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{'Nk2': 25600, 'analytic_conductor': 146.44268579608368, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [64, 1, [63, 5], [1, 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': [[3, [50652, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599962914880, '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': '64.20.a.b', 'level': 64, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '1.20.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-50652q^{3}+2377410q^{5}-16917544q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.20.a', 'trace_display': [0, -50652, 2377410, -16917544], 'trace_hash': 1906336443020772176, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.039', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.117', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.319', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.788', 'prec': 17}], 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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]], 18, 9], [[[2, 1]], 19, 8]], 'ALdims': [19, 18], 'Nk2': 25600, 'analytic_conductor': 146.44268579608368, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 146, 'dim': 37, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 335544384, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '64.20.a', 'level': 64, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 158, 'mf_new_dim': 39, 'num_forms': 17, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 37, 'sturm_bound': 160, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [37, 0, 0, 0, 2, 0, 0, 0, 13559717113, 0, 0, 0, 51826863306, 0, 0, 0, 28242853386, 0, 0, 0, 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0, 0, -4123280150645744517822529515562304, 0, 0, 0, 17712793096089322404318356988842816, 0, 0, 0, -3005760115643406491474262663154614, 0, 0, 0, 11549517842587425118908586306190272, 0, 0, 0, 1752566775600215074033535317739904, 0, 0, 0, -17712875766051512598341072834743462, 0, 0, 0, -5033675635993754841285465479412256, 0, 0, 0, -7924903963575258227019774444293630, 0, 0, 0, 1366885686365476625023470791677952, 0, 0, 0, 30636821207740388430761095477377502, 0, 0, 0, 453765434854757713512219517116132, 0, 0, 0, 8736223324678415151167332823721920, 0, 0, 0, -131190439842342583684810442350912, 0, 0, 0, -19877010799559162931709475408335404, 0, 0, 0, 2301009176995998792040973533795840, 0, 0, 0, -8367619241869839914011158224151744, 0, 0, 0, -1684761140302531690056181243786718, 0, 0, 0, 20763785076750126144707656186328714, 0, 0, 0, 2065205031655578222957350393127680, 0, 0, 0, 6808209322952821873275699216741092, 0, 0, 0, -6010564475172422796695288876406270, 0, 0, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 56187
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.20.a.a', 'target_level': 1, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 56188
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.20.a.a', 'target_level': 9, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 20}
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id: 56189
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.20.a.a', 'target_level': 16, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 20}
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id: 56190
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.20.a.a', 'target_level': 25, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 20}
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id: 56191
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.20.b.a', 'target_level': 25, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 20}
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id: 56192
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.20.a.b', 'target_level': 49, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 20}
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id: 56193
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.20.a.b', 'target_level': 64, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
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id: 56194
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '64.20.a.b', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '64.20.a.h', 'target_level': 64, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
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mf_hecke_charpolys • Show schema
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id: 209450
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 2}
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id: 209451
{'charpoly_factorization': [[[50652, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 3}
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id: 209452
{'charpoly_factorization': [[[-2377410, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 5}
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id: 209453
{'charpoly_factorization': [[[16917544, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 7}
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id: 209454
{'charpoly_factorization': [[[-16212108, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 11}
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id: 209455
{'charpoly_factorization': [[[50421615062, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 13}
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id: 209456
{'charpoly_factorization': [[[-225070099506, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 17}
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id: 209457
{'charpoly_factorization': [[[-1710278572660, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 19}
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id: 209458
{'charpoly_factorization': [[[-14036534788872, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 23}
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id: 209459
{'charpoly_factorization': [[[1137835269510, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 29}
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id: 209460
{'charpoly_factorization': [[[104626880141728, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 31}
