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{'Nk2': 38400, 'analytic_conductor': 197.7737610869273, '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': [384, 1, [127, 133, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 5, 'field_disc': 29987337973906080, 'field_disc_factorization': [[2, 5], [3, 2], [5, 1], [20824540259657, 1]], 'field_poly': [16772643, 2877633, 12258, -3854, -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': [[5, [3246201269068800, 4908777191680, -2911922816, -4996512, 772, 1]], [7, [24699995411682080, 123569166920528, 74139909200, -120691352, -38, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195696218496, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4831838208, 'hecke_ring_index_factorization': [[2, 29], [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': '384.10.a.m', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '384.10.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{4}q^{3}+(-154+\\beta _{1})q^{5}+(8-\\beta _{2}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '384.10.a', 'trace_display': [0, 405, -772, 38], 'trace_hash': 1049054672132895383, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_nf • Show schema
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3226, 76], [-12122892, -979830, 90, 466, 4], [-62948961, -8540586, -214362, 5198, 116], [-91076940, -23384574, -638094, 13546, 316]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '384.10.a.m', 'level': 384, 'maxp': 2999, 'weight': 10}
-
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{'AL_dims': [[[[2, -1], [3, -1]], 17, 4], [[[2, 1], [3, -1]], 19, 4], [[[2, -1], [3, 1]], 19, 4], [[[2, 1], [3, 1]], 17, 4]], 'ALdims': [17, 19, 19, 17], 'Nk2': 38400, 'analytic_conductor': 197.7737610869273, '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': [384, 1, [127, 133, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 560, 'dim': 72, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 167772544, 'hecke_orbit_dims': [4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5], 'label': '384.10.a', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 592, 'mf_new_dim': 72, 'num_forms': 16, 'plus_dim': 34, 'prim_orbit_index': 1, 'relative_dim': 72, 'sturm_bound': 640, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': 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mf_twists_nf • Show schema
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id: 287065
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.10.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '384.10.a.i', 'target_level': 384, 'twist_class_label': '384.10.a.i', 'twist_class_level': 384, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 287066
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.10.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '384.10.a.l', 'target_level': 384, 'twist_class_label': '384.10.a.i', 'twist_class_level': 384, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 287067
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.10.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '384.10.a.m', 'target_level': 384, 'twist_class_label': '384.10.a.i', 'twist_class_level': 384, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 287068
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 13, 'source_is_minimal': True, 'source_label': '384.10.a.m', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '384.10.a.p', 'target_level': 384, 'twist_class_label': '384.10.a.i', 'twist_class_level': 384, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 809275
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 54043195696218496, 'p': 2}
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id: 809276
{'charpoly_factorization': [[[-81, 1], 5]], 'hecke_orbit_code': 54043195696218496, 'p': 3}
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id: 809277
{'charpoly_factorization': [[[3246201269068800, 4908777191680, -2911922816, -4996512, 772, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 5}
