, 1, 1, 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, 3], 'label': '6930.2.a', 'level': 6930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7, 11], 'level_radical': 2310, 'mf_dim': 1760, 'mf_new_dim': 100, 'num_forms': 65, 'plus_dim': 42, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 3456, 'trace_bound': 23, 'trace_display': [0, 0, 0, 0], 'traces': [100, 0, 0, 100, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 100, -16, 0, -16, 0, 0, -4, -24, 0, 100, -8, 0, 0, -16, 0, -8, 0, 0, 0, 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-168, 512, 0, 32, 0, 0, 336, -32, 0, 0, -192, 0, -144, -160, 0, -192, 0, 0, -64, -72, 0, 96], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 1298365
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '66.2.a', 'sub_level': 66, 'sub_mult': 8, 'weight': 2}
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id: 1298368
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 6, 'weight': 2}
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id: 1298338
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 24, 'weight': 2}
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id: 1298342
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 12, 'weight': 2}
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id: 1298343
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 16, 'weight': 2}
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id: 1298348
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 16, 'weight': 2}
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id: 1298351
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 8, 'weight': 2}
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id: 1298354
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '33.2.a', 'sub_level': 33, 'sub_mult': 16, 'weight': 2}
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id: 1298356
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 12, 'weight': 2}
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id: 1298358
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 8, 'weight': 2}
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id: 1298359
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 8, 'weight': 2}
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id: 1298362
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 12, 'weight': 2}
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id: 1298364
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 8, 'weight': 2}
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id: 1298370
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 12, 'weight': 2}
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id: 1298371
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '90.2.a', 'sub_level': 90, 'sub_mult': 4, 'weight': 2}
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id: 1298373
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '99.2.a', 'sub_level': 99, 'sub_mult': 8, 'weight': 2}
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id: 1298336
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 8, 'weight': 2}
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id: 1298337
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 6, 'weight': 2}
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id: 1298340
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '126.2.a', 'sub_level': 126, 'sub_mult': 4, 'weight': 2}
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id: 1298344
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 6, 'weight': 2}
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id: 1298345
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '165.2.a', 'sub_level': 165, 'sub_mult': 8, 'weight': 2}
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id: 1298346
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '198.2.a', 'sub_level': 198, 'sub_mult': 4, 'weight': 2}
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id: 1298347
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 4, 'weight': 2}
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id: 1298350
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '231.2.a', 'sub_level': 231, 'sub_mult': 8, 'weight': 2}
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id: 1298352
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '315.2.a', 'sub_level': 315, 'sub_mult': 4, 'weight': 2}
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id: 1298353
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '330.2.a', 'sub_level': 330, 'sub_mult': 4, 'weight': 2}
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id: 1298357
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 6, 'weight': 2}
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id: 1298360
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '462.2.a', 'sub_level': 462, 'sub_mult': 4, 'weight': 2}
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id: 1298361
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '495.2.a', 'sub_level': 495, 'sub_mult': 4, 'weight': 2}
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id: 1298363
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '630.2.a', 'sub_level': 630, 'sub_mult': 2, 'weight': 2}
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id: 1298367
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '693.2.a', 'sub_level': 693, 'sub_mult': 4, 'weight': 2}
