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{'Nk2': 20520, 'analytic_conductor': 91.41877729339896, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, 1], [19, 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': [570, 1, [191, 457, 211], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 1381296289233, 'field_disc_factorization': [[3, 1], [7, 1], [16361, 1], [4020293, 1]], 'field_poly': [894635, 13833, -2696, -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': [[7, [-28902608, 3099264, -44636, -108, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627834, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 144, 'hecke_ring_index_factorization': [[2, 4], [3, 2]], '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': '570.6.a.i', 'level': 570, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'minimal_twist': '570.6.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-9q^{3}+2^{4}q^{4}-5^{2}q^{5}+6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '570.6.a', 'trace_display': [-16, -36, -100, 108], 'trace_hash': 1564461962238701185, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.900', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_cc • Show schema
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'label': '570.6.a.i.1.3', 'level': 570, 'weight': 6}
-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 36028797119627834, 'source_is_minimal': True, 'source_label': '570.6.a.i.1.3', 'source_level': 570, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 36028797119627834, 'target_is_minimal': True, 'target_label': '570.6.a.i.1.3', 'target_level': 570, 'twist_class_label': '570.6.a.i.1.3', 'twist_class_level': 570, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1061675
{'charpoly_factorization': [[[4, 1], 4]], 'hecke_orbit_code': 36028797119627834, 'p': 2}
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id: 1061676
{'charpoly_factorization': [[[9, 1], 4]], 'hecke_orbit_code': 36028797119627834, 'p': 3}
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id: 1061677
{'charpoly_factorization': [[[25, 1], 4]], 'hecke_orbit_code': 36028797119627834, 'p': 5}
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id: 1061678
{'charpoly_factorization': [[[-28902608, 3099264, -44636, -108, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 7}
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id: 1061679
{'charpoly_factorization': [[[701793648, -15079008, -9932, 460, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 11}
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id: 1061680
{'charpoly_factorization': [[[11914965360, -39431472, -458804, -296, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 13}
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id: 1061681
{'charpoly_factorization': [[[2073578773936, -1537808432, -3784080, 412, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 17}
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id: 1061682
{'charpoly_factorization': [[[361, 1], 4]], 'hecke_orbit_code': 36028797119627834, 'p': 19}
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id: 1061683
{'charpoly_factorization': [[[56213471217472, 5977932912, -19403228, 768, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 23}
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id: 1061684
{'charpoly_factorization': [[[-60017099567280, 87199017936, -36523028, 1828, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 29}
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id: 1061685
{'charpoly_factorization': [[[41853614930176, 72220633856, -21298464, -3856, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 31}
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id: 1061686
{'charpoly_factorization': [[[3115018277471248, 524186875264, -123580236, -11456, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 37}
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id: 1061687
{'charpoly_factorization': [[[2632223620987216, -588507899840, -90431676, 12904, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 41}
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id: 1061688
{'charpoly_factorization': [[[-3038489551438992, 2993005327536, -229056084, -15096, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 43}
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id: 1061689
{'charpoly_factorization': [[[-32236059411847872, 11593812328560, -683041596, -17040, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 47}
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id: 1061690
{'charpoly_factorization': [[[17922605392887552, 2372336961984, -309234372, -16728, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 53}
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id: 1061691
{'charpoly_factorization': [[[23400815487909120, -7041708536832, -438473264, 19760, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 59}
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id: 1061692
{'charpoly_factorization': [[[-163477708527909104, 13633040712448, 271515384, -47168, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 61}
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id: 1061693
{'charpoly_factorization': [[[-543492099741975296, 8190283055808, 2763662464, -104580, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 67}
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id: 1061694
