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{'Nk2': 2904, 'analytic_conductor': 16.768640657223727, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [6, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [23245050, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839750, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6.22.a.c', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.22.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{10}q^{2}+3^{10}q^{3}+2^{20}q^{4}-23245050q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6.22.a', 'trace_display': [1024, 59049, -23245050, -1322977768], 'trace_hash': 2051422668566039241, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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-
mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 1, 1], [[[2, 1], [3, -1]], 1, 1], [[[2, -1], [3, 1]], 1, 1]], 'ALdims': [0, 1, 1, 1], 'Nk2': 2904, 'analytic_conductor': 16.768640657223727, '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': [6, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 3, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098758, 'hecke_orbit_dims': [1, 1, 1], 'label': '6.22.a', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 23, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 22, 'trace_bound': 3, 'trace_display': [1024, 59049, 16153674, -1636375008], 'traces': [3, 1024, 59049, 3145728, 16153674, -60466176, -1636375008, 1073741824, 10460353203, 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mf_twists_nf • Show schema
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id: 2904
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.22.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '6.22.a.c', 'target_level': 6, 'twist_class_label': '6.22.a.c', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
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id: 2905
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.22.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.22.a.c', 'target_level': 18, 'twist_class_label': '6.22.a.c', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 2906
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.22.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.22.a.a', 'target_level': 48, 'twist_class_label': '6.22.a.c', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
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mf_hecke_charpolys • Show schema
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id: 23075
{'charpoly_factorization': [[[-1024, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 2}
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id: 23076
{'charpoly_factorization': [[[-59049, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 3}
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id: 23077
{'charpoly_factorization': [[[23245050, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 5}
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id: 23078
{'charpoly_factorization': [[[1322977768, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 7}
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id: 23079
{'charpoly_factorization': [[[109174443828, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 11}
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id: 23080
{'charpoly_factorization': [[[-468325115966, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 13}
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id: 23081
{'charpoly_factorization': [[[-2654798072562, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 17}
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id: 23082
{'charpoly_factorization': [[[43712786306860, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 19}
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id: 23083
{'charpoly_factorization': [[[216861233964744, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 23}
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id: 23084
{'charpoly_factorization': [[[-2535247265345310, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 29}
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id: 23085
{'charpoly_factorization': [[[-5132915444930672, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 31}
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id: 23086
{'charpoly_factorization': [[[8126962096433578, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 37}
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id: 23087
{'charpoly_factorization': [[[28546174551317718, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 41}
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id: 23088
{'charpoly_factorization': [[[-60426656396902316, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 43}
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id: 23089
{'charpoly_factorization': [[[316578527337771888, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 47}
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id: 23090
{'charpoly_factorization': [[[-237962956198086486, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 53}
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id: 23091
{'charpoly_factorization': [[[1932323017293179940, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 59}
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id: 23092
