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{'Nk2': 18144, 'analytic_conductor': 80.83344518574224, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [504, 1, [127, 253, 281, 73], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1129, 'field_disc_factorization': [[1129, 1]], 'field_poly': [-282, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-4516, 0, 1]], [11, [-2016, 100, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394883850744, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '504.6.a.o', 'level': 504, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '168.6.a.j', 'nf_label': '2.2.1129.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{5}-7^{2}q^{7}+(-50+\\beta )q^{11}+(270+\\cdots)q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '504.6.a', 'trace_display': [0, 0, 0, -98], 'trace_hash': 2035082858414557588, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [4, 4, 6, 5, 4, 4, 5, 6], 'Nk2': 18144, 'analytic_conductor': 80.83344518574224, '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': [504, 1, [127, 253, 281, 73], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 464, 'dim': 38, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '504.6.a', 'level': 504, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 496, 'mf_new_dim': 38, 'num_forms': 23, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 0, 98, 0], 'traces': [38, 0, 0, 0, 98, 0, 0, 0, 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0, 25446092, 0, 90364740, 0, 0, 0, 94045494, 0, 78843224, 0, 0, 0, -32777672, 0, 4528384, 0, 0, 0, 47704888, 0, -48841370, 0, 0, 0, -94648664, 0, -7679328, 0, 0, 0, -98194580, 0, 34916720, 0, 0, 0, 70387216, 0, -68657618, 0, 0, 0, -1651888, 0, -40573648, 0, 0, 0, -169163508, 0, 10325514, 0, 0, 0, 21631022, 0, -46259920, 0, 0, 0, -26197152, 0, -109161414, 0, 0, 0, -24097344, 0, 86106114, 0, 0, 0, 52981536, 0, 40717828, 0, 0, 0, -83910368, 0, -26438360, 0, 0, 0, 20695836, 0, 7453520, 0, 0, 0, 140743916, 0, -157888744, 0, 0, 0, 36020044, 0, -20884976, 0, 0, 0, 125078648, 0, 84516872, 0, 0, 0, -42072248, 0, 84678656, 0, 0, 0, -106987236, 0, -17822552, 0, 0, 0, 105819464, 0, -181779056, 0, 0, 0, -19598334, 0, -62275872, 0, 0, 0, -145272224, 0, -1367032, 0, 0, 0, -65831552, 0, 2146494, 0, 0, 0, -102903120, 0, 27702292, 0, 0, 0, 25736370, 0, 31033280, 0, 0, 0, 115303948, 0, -165207628, 0, 0, 0, -82789036, 0, -41944848, 0, 0, 0, 40315240, 0, 123095862, 0, 0, 0, 141821476, 0, -166583656, 0, 0, 0, 102346754, 0, 43420370, 0, 0, 0, -6508820, 0, 10031880, 0, 0, 0, -120697284, 0, -31029612, 0, 0, 0, -76477696, 0, -54882112, 0, 0, 0, 102002960, 0, 19754918, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 357230
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '504.6.a.o', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '168.6.a.j', 'target_level': 168, 'twist_class_label': '168.6.a.j', 'twist_class_level': 168, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 357231
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '504.6.a.o', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '336.6.a.t', 'target_level': 336, 'twist_class_label': '168.6.a.j', 'twist_class_level': 168, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 357232
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '504.6.a.o', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '504.6.a.o', 'target_level': 504, 'twist_class_label': '168.6.a.j', 'twist_class_level': 168, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 357233
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '504.6.a.o', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 40, 'target_is_minimal': False, 'target_label': '1008.6.a.bn', 'target_level': 1008, 'twist_class_label': '168.6.a.j', 'twist_class_level': 168, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 976925
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394883850744, 'p': 2}
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id: 976926
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394883850744, 'p': 3}
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id: 976927
{'charpoly_factorization': [[[-4516, 0, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 5}
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id: 976928
{'charpoly_factorization': [[[49, 1], 2]], 'hecke_orbit_code': 63050394883850744, 'p': 7}
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id: 976929
{'charpoly_factorization': [[[-2016, 100, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 11}
