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mf_newspaces • Show schema
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{'Nk2': 1764, 'analytic_conductor': 5.340613181461819, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [196, 2, [99, 101], [2, 1]], 'conrey_index': 97, 'cusp_dim': 44, 'dim': 6, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68769808580, 'hecke_orbit_dims': [2, 4], 'label': '196.3.b', 'level': 196, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 68, 'mf_new_dim': 6, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 6, 'sturm_bound': 84, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [6, 0, 0, 0, 0, 0, 0, 0, 8, 0, 6, 0, 0, 0, -66, 0, 0, 0, 0, 0, 0, 0, 86, 0, -64, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, -66, 0, 136, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, -222, 0, -90, 0, 0, 0, 134, 0, 0, 0, 0, 0, 0, 0, 144, 0, 14, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 94, 0, 54, 0, 0, 0, -114, 0, 0, 0, 0, 0, 0, 0, -294, 0, -302, 0, 0, 0, -188, 0, 0, 0, 0, 0, 0, 0, 38, 0, 478, 0, 0, 0, 260, 0, 0, 0, 0, 0, 0, 0, 260, 0, 16, 0, 0, 0, 188, 0, 0, 0, 0, 0, 0, 0, 298, 0, -434, 0, 0, 0, -26, 0, 0, 0, 0, 0, 0, 0, 86, 0, 22, 0, 0, 0, -490, 0, 0, 0, 0, 0, 0, 0, -170, 0, -262, 0, 0, 0, -922, 0, 0, 0, 0, 0, 0, 0, 314, 0, 854, 0, 0, 0, -34, 0, 0, 0, 0, 0, 0, 0, -146, 0, -386, 0, 0, 0, 556, 0, 0, 0, 0, 0, 0, 0, -744, 0, -212, 0, 0, 0, 1236, 0, 0, 0, 0, 0, 0, 0, 298, 0, -264, 0, 0, 0, 1156, 0, 0, 0, 0, 0, 0, 0, -434, 0, 474, 0, 0, 0, 124, 0, 0, 0, 0, 0, 0, 0, -1112, 0, 1264, 0, 0, 0, -894, 0, 0, 0, 0, 0, 0, 0, 680, 0, -1394, 0, 0, 0, -890, 0, 0, 0, 0, 0, 0, 0, 524, 0, 390, 0, 0, 0, -1500, 0, 0, 0, 0, 0, 0, 0, -360, 0, -1240, 0, 0, 0, 638, 0, 0, 0, 0, 0, 0, 0, 402, 0, 1434, 0, 0, 0, 150, 0, 0, 0, 0, 0, 0, 0, 1590, 0, -1156, 0, 0, 0, 1158, 0, 0, 0, 0, 0, 0, 0, -74, 0, 500, 0, 0, 0, 804, 0, 0, 0, 0, 0, 0, 0, -1926, 0, 38, 0, 0, 0, -816, 0, 0, 0, 0, 0, 0, 0, 822, 0, -440, 0, 0, 0, -578, 0, 0, 0, 0, 0, 0, 0, 2550, 0, 1994, 0, 0, 0, -1716, 0, 0, 0, 0, 0, 0, 0, -2664, 0, -2018, 0, 0, 0, -962, 0, 0, 0, 0, 0, 0, 0, -1482, 0, 2352, 0, 0, 0, 1698, 0, 0, 0, 0, 0, 0, 0, 3160, 0, -2616, 0, 0, 0, 1436, 0, 0, 0, 0, 0, 0, 0, -256, 0, 1094, 0, 0, 0, 956, 0, 0, 0, 0, 0, 0, 0, -1378, 0, -1294, 0, 0, 0, -332, 0, 0, 0, 0, 0, 0, 0, 1966, 0, -1314, 0, 0, 0, -3260, 0, 0, 0, 0, 0, 0, 0, 1186, 0, 2804, 0, 0, 0, 76, 0, 0, 0, 0, 0, 0, 0, -3688, 0, -1642, 0, 0, 0, -780, 0, 0, 0, 0, 0, 0, 0, -2242, 0, 2992, 0, 0, 0, 3014, 0, 0, 0, 0, 0, 0, 0, 1058, 0, -1046, 0, 0, 0, 2830, 0, 0, 0, 0, 0, 0, 0, -294, 0, -308, 0, 0, 0, 1640, 0, 0, 0, 0, 0, 0, 0, -3402, 0, 1112, 0, 0, 0, 188, 0, 0, 0, 0, 0, 0, 0, 2490, 0, -858, 0, 0, 0, -1986, 0, 0, 0, 0, 0, 0, 0, 2430, 0, 1734, 0, 0, 0, -3204, 0, 0, 0, 0, 0, 0, 0, -2638, 0, -5296, 0, 0, 0, 1078, 0, 0, 0, 0, 0, 0, 0, 1610, 0, 2350, 0, 0, 0, 1652, 0, 0, 0, 0, 0, 0, 0, 4832, 0, -146, 0, 0, 0, 1884, 0, 0, 0, 0, 0, 0, 0, 102, 0, 722, 0, 0, 0, -684, 0, 0, 0, 0, 0, 0, 0, -3304, 0, 2238, 0, 0, 0, -6148, 0, 0, 0, 0, 0, 0, 0, -226, 0, -4414, 0, 0, 