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mf_newspaces • Show schema
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{'Nk2': 2430, 'analytic_conductor': 7.356967137728017, 'char_conductor': 45, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 6, 'char_parity': -1, 'char_values': [270, 6, [191, 217], [1, 3]], 'conrey_index': 89, 'cusp_dim': 192, 'dim': 24, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 618525622542, 'hecke_orbit_dims': [8, 16], 'label': '270.3.j', 'level': 270, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 240, 'mf_new_dim': 24, 'num_forms': 2, 'prim_orbit_index': 8, 'relative_dim': 12, 'sturm_bound': 162, 'trace_bound': 1, 'trace_display': [0, 0, -18, 0], 'traces': [24, 0, 0, -24, -18, 0, 0, 0, 0, 0, -36, 0, 0, 36, 0, -48, 0, 0, 0, 36, 0, 0, 0, 0, -6, 0, 0, 0, -36, 0, -60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, -24, 0, 0, 108, -288, 0, 0, 0, 0, -156, -72, 0, 0, 36, 0, 48, 0, 0, 192, 414, 0, 0, 0, 0, 48, 0, 0, 0, -144, 0, 0, 0, 0, 132, 0, 0, 0, 0, 0, 48, 432, 0, 0, 0, 0, 168, 0, 0, -84, -540, 0, 0, 0, 0, 24, -1332, 0, 0, 0, 0, -240, 0, 0, 72, 612, 0, 0, 0, 0, -150, 0, 0, 0, 1296, 0, 96, 0, 0, -120, 0, 0, 0, 0, 0, -216, 1548, 0, 0, 0, 0, 0, 0, 0, 180, -396, 0, 0, 0, 0, -372, -432, 0, 0, -1728, 0, 444, 0, 0, 480, -18, 0, 0, 0, 0, 0, 0, 0, 0, -288, 0, -132, 0, 0, 360, 0, 0, 0, 0, 0, 270, 144, 0, 0, 0, 0, -1920, 0, 0, 24, -324, 0, 0, 0, 0, 336, -2124, 0, 0, 1152, 0, 216, 0, 0, -1008, 576, 0, 0, 0, 0, 18, 0, 0, 0, 2016, 0, 588, 0, 0, 84, 0, 0, 0, 0, 0, 156, 2952, 0, 0, 0, 0, 960, 0, 0, -444, -1728, 0, 0, 0, 0, 228, -72, 0, 0, -1836, 0, -696, 0, 0, -192, 972, 0, 0, 0, 0, -624, 0, 0, 0, -2196, 0, -192, 0, 0, -816, 0, 0, 0, 0, 0, -1224, -720, 0, 0, 0, 0, 1248, 0, 0, -48, 198, 0, 0, 0, 0, -192, -2088, 0, 0, 1728, 0, 264, 0, 0, 3864, 2088, 0, 0, 0, 0, 1062, 0, 0, 0, 1476, 0, -792, 0, 0, 0, 0, 0, 0, 0, 0, 180, 684, 0, 0, 0, 0, -528, 0, 0, 588, -144, 0, 0, 0, 0, 564, 1800, 0, 0, -3564, 0, -324, 0, 0, -1464, -1962, 0, 0, 0, 0, 96, 0, 0, 0, -864, 0, 0, 0, 0, 108, 0, 0, 0, 0, 0, 1404, -1728, 0, 0, 0, 0, 2232, 0, 0, -168, 756, 0, 0, 0, 0, -720, 1224, 0, 0, 4320, 0, -168, 0, 0, -4848, 1080, 0, 0, 0, 0, -1206, 0, 0, 0, 1440, 0, 432, 0, 0, -480, 0, 0, 0, 0, 0, -24, 2340, 0, 0, 0, 0, -312, 0, 0, -588, -2808, 0, 0, 0, 0, 996, 0, 0, 0, 540, 0, 636, 0, 0, 960, -2376, 0, 0, 0, 0, 972, 0, 0, 0, -5904, 0, -72, 0, 0, 2004, 0, 0, 0, 0, 0, 840, -2556, 0, 0, 0, 0, -3480, 0, 0, 1128, 5130, 0, 0, 0, 0, 600, -900, 0, 0, 144, 0, 624, 0, 0, -1704, 2232, 0, 0, 0, 0, 1164, 0, 0, 0, 5652, 0, -96, 0, 0, 192, 0, 0, 0, 0, 0, 120, -5652, 0, 0, 0, 0, 480, 0, 0, -1716, -648, 0, 0, 0, 0, -1764, 3888, 0, 0, -5724, 0, -696, 0, 0, -1152, -6246, 0, 0, 0, 0, -432, 0, 0, 0, -3096, 0, 1368, 0, 0, -3756, 0, 0, 0, 