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id: 209461
{'charpoly_factorization': [[[-169392327370594, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 37}
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id: 209462
{'charpoly_factorization': [[[3309984750560838, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 41}
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id: 209463
{'charpoly_factorization': [[[1127913532193492, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 43}
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id: 209464
{'charpoly_factorization': [[[-3498693987674256, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 47}
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id: 209465
{'charpoly_factorization': [[[29956294112980302, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 53}
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id: 209466
{'charpoly_factorization': [[[58391397642732420, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 59}
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id: 209467
{'charpoly_factorization': [[[23373685132672742, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 61}
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id: 209468
{'charpoly_factorization': [[[-205102524257382244, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 67}
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id: 209469
{'charpoly_factorization': [[[177902341950417768, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 71}
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id: 209470
{'charpoly_factorization': [[[-299853775038660122, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 73}
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id: 209471
{'charpoly_factorization': [[[92227090144007440, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 79}
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id: 209472
{'charpoly_factorization': [[[1208542823470585932, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 83}
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id: 209473
{'charpoly_factorization': [[[-4371201192290304330, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 89}
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id: 209474
{'charpoly_factorization': [[[635013222218448094, 1], 1]], 'hecke_orbit_code': 4503599962914880, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '64.20.a.b', 'level': 64, 'portrait': 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', 'weight': 20}
-
mf_hecke_traces • Show schema
Hide schema
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id: 77491000
{'hecke_orbit_code': 4503599962914880, 'n': 1, 'trace_an': 1}
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id: 77491001
{'hecke_orbit_code': 4503599962914880, 'n': 2, 'trace_an': 0}
-
id: 77491002
{'hecke_orbit_code': 4503599962914880, 'n': 3, 'trace_an': -50652}
-
id: 77491003
{'hecke_orbit_code': 4503599962914880, 'n': 4, 'trace_an': 0}
-
id: 77491004
{'hecke_orbit_code': 4503599962914880, 'n': 5, 'trace_an': 2377410}
-
id: 77491005
{'hecke_orbit_code': 4503599962914880, 'n': 6, 'trace_an': 0}
-
id: 77491006
{'hecke_orbit_code': 4503599962914880, 'n': 7, 'trace_an': -16917544}
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id: 77491007
{'hecke_orbit_code': 4503599962914880, 'n': 8, 'trace_an': 0}
-
id: 77491008
{'hecke_orbit_code': 4503599962914880, 'n': 9, 'trace_an': 1403363637}
-
id: 77491009
{'hecke_orbit_code': 4503599962914880, 'n': 10, 'trace_an': 0}
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id: 77491010
{'hecke_orbit_code': 4503599962914880, 'n': 11, 'trace_an': 16212108}
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id: 77491011
{'hecke_orbit_code': 4503599962914880, 'n': 12, 'trace_an': 0}
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id: 77491012
{'hecke_orbit_code': 4503599962914880, 'n': 13, 'trace_an': -50421615062}
-
id: 77491013
{'hecke_orbit_code': 4503599962914880, 'n': 14, 'trace_an': 0}
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id: 77491014
{'hecke_orbit_code': 4503599962914880, 'n': 15, 'trace_an': -120420571320}
-
id: 77491015
{'hecke_orbit_code': 4503599962914880, 'n': 16, 'trace_an': 0}
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id: 77491016
{'hecke_orbit_code': 4503599962914880, 'n': 17, 'trace_an': 225070099506}
-
id: 77491017
{'hecke_orbit_code': 4503599962914880, 'n': 18, 'trace_an': 0}
-
id: 77491018
{'hecke_orbit_code': 4503599962914880, 'n': 19, 'trace_an': 1710278572660}
-
id: 77491019
{'hecke_orbit_code': 4503599962914880, 'n': 20, 'trace_an': 0}
-
id: 77491020
{'hecke_orbit_code': 4503599962914880, 'n': 21, 'trace_an': 856907438688}
-
id: 77491021
{'hecke_orbit_code': 4503599962914880, 'n': 22, 'trace_an': 0}
-
id: 77491022
{'hecke_orbit_code': 4503599962914880, 'n': 23, 'trace_an': 14036534788872}
-
id: 77491023
{'hecke_orbit_code': 4503599962914880, 'n': 24, 'trace_an': 0}
-
id: 77491024
{'hecke_orbit_code': 4503599962914880, 'n': 25, 'trace_an': -13421408020025}
-
id: 77491025
{'hecke_orbit_code': 4503599962914880, 'n': 26, 'trace_an': 0}
-
id: 77491026
{'hecke_orbit_code': 4503599962914880, 'n': 27, 'trace_an': -12212307114840}
-
id: 77491027
{'hecke_orbit_code': 4503599962914880, 'n': 28, 'trace_an': 0}
-
id: 77491028
{'hecke_orbit_code': 4503599962914880, 'n': 29, 'trace_an': -1137835269510}
-
id: 77491029
{'hecke_orbit_code': 4503599962914880, 'n': 30, 'trace_an': 0}
-
id: 77491030
{'hecke_orbit_code': 4503599962914880, 'n': 31, 'trace_an': -104626880141728}
-
id: 77491031
{'hecke_orbit_code': 4503599962914880, 'n': 32, 'trace_an': 0}
-
id: 77491032
{'hecke_orbit_code': 4503599962914880, 'n': 33, 'trace_an': -821175694416}
-
id: 77491033
{'hecke_orbit_code': 4503599962914880, 'n': 34, 'trace_an': 0}
-
id: 77491034
{'hecke_orbit_code': 4503599962914880, 'n': 35, 'trace_an': -40219938281040}
-
id: 77491035
{'hecke_orbit_code': 4503599962914880, 'n': 36, 'trace_an': 0}
-
id: 77491036
{'hecke_orbit_code': 4503599962914880, 'n': 37, 'trace_an': 169392327370594}
-
id: 77491037
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