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id: 809278
{'charpoly_factorization': [[[24699995411682080, 123569166920528, 74139909200, -120691352, -38, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 7}
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id: 809279
{'charpoly_factorization': [[[-16819523554810272013312, 3250329178321483008, 123195832830592, -5174292064, -41100, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 11}
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id: 809280
{'charpoly_factorization': [[[19094631468314986409893344, 392802454253628167248, -1754038328937296, -42625454808, 22486, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 13}
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id: 809281
{'charpoly_factorization': [[[-6514098883402442624657105376, 35922977569194538446928, 50482412305546064, -408329222616, 1130, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 17}
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id: 809282
{'charpoly_factorization': [[[58549817198094542620023619584, 290412098009936988835840, -489350753968313344, -1036436225664, 664712, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 19}
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id: 809283
{'charpoly_factorization': [[[-157964721396162061183360000, 91918292446050592339200, 57394749178466944, -1480733149792, 369972, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 23}
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id: 809284
{'charpoly_factorization': [[[1115485934347153855204198082150400, 59511615808214858559160320, -266995626131576678400, -34295942504256, 7390736, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 29}
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id: 809285
{'charpoly_factorization': [[[-2928620387530736373161454634368864, -2855092717897373985100964784, -884593382155732180080, -67367258478936, 9149938, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 31}
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id: 809286
{'charpoly_factorization': [[[6782459041486835924205126513770528, 2101802089482637786595570768, -714243827234698670512, -179407331170520, 11922058, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 37}
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id: 809287
{'charpoly_factorization': [[[-510280979679357249947153857160853600, 114543831032293692850972477776, -991998986694842331504, -710992754747544, 8471746, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 41}
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id: 809288
{'charpoly_factorization': [[[134330335188276569228600514969600000, 27797230949849326648885248000, -14325438776763811184640, -1070345346974976, 8948896, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 43}
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id: 809289
{'charpoly_factorization': [[[1602855534689828785788928029040419840, 626920796485259938268198532352, -35296690734604765242752, -3635785050908256, -5051660, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 47}
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id: 809290
{'charpoly_factorization': [[[-143579173771827060921895272995251814400, 9954264691176994890428157296640, 137036109118906498775040, -7533377557676352, -31431984, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 53}
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id: 809291
{'charpoly_factorization': [[[-2329296686167469804400183087827661767680, -77585553769353894563993089129216, 2222598922931438133699968, -1663906751892320, -204260948, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 59}
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id: 809292
{'charpoly_factorization': [[[72596220093930272795310167260998605600, -7115198946654417889534664113584, -1117221314656467870856496, -1111061843487064, 190850874, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 61}
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id: 809293