0, 0, -3084, 792, 0, 0, 0, 0, 5376, 0, 0, 0, 6192, 0, 0, 0, 0, -1032, 2592, 0, 0, 6048, 0, 360, 0, 0, 6168, 792, 0, 0, 0, 0, -666, 0, 0, 0, 1980, 0, -1380, 0, 0, 1212, 0, 0, 0, 0, 0, 372, 144, 0, 0, 0, 0, -3456, 0, 0, 2784, -2412, 0, 0, 0, 0, 2160, 3456, 0, 0, -3780, 0, -900, 0, 0, -1776, -4716, 0, 0, 0, 0, 1272, 0, 0, 0, -5868, 0, -480, 0, 0, -396, 0, 0, 0, 0, 0, 1338, -3168, 0, 0, 0, 0, 0, 0, 0, -1776, 7416, 0, 0, 0, 0, 0, 2808, 0, 0, 5184, 0, -1488, 0, 0, -3240, 2664, 0, 0, 0, 0, -2754, 0, 0, 0, 1620, 0, -252, 0, 0, -264, 0, 0, 0, 0, 0, -456, -6660, 0, 0, 0, 0, -1440, 0, 0, -372, -2448, 0, 0, 0, 0, 3372, 3276, 0, 0, -3312, 0, 3900, 0, 0, 4368, -8118, 0, 0, 0, 0, 540, 0, 0, 0, -288, 0, 1824, 0, 0, 3444, 0, 0, 0, 0, 0, 2718, -4752, 0, 0, 0, 0, -4272, 0, 0, 1920, 2214, 0, 0, 0, 0, 3216, 5256, 0, 0, 7920, 0, 48, 0, 0, -3264, 648, 0, 0, 0, 0, 2202, 0, 0, 0, 6804, 0, 1116, 0, 0, 864, 0, 0, 0, 0, 0, -336, 3420, 0, 0, 0, 0, 5136, 0, 0, -4524, -4608, 0, 0, 0, 0, -8676, -2304, 0, 0, -4248, 0, 48, 0, 0, -864, -702, 0, 0, 0, 0, -2364, 0, 0, 0, -10368, 0, 1008, 0, 0, -4728, 0, 0, 0, 0, 0, -5154, -3528, 0, 0, 0, 0, 1920, 0, 0, -1392, 8136, 0, 0, 0, 0, -72, -2808, 0, 0, 864, 0, 336, 0, 0, 12792, 3888, 0, 0, 0, 0, -498, 0, 0, 0, -1188, 0, -552, 0, 0, 1176, 0, 0, 0, 0, 0, 216, -4032, 0, 0, 0, 0, -336, 0, 0, 6276, 468, 0, 0, 0, 0, 2388, 7488, 0, 0, 3276, 0, -4860, 0, 0, -2496, -4068, 0, 0, 0, 0, 312, 0, 0, 0, -5904, 0, -5508, 0, 0, -384, 0, 0, 0, 0, 0, 912, 288, 0, 0, 0, 0, -768, 0, 0, -960, -3780, 0, 0, 0, 0, -4680, 396, 0, 0, 8496, 0, -888, 0, 0, -6720, 3456, 0, 0, 0, 0, -1236, 0, 0, 0, 11412, 0, 1464, 0, 0, -4080, 0, 0, 0, 0, 0, -228, 1476, 0, 0, 0, 0, -2976, 0, 0, -2520, -4392, 0, 0, 0, 0, 4716, 3672, 0, 0, -1404, 0, 72, 0, 0, 2784, 702, 0, 0, 0, 0, -72, 0, 0, 0, -4392, 0, 192, 0, 0, 11112, 0, 0, 0, 0, 0, 5724, -2736, 0, 0, 0, 0, -4656, 0, 0, 4800, 72, 0, 0, 0, 0, 2496], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 170749
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 89, 'conrey_indexes': [89, 179], 'label': '270.3.j', 'level': 270, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 14, 'sub_conrey_indexes': [14, 29], 'sub_dim': 20, 'sub_label': '45.3.h', 'sub_level': 45, 'sub_mult': 4, 'weight': 3}
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id: 170750
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 89, 'conrey_indexes': [89, 179], 'label': '270.3.j', 'level': 270, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29, 59], 'sub_dim': 24, 'sub_label': '90.3.j', 'sub_level': 90, 'sub_mult': 2, 'weight': 3}
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id: 170747