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id: 976930
{'charpoly_factorization': [[[-216124, -540, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 13}
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id: 976931
{'charpoly_factorization': [[[291132, 1152, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 17}
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id: 976932
{'charpoly_factorization': [[[703600, -2944, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 19}
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id: 976933
{'charpoly_factorization': [[[-9041952, 2684, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 23}
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id: 976934
{'charpoly_factorization': [[[-3816396, 996, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 29}
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id: 976935
{'charpoly_factorization': [[[-15648640, -2616, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 31}
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id: 976936
{'charpoly_factorization': [[[-66389500, 3492, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 37}
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id: 976937
{'charpoly_factorization': [[[41275340, 17016, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 41}
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id: 976938
{'charpoly_factorization': [[[-14254896, -13640, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 43}
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id: 976939
{'charpoly_factorization': [[[-256355200, 11832, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 47}
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id: 976940
{'charpoly_factorization': [[[92341476, 37548, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 53}
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id: 976941
{'charpoly_factorization': [[[-649007184, -6320, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 59}
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id: 976942
{'charpoly_factorization': [[[288192468, -39764, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 61}
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id: 976943
{'charpoly_factorization': [[[-2746394832, 27376, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 67}
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id: 976944
{'charpoly_factorization': [[[-463415200, 35460, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 71}
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id: 976945
{'charpoly_factorization': [[[240971252, -64188, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 73}
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id: 976946
{'charpoly_factorization': [[[2285442560, 110088, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 79}
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id: 976947
{'charpoly_factorization': [[[-101210672, -5896, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 83}
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id: 976948
{'charpoly_factorization': [[[5624489484, 167160, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 89}
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id: 976949
{'charpoly_factorization': [[[-480666060, 11876, 1], 1]], 'hecke_orbit_code': 63050394883850744, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 15, 'label': '504.6.a.o', 'level': 504, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 60182089
{'hecke_orbit_code': 63050394883850744, 'n': 1, 'trace_an': 2}
-
id: 60182090
{'hecke_orbit_code': 63050394883850744, 'n': 2, 'trace_an': 0}
-
id: 60182091
{'hecke_orbit_code': 63050394883850744, 'n': 3, 'trace_an': 0}
-
id: 60182092
{'hecke_orbit_code': 63050394883850744, 'n': 4, 'trace_an': 0}
-
id: 60182093
{'hecke_orbit_code': 63050394883850744, 'n': 5, 'trace_an': 0}
-
id: 60182094
{'hecke_orbit_code': 63050394883850744, 'n': 6, 'trace_an': 0}
-
id: 60182095
{'hecke_orbit_code': 63050394883850744, 'n': 7, 'trace_an': -98}
-
id: 60182096
{'hecke_orbit_code': 63050394883850744, 'n': 8, 'trace_an': 0}
-
id: 60182097
{'hecke_orbit_code': 63050394883850744, 'n': 9, 'trace_an': 0}
-
id: 60182098
{'hecke_orbit_code': 63050394883850744, 'n': 10, 'trace_an': 0}
-
id: 60182099
{'hecke_orbit_code': 63050394883850744, 'n': 11, 'trace_an': -100}
-
id: 60182100
{'hecke_orbit_code': 63050394883850744, 'n': 12, 'trace_an': 0}
-
id: 60182101