{'charpoly_factorization': [[[42728187302599680, -13883956124544, -625254320, 36764, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 71}
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id: 1061695
{'charpoly_factorization': [[[27581810741693424, -11274640174320, 1498213024, -74356, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 73}
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id: 1061696
{'charpoly_factorization': [[[7631945090504232960, 207960107094528, -4481239040, -80920, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 79}
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id: 1061697
{'charpoly_factorization': [[[287793922567281664, 51786142040256, -2652174980, -19416, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 83}
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id: 1061698
{'charpoly_factorization': [[[1343399662426671120, 9502557411168, -3035256044, 4760, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 89}
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id: 1061699
{'charpoly_factorization': [[[12954908604295659888, 1113462908705664, -7828021788, -139572, 1], 1]], 'hecke_orbit_code': 36028797119627834, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '570.6.a.i', 'level': 570, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 200722000
{'hecke_orbit_code': 36028797119627834, 'n': 1, 'trace_an': 4}
-
id: 200722001
{'hecke_orbit_code': 36028797119627834, 'n': 2, 'trace_an': -16}
-
id: 200722002
{'hecke_orbit_code': 36028797119627834, 'n': 3, 'trace_an': -36}
-
id: 200722003
{'hecke_orbit_code': 36028797119627834, 'n': 4, 'trace_an': 64}
-
id: 200722004
{'hecke_orbit_code': 36028797119627834, 'n': 5, 'trace_an': -100}
-
id: 200722005
{'hecke_orbit_code': 36028797119627834, 'n': 6, 'trace_an': 144}
-
id: 200722006
{'hecke_orbit_code': 36028797119627834, 'n': 7, 'trace_an': 108}
-
id: 200722007
{'hecke_orbit_code': 36028797119627834, 'n': 8, 'trace_an': -256}
-
id: 200722008
{'hecke_orbit_code': 36028797119627834, 'n': 9, 'trace_an': 324}
-
id: 200722009
{'hecke_orbit_code': 36028797119627834, 'n': 10, 'trace_an': 400}
-
id: 200722010
{'hecke_orbit_code': 36028797119627834, 'n': 11, 'trace_an': -460}
-
id: 200722011
{'hecke_orbit_code': 36028797119627834, 'n': 12, 'trace_an': -576}
-
id: 200722012
{'hecke_orbit_code': 36028797119627834, 'n': 13, 'trace_an': 296}
-
id: 200722013
{'hecke_orbit_code': 36028797119627834, 'n': 14, 'trace_an': -432}
-
id: 200722014
{'hecke_orbit_code': 36028797119627834, 'n': 15, 'trace_an': 900}
-
id: 200722015
{'hecke_orbit_code': 36028797119627834, 'n': 16, 'trace_an': 1024}
-
id: 200722016
{'hecke_orbit_code': 36028797119627834, 'n': 17, 'trace_an': -412}
-
id: 200722017
{'hecke_orbit_code': 36028797119627834, 'n': 18, 'trace_an': -1296}
-
id: 200722018
{'hecke_orbit_code': 36028797119627834, 'n': 19, 'trace_an': -1444}
-
id: 200722019
{'hecke_orbit_code': 36028797119627834, 'n': 20, 'trace_an': -1600}
-
id: 200722020
{'hecke_orbit_code': 36028797119627834, 'n': 21, 'trace_an': -972}
-
id: 200722021
{'hecke_orbit_code': 36028797119627834, 'n': 22, 'trace_an': 1840}
-
id: 200722022
{'hecke_orbit_code': 36028797119627834, 'n': 23, 'trace_an': -768}
-
id: 200722023
{'hecke_orbit_code': 36028797119627834, 'n': 24, 'trace_an': 2304}
-
id: 200722024
{'hecke_orbit_code': 36028797119627834, 'n': 25, 'trace_an': 2500}
-
id: 200722025
{'hecke_orbit_code': 36028797119627834, 'n': 26, 'trace_an': -1184}
-
id: 200722026
{'hecke_orbit_code': 36028797119627834, 'n': 27, 'trace_an': -2916}
-
id: 200722027
{'hecke_orbit_code': 36028797119627834, 'n': 28, 'trace_an': 1728}
-
id: 200722028
{'hecke_orbit_code': 36028797119627834, 'n': 29, 'trace_an': -1828}
-
id: 200722029
{'hecke_orbit_code': 36028797119627834, 'n': 30, 'trace_an': -3600}
-
id: 200722030
{'hecke_orbit_code': 36028797119627834, 'n': 31, 'trace_an': 3856}
-
id: 200722031
{'hecke_orbit_code': 36028797119627834, 'n': 32, 'trace_an': -4096}
-
id: 200722032
{'hecke_orbit_code': 36028797119627834, 'n': 33, 'trace_an': 4140}
-
id: 200722033
{'hecke_orbit_code': 36028797119627834, 'n': 34, 'trace_an': 1648}
-
id: 200722034
{'hecke_orbit_code': 36028797119627834, 'n': 35, 'trace_an': -2700}
-
id: 200722035
{'hecke_orbit_code': 36028797119627834, 'n': 36, 'trace_an': 5184}
-
id: 200722036
{'hecke_orbit_code': 36028797119627834, 'n': 37, 'trace_an': 11456}
-
id: 200722037
{'hecke_orbit_code': 36028797119627834, 'n': 38, 'trace_an': 5776}
-
id: 200722038
{'hecke_orbit_code': 36028797119627834, 'n': 39, 'trace_an': -2664}
-
id: 200722039
{'hecke_orbit_code': 36028797119627834, 'n': 40, 'trace_an': 6400}
-
id: 200722040
{'hecke_orbit_code': 36028797119627834, 'n': 41, 'trace_an': -12904}
-
id: 200722041
{'hecke_orbit_code': 36028797119627834, 'n': 42, 'trace_an': 3888}
-
id: 200722042
{'hecke_orbit_code': 36028797119627834, 'n': 43, 'trace_an': 15096}
-
id: 200722043
{'hecke_orbit_code': 36028797119627834, 'n': 44, 'trace_an': -7360}
-
id: 200722044
{'hecke_orbit_code': 36028797119627834, 'n': 45, 'trace_an': -8100}
-
id: 200722045
{'hecke_orbit_code': 36028797119627834, 'n': 46, 'trace_an': 3072}
-
id: 200722046
{'hecke_orbit_code': 36028797119627834, 'n': 47, 'trace_an': 17040}
-
id: 200722047
{'hecke_orbit_code': 36028797119627834, 'n': 48, 'trace_an': -9216}
-
id: 200722048
{'hecke_orbit_code': 36028797119627834, 'n': 49, 'trace_an': 33708}
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{'hecke_orbit_code': 36028797119627834, 'n': 1000, 'trace_an': 4000000}