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{'Nk2': 7452, 'analytic_conductor': 33.19945070128699, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [23, -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': [207, 1, [47, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 108417997225, 'field_disc_factorization': [[5, 2], [109, 1], [941, 1], [42281, 1]], 'field_poly': [2197, 1404, -257, -113, 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': [[2, [6440, 1740, -770, -107, 8, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237515983, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 32, 'hecke_ring_index_factorization': [[2, 5]], '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': '207.6.a.f', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'minimal_twist': '69.6.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta _{2})q^{2}+(24-\\beta _{2}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '207.6.a', 'trace_display': [-8, 0, -94, 272], 'trace_hash': 1950484226563121440, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.664', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.717', 'prec': 20}, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [23, 1]], 15, 4], [[[3, -1], [23, -1]], 12, 3], [[[3, 1], [23, -1]], 10, 1], [[[3, 1], [23, 1]], 10, 1]], 'ALdims': [10, 10, 15, 12], 'Nk2': 7452, 'analytic_conductor': 33.19945070128699, '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': [207, 1, [47, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 116, 'dim': 47, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663503, 'hecke_orbit_dims': [2, 3, 3, 4, 4, 5, 6, 10, 10], 'label': '207.6.a', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 124, 'mf_new_dim': 47, 'num_forms': 9, 'plus_dim': 22, 'prim_orbit_index': 1, 'relative_dim': 47, 'sturm_bound': 144, 'trace_bound': 4, 'trace_display': [-8, 0, -16, 98], 'traces': [47, -8, 0, 800, -16, 0, 98, 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mf_twists_cc • Show schema
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id: 45072792
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 22517998237515983, 'source_is_minimal': False, 'source_label': '207.6.a.f.1.5', 'source_level': 207, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 22517998237515983, 'target_is_minimal': False, 'target_label': '207.6.a.f.1.5', 'target_level': 207, 'twist_class_label': '69.6.a.e.1.1', 'twist_class_level': 69, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 45072793
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 22517998237515983, 'source_is_minimal': False, 'source_label': '207.6.a.f.1.5', 'source_level': 207, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145349, 'target_is_minimal': True, 'target_label': '69.6.a.e.1.1', 'target_level': 69, 'twist_class_label': '69.6.a.e.1.1', 'twist_class_level': 69, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 45072794
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 22517998237515983, 'source_is_minimal': False, 'source_label': '207.6.a.f.1.5', 'source_level': 207, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 76561193765962832, 'target_is_minimal': False, 'target_label': '1104.6.a.r.1.5', 'target_level': 1104, 'twist_class_label': '69.6.a.e.1.1', 'twist_class_level': 69, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 510750
{'charpoly_factorization': [[[6440, 1740, -770, -107, 8, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 2}
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id: 510751
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 22517998237515983, 'p': 3}
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id: 510752
{'charpoly_factorization': [[[1296820224, 7019776, -941728, -9412, 94, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 5}
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id: 510753
{'charpoly_factorization': [[[-1413831904, -136960224, 2364440, 8964, -272, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 7}
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id: 510754
{'charpoly_factorization': [[[-5578745996288, -63217955584, -182462016, 144912, 1100, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 11}