{'charpoly_factorization': [[[50721432190175877533441620981170089673728, -1627895785928962136520545375238912, 15874006478172799893523072, -30017486011188064, -274483500, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 67}
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id: 809294
{'charpoly_factorization': [[[441788900874796496447623724770865545620480, 3024963413719563792200915135759616, -30110126142235190627968128, -175126700380320096, 162722908, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 71}
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id: 809295
{'charpoly_factorization': [[[-60394073433354796127802565880176733698400, -2455690089034612670044855985859760, -17225206139050770406154480, 30214420009517032, 508927538, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 73}
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id: 809296
{'charpoly_factorization': [[[6547071019700613502469827392027355061700000, 21652874680969684646779712507410000, -122205689153460934000455920, -284611616057900760, 491411266, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 79}
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id: 809297
{'charpoly_factorization': [[[-1585777838237566961542881466875038576815104, 26926150649733097097058418676237568, 145577386918549606114935936, -227590227361839456, -766279260, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 83}
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id: 809298
{'charpoly_factorization': [[[70717030049834494934142355821385500844877024, -54271090987151970434554478492459440, -920489604062730403871573200, -844564682962343000, 954097990, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 89}
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id: 809299
{'charpoly_factorization': [[[306319702379505259514507275247301343140636000, 468186083663864677540719246454987600, -909119557500986140556561680, -1371570430465371672, 677085326, 1], 1]], 'hecke_orbit_code': 54043195696218496, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '384.10.a.m', 'level': 384, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 225064000
{'hecke_orbit_code': 54043195696218496, 'n': 1, 'trace_an': 5}
-
id: 225064001
{'hecke_orbit_code': 54043195696218496, 'n': 2, 'trace_an': 0}
-
id: 225064002
{'hecke_orbit_code': 54043195696218496, 'n': 3, 'trace_an': 405}
-
id: 225064003
{'hecke_orbit_code': 54043195696218496, 'n': 4, 'trace_an': 0}
-
id: 225064004
{'hecke_orbit_code': 54043195696218496, 'n': 5, 'trace_an': -772}
-
id: 225064005
{'hecke_orbit_code': 54043195696218496, 'n': 6, 'trace_an': 0}
-
id: 225064006
{'hecke_orbit_code': 54043195696218496, 'n': 7, 'trace_an': 38}
-
id: 225064007
{'hecke_orbit_code': 54043195696218496, 'n': 8, 'trace_an': 0}
-
id: 225064008
{'hecke_orbit_code': 54043195696218496, 'n': 9, 'trace_an': 32805}
-
id: 225064009
{'hecke_orbit_code': 54043195696218496, 'n': 10, 'trace_an': 0}
-
id: 225064010
{'hecke_orbit_code': 54043195696218496, 'n': 11, 'trace_an': 41100}
-
id: 225064011
{'hecke_orbit_code': 54043195696218496, 'n': 12, 'trace_an': 0}
-
id: 225064012
{'hecke_orbit_code': 54043195696218496, 'n': 13, 'trace_an': -22486}
-
id: 225064013
{'hecke_orbit_code': 54043195696218496, 'n': 14, 'trace_an': 0}
-
id: 225064014
{'hecke_orbit_code': 54043195696218496, 'n': 15, 'trace_an': -62532}
-
id: 225064015
{'hecke_orbit_code': 54043195696218496, 'n': 16, 'trace_an': 0}
-
id: 225064016
{'hecke_orbit_code': 54043195696218496, 'n': 17, 'trace_an': -1130}
-
id: 225064017
{'hecke_orbit_code': 54043195696218496, 'n': 18, 'trace_an': 0}
-
id: 225064018
{'hecke_orbit_code': 54043195696218496, 'n': 19, 'trace_an': -664712}
-
id: 225064019
{'hecke_orbit_code': 54043195696218496, 'n': 20, 'trace_an': 0}
-
id: 225064020
{'hecke_orbit_code': 54043195696218496, 'n': 21, 'trace_an': 3078}
-
id: 225064021
{'hecke_orbit_code': 54043195696218496, 'n': 22, 'trace_an': 0}
-
id: 225064022
{'hecke_orbit_code': 54043195696218496, 'n': 23, 'trace_an': -369972}
-
id: 225064023