0, -4884, 0, 0, 0, 0, 0, 0, 0, 940, 0, 2224, 0, 0, 0, -3164, 0, 0, 0, 0, 0, 0, 0, 1762, 0, -2226, 0, 0, 0, 2894, 0, 0, 0, 0, 0, 0, 0, -2424, 0, 2736, 0, 0, 0, 4260, 0, 0, 0, 0, 0, 0, 0, 2734, 0, -1900, 0, 0, 0, 5632, 0, 0, 0, 0, 0, 0, 0, 1866, 0, 440, 0, 0, 0, 2654, 0, 0, 0, 0, 0, 0, 0, -4494, 0, 1718, 0, 0, 0, -260, 0, 0, 0, 0, 0, 0, 0, 534, 0, -1624, 0, 0, 0, -4860, 0, 0, 0, 0, 0, 0, 0, 3180, 0, 4696, 0, 0, 0, -850, 0, 0, 0, 0, 0, 0, 0, -2552, 0, -3556, 0, 0, 0, 1446, 0, 0, 0, 0, 0, 0, 0, -1280, 0, 794, 0, 0, 0, 2022, 0, 0, 0, 0, 0, 0, 0, 1346, 0, -3042, 0, 0, 0, 2950, 0, 0, 0, 0, 0, 0, 0, -4154, 0, 382, 0, 0, 0, -2820, 0, 0, 0, 0, 0, 0, 0, -752, 0, 1078, 0, 0, 0, -3150, 0, 0, 0, 0, 0, 0, 0, 906, 0, -3886, 0, 0, 0, -4780, 0, 0, 0, 0, 0, 0, 0, 3310, 0, 6634, 0, 0, 0, -2846, 0, 0, 0, 0, 0, 0, 0, -3042, 0, -1944, 0, 0, 0, -100, 0, 0, 0, 0, 0, 0, 0, -2690, 0, 3706, 0, 0, 0, 5216, 0, 0, 0, 0, 0, 0, 0, 5328, 0, -2938, 0, 0, 0, 7148, 0, 0, 0, 0, 0, 0, 0, 2174, 0, -1400, 0, 0, 0, 4820, 0, 0, 0, 0, 0, 0, 0, -5590, 0, 474, 0, 0, 0, 278, 0, 0, 0, 0, 0, 0, 0, 1174, 0, -2824, 0, 0, 0, -1340, 0, 0, 0, 0, 0, 0, 0, 2336, 0, 2076, 0, 0, 0, -1412, 0, 0, 0, 0, 0, 0, 0, -9160, 0, -5682, 0, 0, 0, -2172, 0, 0, 0, 0, 0, 0, 0, 860, 0, 6254, 0, 0, 0, 3094, 0, 0, 0, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 151537
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '196.3.b', 'level': 196, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 1, 'sub_label': '7.3.b', 'sub_level': 7, 'sub_mult': 6, 'weight': 3}
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id: 151534
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '196.3.b', 'level': 196, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 2, 'sub_label': '28.3.b', 'sub_level': 28, 'sub_mult': 2, 'weight': 3}
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id: 151535
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '196.3.b', 'level': 196, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 48, 'sub_conrey_indexes': [48], 'sub_dim': 4, 'sub_label': '49.3.b', 'sub_level': 49, 'sub_mult': 3, 'weight': 3}
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id: 151536
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '196.3.b', 'level': 196, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 97, 'sub_conrey_indexes': [97], 'sub_dim': 8, 'sub_label': '98.3.b', 'sub_level': 98, 'sub_mult': 2, 'weight': 3}
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id: 151533
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '196.3.b', 'level': 196, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 97, 'sub_conrey_indexes': [97], 'sub_dim': 6, 'sub_label': '196.3.b', 'sub_level': 196, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '196.3.b', 'level': 196, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 19151000
{'hecke_orbit_code': 68769808580, 'n': 1, 'trace_an': 6}
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id: 19151001
{'hecke_orbit_code': 68769808580, 'n': 2, 'trace_an': 0}
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