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id: 1298369
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, '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': 3, 'weight': 2}
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id: 1298372
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '990.2.a', 'sub_level': 990, 'sub_mult': 2, 'weight': 2}
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id: 1298339
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '1155.2.a', 'sub_level': 1155, 'sub_mult': 4, 'weight': 2}
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id: 1298341
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 26, 'sub_label': '1386.2.a', 'sub_level': 1386, 'sub_mult': 2, 'weight': 2}
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id: 1298349
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 39, 'sub_label': '2310.2.a', 'sub_level': 2310, 'sub_mult': 2, 'weight': 2}
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id: 1298355
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 100, 'sub_label': '3465.2.a', 'sub_level': 3465, 'sub_mult': 2, 'weight': 2}
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id: 1298366
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '6930.2.a', 'level': 6930, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 100, 'sub_label': '6930.2.a', 'sub_level': 6930, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '6930.2.a', 'level': 6930, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 6911000
{'hecke_orbit_code': 33561362, 'n': 1, 'trace_an': 100}
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id: 6911001
{'hecke_orbit_code': 33561362, 'n': 2, 'trace_an': 0}
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id: 6911002
{'hecke_orbit_code': 33561362, 'n': 3, 'trace_an': 0}
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id: 6911003
{'hecke_orbit_code': 33561362, 'n': 4, 'trace_an': 100}
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id: 6911004
{'hecke_orbit_code': 33561362, 'n': 5, 'trace_an': 0}
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id: 6911005
{'hecke_orbit_code': 33561362, 'n': 6, 'trace_an': 0}
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id: 6911006
{'hecke_orbit_code': 33561362, 'n': 7, 'trace_an': 0}
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id: 6911007
{'hecke_orbit_code': 33561362, 'n': 8, 'trace_an': 0}
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id: 6911008
{'hecke_orbit_code': 33561362, 'n': 9, 'trace_an': 0}
-
id: 6911009
{'hecke_orbit_code': 33561362, 'n': 10, 'trace_an': 0}
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id: 6911010
{'hecke_orbit_code': 33561362, 'n': 11, 'trace_an': 0}
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id: 6911011
{'hecke_orbit_code': 33561362, 'n': 12, 'trace_an': 0}
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id: 6911012
{'hecke_orbit_code': 33561362, 'n': 13, 'trace_an': 0}
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id: 6911013
{'hecke_orbit_code': 33561362, 'n': 14, 'trace_an': 0}
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id: 6911014
{'hecke_orbit_code': 33561362, 'n': 15, 'trace_an': 0}
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id: 6911015
{'hecke_orbit_code': 33561362, 'n': 16, 'trace_an': 100}
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id: 6911016
{'hecke_orbit_code': 33561362, 'n': 17, 'trace_an': -16}
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id: 6911017
{'hecke_orbit_code': 33561362, 'n': 18, 'trace_an': 0}
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id: 6911018
{'hecke_orbit_code': 33561362, 'n': 19, 'trace_an': -16}
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id: 6911019
{'hecke_orbit_code': 33561362, 'n': 20, 'trace_an': 0}
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id: 6911020
{'hecke_orbit_code': 33561362, 'n': 21, 'trace_an': 0}
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id: 6911021
{'hecke_orbit_code': 33561362, 'n': 22, 'trace_an': -4}
-
id: 6911022
{'hecke_orbit_code': 33561362, 'n': 23, 'trace_an': -24}
-
id: 6911023
{'hecke_orbit_code': 33561362, 'n': 24, 'trace_an': 0}
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id: 6911024
{'hecke_orbit_code': 33561362, 'n': 25, 'trace_an': 100}
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id: 6911025
{'hecke_orbit_code': 33561362, 'n': 26, 'trace_an': -8}
-
id: 6911026
{'hecke_orbit_code': 33561362, 'n': 27, 'trace_an': 0}
-
id: 6911027
{'hecke_orbit_code': 33561362, 'n': 28, 'trace_an': 0}
-
id: 6911028
{'hecke_orbit_code': 33561362, 'n': 29, 'trace_an': -16}
-
id: 6911029
{'hecke_orbit_code': 33561362, 'n': 30, 'trace_an': 0}
-
id: 6911030
{'hecke_orbit_code': 33561362, 'n': 31, 'trace_an': -8}
-
id: 6911031
{'hecke_orbit_code': 33561362, 'n': 32, 'trace_an': 0}
-
id: 6911032
{'hecke_orbit_code': 33561362, 'n': 33, 'trace_an': 0}
-
id: 6911033
{'hecke_orbit_code': 33561362, 'n': 34, 'trace_an': 0}
-
id: 6911034
{'hecke_orbit_code': 33561362, 'n': 35, 'trace_an': 0}
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id: 6911035
{'hecke_orbit_code': 33561362, 'n': 36, 'trace_an': 0}
-
id: 6911036
{'hecke_orbit_code': 33561362, 'n': 37, 'trace_an': -24}
-
id: 6911037
{'hecke_orbit_code': 33561362, 'n': 38, 'trace_an': -24}
-
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