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id: 510755
{'charpoly_factorization': [[[-2474410088160, -99589342320, -490490640, -365096, 978, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 13}
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id: 510756
{'charpoly_factorization': [[[-13327498013440, -314262009600, -337647680, 1404748, 2522, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 17}
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id: 510757
{'charpoly_factorization': [[[3010484594372960, -12155163321120, 14349684600, -4228108, -2060, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 19}
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id: 510758
{'charpoly_factorization': [[[-529, 1], 5]], 'hecke_orbit_code': 22517998237515983, 'p': 23}
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id: 510759
{'charpoly_factorization': [[[-321077683424449440, 278387272580880, 35016763280, -49105544, 1526, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 29}
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id: 510760
{'charpoly_factorization': [[[16557143540917248, -11345767296000, -31920628544, 437104, 7392, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 31}
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id: 510761
{'charpoly_factorization': [[[84165275968030880, 14275410551760, -118822183280, -13572728, 8210, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 37}
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id: 510762
{'charpoly_factorization': [[[225943602625608439712, -15270087820165296, -7880216624752, -293297688, 21250, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 41}
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id: 510763
{'charpoly_factorization': [[[-239100903419662675872, 49174513307987040, 533272451576, -447278508, 4548, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 43}
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id: 510764
{'charpoly_factorization': [[[-945972181885566910464, 193920884674686976, 2009810793728, -882704752, 536, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 47}
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id: 510765
{'charpoly_factorization': [[[-774921456044861703936, -43031658091872448, 20148540401360, -974674548, -11482, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 53}
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id: 510766
{'charpoly_factorization': [[[10470095217655513202688, -402125524395219968, -49842241849920, 514568688, 74676, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 59}
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id: 510767
{'charpoly_factorization': [[[1194743717850416160, -125247918659625520, -11771098826800, 214301064, 44618, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 61}
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id: 510768
{'charpoly_factorization': [[[-1144044359384208339424, 650574262058706912, -27683158835768, -2709666380, 1412, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 67}
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id: 510769
{'charpoly_factorization': [[[424567206634946329673728, 11320178672395489280, -281487303913984, -7554678976, 37912, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 71}
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id: 510770
{'charpoly_factorization': [[[2792963077516550435168, 977910679949935696, 66492374421360, -2018921304, -46546, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 73}
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id: 510771
{'charpoly_factorization': [[[-395506076189500660853664, 2361477741365623584, 568163217678280, -8823710876, -50544, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 79}
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id: 510772
{'charpoly_factorization': [[[294063739541977138842624, 15328688118239528192, -636243818529216, -9243278864, 89588, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 83}
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id: 510773
{'charpoly_factorization': [[[-2800309266664783257522176, -107084925144961105856, -610285590892496, 19791083228, 280410, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 89}
-
id: 510774