{'hecke_orbit_code': 63050394883850744, 'n': 13, 'trace_an': 540}
-
id: 60182102
{'hecke_orbit_code': 63050394883850744, 'n': 14, 'trace_an': 0}
-
id: 60182103
{'hecke_orbit_code': 63050394883850744, 'n': 15, 'trace_an': 0}
-
id: 60182104
{'hecke_orbit_code': 63050394883850744, 'n': 16, 'trace_an': 0}
-
id: 60182105
{'hecke_orbit_code': 63050394883850744, 'n': 17, 'trace_an': -1152}
-
id: 60182106
{'hecke_orbit_code': 63050394883850744, 'n': 18, 'trace_an': 0}
-
id: 60182107
{'hecke_orbit_code': 63050394883850744, 'n': 19, 'trace_an': 2944}
-
id: 60182108
{'hecke_orbit_code': 63050394883850744, 'n': 20, 'trace_an': 0}
-
id: 60182109
{'hecke_orbit_code': 63050394883850744, 'n': 21, 'trace_an': 0}
-
id: 60182110
{'hecke_orbit_code': 63050394883850744, 'n': 22, 'trace_an': 0}
-
id: 60182111
{'hecke_orbit_code': 63050394883850744, 'n': 23, 'trace_an': -2684}
-
id: 60182112
{'hecke_orbit_code': 63050394883850744, 'n': 24, 'trace_an': 0}
-
id: 60182113
{'hecke_orbit_code': 63050394883850744, 'n': 25, 'trace_an': 2782}
-
id: 60182114
{'hecke_orbit_code': 63050394883850744, 'n': 26, 'trace_an': 0}
-
id: 60182115
{'hecke_orbit_code': 63050394883850744, 'n': 27, 'trace_an': 0}
-
id: 60182116
{'hecke_orbit_code': 63050394883850744, 'n': 28, 'trace_an': 0}
-
id: 60182117
{'hecke_orbit_code': 63050394883850744, 'n': 29, 'trace_an': -996}
-
id: 60182118
{'hecke_orbit_code': 63050394883850744, 'n': 30, 'trace_an': 0}
-
id: 60182119
{'hecke_orbit_code': 63050394883850744, 'n': 31, 'trace_an': 2616}
-
id: 60182120
{'hecke_orbit_code': 63050394883850744, 'n': 32, 'trace_an': 0}
-
id: 60182121
{'hecke_orbit_code': 63050394883850744, 'n': 33, 'trace_an': 0}
-
id: 60182122
{'hecke_orbit_code': 63050394883850744, 'n': 34, 'trace_an': 0}
-
id: 60182123
{'hecke_orbit_code': 63050394883850744, 'n': 35, 'trace_an': 0}
-
id: 60182124
{'hecke_orbit_code': 63050394883850744, 'n': 36, 'trace_an': 0}
-
id: 60182125
{'hecke_orbit_code': 63050394883850744, 'n': 37, 'trace_an': -3492}
-
id: 60182126
{'hecke_orbit_code': 63050394883850744, 'n': 38, 'trace_an': 0}
-
id: 60182127
{'hecke_orbit_code': 63050394883850744, 'n': 39, 'trace_an': 0}
-
id: 60182128
{'hecke_orbit_code': 63050394883850744, 'n': 40, 'trace_an': 0}
-
id: 60182129
{'hecke_orbit_code': 63050394883850744, 'n': 41, 'trace_an': -17016}
-
id: 60182130
{'hecke_orbit_code': 63050394883850744, 'n': 42, 'trace_an': 0}
-
id: 60182131
{'hecke_orbit_code': 63050394883850744, 'n': 43, 'trace_an': 13640}
-
id: 60182132
{'hecke_orbit_code': 63050394883850744, 'n': 44, 'trace_an': 0}
-
id: 60182133
{'hecke_orbit_code': 63050394883850744, 'n': 45, 'trace_an': 0}
-
id: 60182134
{'hecke_orbit_code': 63050394883850744, 'n': 46, 'trace_an': 0}
-
id: 60182135
{'hecke_orbit_code': 63050394883850744, 'n': 47, 'trace_an': -11832}
-
id: 60182136
{'hecke_orbit_code': 63050394883850744, 'n': 48, 'trace_an': 0}
-
id: 60182137
{'hecke_orbit_code': 63050394883850744, 'n': 49, 'trace_an': 4802}
-
id: 60182138
{'hecke_orbit_code': 63050394883850744, 'n': 50, 'trace_an': 0}
-
id: 60182139
{'hecke_orbit_code': 63050394883850744, 'n': 51, 'trace_an': 0}
-
id: 60182140
{'hecke_orbit_code': 63050394883850744, 'n': 52, 'trace_an': 0}
-
id: 60182141
{'hecke_orbit_code': 63050394883850744, 'n': 53, 'trace_an': -37548}
-
id: 60182142
{'hecke_orbit_code': 63050394883850744, 'n': 54, 'trace_an': 0}
-
id: 60182143
{'hecke_orbit_code': 63050394883850744, 'n': 55, 'trace_an': -9032}
-
id: 60182144
{'hecke_orbit_code': 63050394883850744, 'n': 56, 'trace_an': 0}
-
id: 60182145
{'hecke_orbit_code': 63050394883850744, 'n': 57, 'trace_an': 0}
-
id: 60182146
{'hecke_orbit_code': 63050394883850744, 'n': 58, 'trace_an': 0}
-
id: 60182147
{'hecke_orbit_code': 63050394883850744, 'n': 59, 'trace_an': 6320}
-
id: 60182148
{'hecke_orbit_code': 63050394883850744, 'n': 60, 'trace_an': 0}
-
id: 60182149
{'hecke_orbit_code': 63050394883850744, 'n': 61, 'trace_an': 39764}
-
id: 60182150
{'hecke_orbit_code': 63050394883850744, 'n': 62, 'trace_an': 0}
-
id: 60182151
{'hecke_orbit_code': 63050394883850744, 'n': 63, 'trace_an': 0}
-
id: 60182152
{'hecke_orbit_code': 63050394883850744, 'n': 64, 'trace_an': 0}
-
id: 60182153
{'hecke_orbit_code': 63050394883850744, 'n': 65, 'trace_an': -72256}
-
id: 60182154
{'hecke_orbit_code': 63050394883850744, 'n': 66, 'trace_an': 0}
-
id: 60182155
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{'hecke_orbit_code': 63050394883850744, 'n': 991, 'trace_an': -14915776}
-
id: 60182346
{'hecke_orbit_code': 63050394883850744, 'n': 997, 'trace_an': -4948732}