{'charpoly_factorization': [[[5540333075504971378, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 61}
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id: 23093
{'charpoly_factorization': [[[-19977690098489923172, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 67}
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id: 23094
{'charpoly_factorization': [[[43257338948428460568, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 71}
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id: 23095
{'charpoly_factorization': [[[-1683404149334166506, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 73}
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id: 23096
{'charpoly_factorization': [[[-159081535530354452960, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 79}
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id: 23097
{'charpoly_factorization': [[[265853420659068579564, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 83}
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id: 23098
{'charpoly_factorization': [[[17496064778396968710, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 89}
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id: 23099
{'charpoly_factorization': [[[361656712539028124638, 1], 1]], 'hecke_orbit_code': 9007199623839750, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '6.22.a.c', 'level': 6, 'portrait': 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', 'weight': 22}
-
mf_hecke_traces • Show schema
Hide schema
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id: 113982000
{'hecke_orbit_code': 9007199623839750, 'n': 1, 'trace_an': 1}
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id: 113982001
{'hecke_orbit_code': 9007199623839750, 'n': 2, 'trace_an': 1024}
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id: 113982002
{'hecke_orbit_code': 9007199623839750, 'n': 3, 'trace_an': 59049}
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id: 113982003
{'hecke_orbit_code': 9007199623839750, 'n': 4, 'trace_an': 1048576}
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id: 113982004
{'hecke_orbit_code': 9007199623839750, 'n': 5, 'trace_an': -23245050}
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id: 113982005
{'hecke_orbit_code': 9007199623839750, 'n': 6, 'trace_an': 60466176}
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id: 113982006
{'hecke_orbit_code': 9007199623839750, 'n': 7, 'trace_an': -1322977768}
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id: 113982007
{'hecke_orbit_code': 9007199623839750, 'n': 8, 'trace_an': 1073741824}
-
id: 113982008
{'hecke_orbit_code': 9007199623839750, 'n': 9, 'trace_an': 3486784401}
-
id: 113982009
{'hecke_orbit_code': 9007199623839750, 'n': 10, 'trace_an': -23802931200}
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id: 113982010
{'hecke_orbit_code': 9007199623839750, 'n': 11, 'trace_an': -109174443828}
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id: 113982011
{'hecke_orbit_code': 9007199623839750, 'n': 12, 'trace_an': 61917364224}
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id: 113982012
{'hecke_orbit_code': 9007199623839750, 'n': 13, 'trace_an': 468325115966}
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id: 113982013
{'hecke_orbit_code': 9007199623839750, 'n': 14, 'trace_an': -1354729234432}
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id: 113982014
{'hecke_orbit_code': 9007199623839750, 'n': 15, 'trace_an': -1372596957450}
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id: 113982015
{'hecke_orbit_code': 9007199623839750, 'n': 16, 'trace_an': 1099511627776}
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id: 113982016
{'hecke_orbit_code': 9007199623839750, 'n': 17, 'trace_an': 2654798072562}
-
id: 113982017
{'hecke_orbit_code': 9007199623839750, 'n': 18, 'trace_an': 3570467226624}
-
id: 113982018
{'hecke_orbit_code': 9007199623839750, 'n': 19, 'trace_an': -43712786306860}
-
id: 113982019
{'hecke_orbit_code': 9007199623839750, 'n': 20, 'trace_an': -24374201548800}
-
id: 113982020
{'hecke_orbit_code': 9007199623839750, 'n': 21, 'trace_an': -78120514222632}
-
id: 113982021
{'hecke_orbit_code': 9007199623839750, 'n': 22, 'trace_an': -111794630479872}
-
id: 113982022
{'hecke_orbit_code': 9007199623839750, 'n': 23, 'trace_an': -216861233964744}
-
id: 113982023
{'hecke_orbit_code': 9007199623839750, 'n': 24, 'trace_an': 63403380965376}
-
id: 113982024
{'hecke_orbit_code': 9007199623839750, 'n': 25, 'trace_an': 63495191299375}
-
id: 113982025
{'hecke_orbit_code': 9007199623839750, 'n': 26, 'trace_an': 479564918749184}
-
id: 113982026
{'hecke_orbit_code': 9007199623839750, 'n': 27, 'trace_an': 205891132094649}
-
id: 113982027
{'hecke_orbit_code': 9007199623839750, 'n': 28, 'trace_an': -1387242736058368}
-
id: 113982028
{'hecke_orbit_code': 9007199623839750, 'n': 29, 'trace_an': 2535247265345310}
-
id: 113982029
{'hecke_orbit_code': 9007199623839750, 'n': 30, 'trace_an': -1405539284428800}
-
id: 113982030
{'hecke_orbit_code': 9007199623839750, 'n': 31, 'trace_an': 5132915444930672}
-
id: 113982031
{'hecke_orbit_code': 9007199623839750, 'n': 32, 'trace_an': 1125899906842624}
-
id: 113982032
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id: 113982999
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