{'hecke_orbit_code': 54043195696218496, 'n': 24, 'trace_an': 0}
-
id: 225064024
{'hecke_orbit_code': 54043195696218496, 'n': 25, 'trace_an': 823383}
-
id: 225064025
{'hecke_orbit_code': 54043195696218496, 'n': 26, 'trace_an': 0}
-
id: 225064026
{'hecke_orbit_code': 54043195696218496, 'n': 27, 'trace_an': 2657205}
-
id: 225064027
{'hecke_orbit_code': 54043195696218496, 'n': 28, 'trace_an': 0}
-
id: 225064028
{'hecke_orbit_code': 54043195696218496, 'n': 29, 'trace_an': -7390736}
-
id: 225064029
{'hecke_orbit_code': 54043195696218496, 'n': 30, 'trace_an': 0}
-
id: 225064030
{'hecke_orbit_code': 54043195696218496, 'n': 31, 'trace_an': -9149938}
-
id: 225064031
{'hecke_orbit_code': 54043195696218496, 'n': 32, 'trace_an': 0}
-
id: 225064032
{'hecke_orbit_code': 54043195696218496, 'n': 33, 'trace_an': 3329100}
-
id: 225064033
{'hecke_orbit_code': 54043195696218496, 'n': 34, 'trace_an': 0}
-
id: 225064034
{'hecke_orbit_code': 54043195696218496, 'n': 35, 'trace_an': -3167800}
-
id: 225064035
{'hecke_orbit_code': 54043195696218496, 'n': 36, 'trace_an': 0}
-
id: 225064036
{'hecke_orbit_code': 54043195696218496, 'n': 37, 'trace_an': -11922058}
-
id: 225064037
{'hecke_orbit_code': 54043195696218496, 'n': 38, 'trace_an': 0}
-
id: 225064038
{'hecke_orbit_code': 54043195696218496, 'n': 39, 'trace_an': -1821366}
-
id: 225064039
{'hecke_orbit_code': 54043195696218496, 'n': 40, 'trace_an': 0}
-
id: 225064040
{'hecke_orbit_code': 54043195696218496, 'n': 41, 'trace_an': -8471746}
-
id: 225064041
{'hecke_orbit_code': 54043195696218496, 'n': 42, 'trace_an': 0}
-
id: 225064042
{'hecke_orbit_code': 54043195696218496, 'n': 43, 'trace_an': -8948896}
-
id: 225064043
{'hecke_orbit_code': 54043195696218496, 'n': 44, 'trace_an': 0}
-
id: 225064044
{'hecke_orbit_code': 54043195696218496, 'n': 45, 'trace_an': -5065092}
-
id: 225064045
{'hecke_orbit_code': 54043195696218496, 'n': 46, 'trace_an': 0}
-
id: 225064046
{'hecke_orbit_code': 54043195696218496, 'n': 47, 'trace_an': 5051660}
-
id: 225064047
{'hecke_orbit_code': 54043195696218496, 'n': 48, 'trace_an': 0}
-
id: 225064048
{'hecke_orbit_code': 54043195696218496, 'n': 49, 'trace_an': 39616113}
-
id: 225064049
{'hecke_orbit_code': 54043195696218496, 'n': 50, 'trace_an': 0}
-
id: 225064050
{'hecke_orbit_code': 54043195696218496, 'n': 51, 'trace_an': -91530}
-
id: 225064051
{'hecke_orbit_code': 54043195696218496, 'n': 52, 'trace_an': 0}
-
id: 225064052
{'hecke_orbit_code': 54043195696218496, 'n': 53, 'trace_an': 31431984}
-
id: 225064053
{'hecke_orbit_code': 54043195696218496, 'n': 54, 'trace_an': 0}
-
id: 225064054
{'hecke_orbit_code': 54043195696218496, 'n': 55, 'trace_an': 67216}
-
id: 225064055
{'hecke_orbit_code': 54043195696218496, 'n': 56, 'trace_an': 0}
-
id: 225064056
{'hecke_orbit_code': 54043195696218496, 'n': 57, 'trace_an': -53841672}
-
id: 225064057
{'hecke_orbit_code': 54043195696218496, 'n': 58, 'trace_an': 0}
-
id: 225064058
{'hecke_orbit_code': 54043195696218496, 'n': 59, 'trace_an': 204260948}
-
id: 225064059
{'hecke_orbit_code': 54043195696218496, 'n': 60, 'trace_an': 0}
-
id: 225064060
{'hecke_orbit_code': 54043195696218496, 'n': 61, 'trace_an': -190850874}
-
id: 225064061
{'hecke_orbit_code': 54043195696218496, 'n': 62, 'trace_an': 0}
-
id: 225064062
{'hecke_orbit_code': 54043195696218496, 'n': 63, 'trace_an': 249318}
-
id: 225064063
{'hecke_orbit_code': 54043195696218496, 'n': 64, 'trace_an': 0}
-
id: 225064064
{'hecke_orbit_code': 54043195696218496, 'n': 65, 'trace_an': -165466760}
-
id: 225064065
{'hecke_orbit_code': 54043195696218496, 'n': 66, 'trace_an': 0}
-
id: 225064066
{'hecke_orbit_code': 54043195696218496, 'n': 67, 'trace_an': 274483500}
-
id: 225064067
{'hecke_orbit_code': 54043195696218496, 'n': 68, 'trace_an': 0}
-
id: 225064068
{'hecke_orbit_code': 54043195696218496, 'n': 69, 'trace_an': -29967732}
-
id: 225064069
{'hecke_orbit_code': 54043195696218496, 'n': 70, 'trace_an': 0}
-
id: 225064070
{'hecke_orbit_code': 54043195696218496, 'n': 71, 'trace_an': -162722908}
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