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{'Nk2': 20736, 'analytic_conductor': 110.6414180005808, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [144, 1, [127, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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, [3630, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398710808720, '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': False, 'label': '144.12.a.e', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.12.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3630q^{5}-32936q^{7}-758748q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '144.12.a', 'trace_display': [0, 0, -3630, -32936], 'trace_hash': 1778312650381837524, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.069', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.277', 'prec': 17}, 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-
mf_hecke_nf • Show schema
Hide schema
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'hecke_orbit_code': 18014398710808720, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '144.12.a.e', 'level': 144, 'maxp': 2999, 'weight': 12}
-
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{'ALdims': [6, 8, 5, 8], 'Nk2': 20736, 'analytic_conductor': 110.6414180005808, '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': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 252, 'dim': 27, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 201326736, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3], 'label': '144.12.a', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 276, 'mf_new_dim': 28, 'num_forms': 20, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 288, 'trace_bound': 5, 'trace_display': [0, 0, -1320, 34540], 'traces': [27, 0, 0, 0, -1320, 0, 34540, 0, 0, 0, -753576, 0, 123022, 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-36099471722440224, 0, 20132571481940828, 0, 0, 0, 23475260184898176, 0, -59646239611651954, 0, 0, 0, -3271448600005584, 0, -21424828079462384, 0, 0, 0, -42358910643044640, 0, -65152855861985746, 0, 0, 0, 530792160420216, 0, 37016384221740096, 0, 0, 0, 67034347678107192, 0, 24110183563725012, 0, 0, 0, -8691060504741840, 0, -50632874670560640, 0, 0, 0, -100021972497903120, 0, -26634472359499413, 0, 0, 0, 22550728034452272, 0, 96424637956671972, 0, 0, 0, 113784049225534392, 0, 40491589393306912, 0, 0, 0, -5940115149732432, 0, -66977057999146992, 0, 0, 0, -128683500940277232, 0, 36053901036204096, 0, 0, 0, 11067569073532608, 0, -11445048174725428, 0, 0, 0, 195238278250866480, 0, -35747342545162694, 0, 0, 0], 'weight': 12, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 122606
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '6.12.a.c', 'target_level': 6, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 122607
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '18.12.a.a', 'target_level': 18, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 122608
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '48.12.a.d', 'target_level': 48, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 122609
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '144.12.a.e', 'target_level': 144, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 122610
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.12.a.a', 'target_level': 150, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 122611
{'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '150.12.c.e', 'target_level': 150, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 12}
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id: 122612
{'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '162.12.c.b', 'target_level': 162, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 122613
{'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '162.12.c.i', 'target_level': 162, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 122614
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.12.a.c', 'target_level': 192, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 122615
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.12.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '192.12.a.m', 'target_level': 192, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 12}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 386200
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 2}
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id: 386201
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 3}
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id: 386202
{'charpoly_factorization': [[[3630, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 5}
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id: 386203
{'charpoly_factorization': [[[32936, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 7}
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id: 386204
{'charpoly_factorization': [[[758748, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 11}
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id: 386205
{'charpoly_factorization': [[[2482858, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 13}
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id: 386206
{'charpoly_factorization': [[[8290386, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 17}
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id: 386207
{'charpoly_factorization': [[[-10867300, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 19}
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id: 386208
{'charpoly_factorization': [[[-20539272, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 23}
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id: 386209
{'charpoly_factorization': [[[28814550, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 29}
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id: 386210
{'charpoly_factorization': [[[150501392, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 31}
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id: 386211
{'charpoly_factorization': [[[319891714, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 37}
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id: 386212
{'charpoly_factorization': [[[-368008998, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 41}
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id: 386213
{'charpoly_factorization': [[[620469572, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 43}
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id: 386214
{'charpoly_factorization': [[[-2763110256, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 47}
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id: 386215
{'charpoly_factorization': [[[-268284258, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 53}
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id: 386216
{'charpoly_factorization': [[[-1672894740, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 59}
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id: 386217
{'charpoly_factorization': [[[7787197498, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 61}
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id: 386218
{'charpoly_factorization': [[[18706694156, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 67}
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id: 386219
{'charpoly_factorization': [[[8346990888, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 71}
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id: 386220
{'charpoly_factorization': [[[-19641746522, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 73}
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id: 386221
{'charpoly_factorization': [[[-5873807200, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 79}
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id: 386222
{'charpoly_factorization': [[[-8492558172, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 83}
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id: 386223
{'charpoly_factorization': [[[75527864010, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 89}
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id: 386224
{'charpoly_factorization': [[[82356782494, 1], 1]], 'hecke_orbit_code': 18014398710808720, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '144.12.a.e', 'level': 144, 'portrait': 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', 'weight': 12}
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mf_hecke_traces • Show schema
Hide schema
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id: 156275000
{'hecke_orbit_code': 18014398710808720, 'n': 1, 'trace_an': 1}
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id: 156275001
{'hecke_orbit_code': 18014398710808720, 'n': 2, 'trace_an': 0}
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id: 156275002
{'hecke_orbit_code': 18014398710808720, 'n': 3, 'trace_an': 0}
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id: 156275003
{'hecke_orbit_code': 18014398710808720, 'n': 4, 'trace_an': 0}
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id: 156275004
{'hecke_orbit_code': 18014398710808720, 'n': 5, 'trace_an': -3630}
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