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 89, 'conrey_indexes': [89, 179], 'label': '270.3.j', 'level': 270, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 44, 'sub_conrey_indexes': [44, 89], 'sub_dim': 20, 'sub_label': '135.3.h', 'sub_level': 135, 'sub_mult': 2, 'weight': 3}
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id: 170748
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 89, 'conrey_indexes': [89, 179], 'label': '270.3.j', 'level': 270, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 89, 'sub_conrey_indexes': [89, 179], 'sub_dim': 24, 'sub_label': '270.3.j', 'sub_level': 270, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 10, 'label': '270.3.j', 'level': 270, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 88531000
{'hecke_orbit_code': 618525622542, 'n': 1, 'trace_an': 24}
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id: 88531001
{'hecke_orbit_code': 618525622542, 'n': 2, 'trace_an': 0}
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id: 88531002
{'hecke_orbit_code': 618525622542, 'n': 3, 'trace_an': 0}
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id: 88531003
{'hecke_orbit_code': 618525622542, 'n': 4, 'trace_an': -24}
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id: 88531004
{'hecke_orbit_code': 618525622542, 'n': 5, 'trace_an': -18}
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id: 88531005
{'hecke_orbit_code': 618525622542, 'n': 6, 'trace_an': 0}
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id: 88531006
{'hecke_orbit_code': 618525622542, 'n': 7, 'trace_an': 0}
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id: 88531007
{'hecke_orbit_code': 618525622542, 'n': 8, 'trace_an': 0}
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id: 88531008
{'hecke_orbit_code': 618525622542, 'n': 9, 'trace_an': 0}
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id: 88531009
{'hecke_orbit_code': 618525622542, 'n': 10, 'trace_an': 0}
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id: 88531010
{'hecke_orbit_code': 618525622542, 'n': 11, 'trace_an': -36}
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id: 88531011
{'hecke_orbit_code': 618525622542, 'n': 12, 'trace_an': 0}
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id: 88531012
{'hecke_orbit_code': 618525622542, 'n': 13, 'trace_an': 0}
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id: 88531013
{'hecke_orbit_code': 618525622542, 'n': 14, 'trace_an': 36}
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id: 88531014
{'hecke_orbit_code': 618525622542, 'n': 15, 'trace_an': 0}
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id: 88531015
{'hecke_orbit_code': 618525622542, 'n': 16, 'trace_an': -48}
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id: 88531016
{'hecke_orbit_code': 618525622542, 'n': 17, 'trace_an': 0}
-
id: 88531017
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