{'charpoly_factorization': [[[558965178927512973359456, -41635589139920255984, 1021916488616848, -6254051272, -90074, 1], 1]], 'hecke_orbit_code': 22517998237515983, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '207.6.a.f', 'level': 207, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 169454000
{'hecke_orbit_code': 22517998237515983, 'n': 1, 'trace_an': 5}
-
id: 169454001
{'hecke_orbit_code': 22517998237515983, 'n': 2, 'trace_an': -8}
-
id: 169454002
{'hecke_orbit_code': 22517998237515983, 'n': 3, 'trace_an': 0}
-
id: 169454003
{'hecke_orbit_code': 22517998237515983, 'n': 4, 'trace_an': 118}
-
id: 169454004
{'hecke_orbit_code': 22517998237515983, 'n': 5, 'trace_an': -94}
-
id: 169454005
{'hecke_orbit_code': 22517998237515983, 'n': 6, 'trace_an': 0}
-
id: 169454006
{'hecke_orbit_code': 22517998237515983, 'n': 7, 'trace_an': 272}
-
id: 169454007
{'hecke_orbit_code': 22517998237515983, 'n': 8, 'trace_an': -258}
-
id: 169454008
{'hecke_orbit_code': 22517998237515983, 'n': 9, 'trace_an': 0}
-
id: 169454009
{'hecke_orbit_code': 22517998237515983, 'n': 10, 'trace_an': -172}
-
id: 169454010
{'hecke_orbit_code': 22517998237515983, 'n': 11, 'trace_an': -1100}
-
id: 169454011
{'hecke_orbit_code': 22517998237515983, 'n': 12, 'trace_an': 0}
-
id: 169454012
{'hecke_orbit_code': 22517998237515983, 'n': 13, 'trace_an': -978}
-
id: 169454013
{'hecke_orbit_code': 22517998237515983, 'n': 14, 'trace_an': 344}
-
id: 169454014
{'hecke_orbit_code': 22517998237515983, 'n': 15, 'trace_an': 0}
-
id: 169454015
{'hecke_orbit_code': 22517998237515983, 'n': 16, 'trace_an': 1218}
-
id: 169454016
{'hecke_orbit_code': 22517998237515983, 'n': 17, 'trace_an': -2522}
-
id: 169454017
{'hecke_orbit_code': 22517998237515983, 'n': 18, 'trace_an': 0}
-
id: 169454018
{'hecke_orbit_code': 22517998237515983, 'n': 19, 'trace_an': 2060}
-
id: 169454019
{'hecke_orbit_code': 22517998237515983, 'n': 20, 'trace_an': -7720}
-
id: 169454020
{'hecke_orbit_code': 22517998237515983, 'n': 21, 'trace_an': 0}
-
id: 169454021
{'hecke_orbit_code': 22517998237515983, 'n': 22, 'trace_an': -2572}
-
id: 169454022
{'hecke_orbit_code': 22517998237515983, 'n': 23, 'trace_an': 2645}
-
id: 169454023
{'hecke_orbit_code': 22517998237515983, 'n': 24, 'trace_an': 0}
-
id: 169454024
{'hecke_orbit_code': 22517998237515983, 'n': 25, 'trace_an': 12035}
-
id: 169454025
{'hecke_orbit_code': 22517998237515983, 'n': 26, 'trace_an': -9280}
-
id: 169454026
{'hecke_orbit_code': 22517998237515983, 'n': 27, 'trace_an': 0}
-
id: 169454027
{'hecke_orbit_code': 22517998237515983, 'n': 28, 'trace_an': 8072}
-
id: 169454028
{'hecke_orbit_code': 22517998237515983, 'n': 29, 'trace_an': -1526}
-
id: 169454029
{'hecke_orbit_code': 22517998237515983, 'n': 30, 'trace_an': 0}
-
id: 169454030
{'hecke_orbit_code': 22517998237515983, 'n': 31, 'trace_an': -7392}
-
id: 169454031
{'hecke_orbit_code': 22517998237515983, 'n': 32, 'trace_an': 5086}
-
id: 169454032
{'hecke_orbit_code': 22517998237515983, 'n': 33, 'trace_an': 0}
-
id: 169454033
{'hecke_orbit_code': 22517998237515983, 'n': 34, 'trace_an': -15608}
-
id: 169454034
{'hecke_orbit_code': 22517998237515983, 'n': 35, 'trace_an': -6056}
-
id: 169454035
{'hecke_orbit_code': 22517998237515983, 'n': 36, 'trace_an': 0}
-
id: 169454036
{'hecke_orbit_code': 22517998237515983, 'n': 37, 'trace_an': -8210}
-
id: 169454037
{'hecke_orbit_code': 22517998237515983, 'n': 38, 'trace_an': 14276}
-
id: 169454038
{'hecke_orbit_code': 22517998237515983, 'n': 39, 'trace_an': 0}
-
id: 169454039
{'hecke_orbit_code': 22517998237515983, 'n': 40, 'trace_an': -37472}
-
id: 169454040
{'hecke_orbit_code': 22517998237515983, 'n': 41, 'trace_an': -21250}
-
id: 169454041
{'hecke_orbit_code': 22517998237515983, 'n': 42, 'trace_an': 0}
-
id: 169454042
{'hecke_orbit_code': 22517998237515983, 'n': 43, 'trace_an': -4548}
-
id: 169454043
{'hecke_orbit_code': 22517998237515983, 'n': 44, 'trace_an': 4260}
-
id: 169454044
{'hecke_orbit_code': 22517998237515983, 'n': 45, 'trace_an': 0}
-
id: 169454045
{'hecke_orbit_code': 22517998237515983, 'n': 46, 'trace_an': -4232}
-
id: 169454046
{'hecke_orbit_code': 22517998237515983, 'n': 47, 'trace_an': -536}
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id: 169454047
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