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mf_newforms • Show schema
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{'Nk2': 891, 'analytic_conductor': 4.4811647106724, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 10, 'conrey_indexes': [10], 'dim': 6, 'field_disc': -13364216879959774180800, 'field_disc_factorization': [[-1, 1], [2, 6], [3, 4], [5, 2], [7, 1], [121372483, 2]], 'field_poly': [40320000, 0, 436560, 0, 1374, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [40320000, 0, 436560, 0, 1374, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668497842187, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 640, 'hecke_ring_index_factorization': [[2, 7], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.9.b.b', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.9.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-6-\\beta _{4})q^{3}+(-203+3\\beta _{3}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.9.b', 'trace_display': [0, -36, -448, 0], 'trace_hash': 156458871463977120, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.531', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '162.412', 'prec': 24}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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-
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{'Nk2': 891, 'analytic_conductor': 4.4811647106724, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'conrey_index': 10, 'cusp_dim': 7, 'dim': 7, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68870471691, 'hecke_orbit_dims': [1, 6], 'label': '11.9.b', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 9, 'mf_new_dim': 9, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 7, 'sturm_bound': 9, 'trace_bound': 1, 'trace_display': [0, -149, 703, 0], 'traces': [7, 0, -149, -956, 703, 0, 0, 0, -7370, 0, -17677, 25636, 0, -33768, -44239, 377800, 0, 0, 0, -600212, 0, -550440, 151291, 0, 792678, -657432, 1028737, 0, 0, 0, -598549, 0, 1338271, -1345128, 0, 8990608, -3088369, -8900760, 0, 0, 0, -8158920, 0, 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66207356688, -5095196228309, 0, 813231131952, 1377101052000, 683240662337, 0, 0, 0, -1808800589279, 0, -3416256096000, 5005844645160, 0, -1678885243024, -2126132005674, 1353026303160, 0, 0, 0, 2302372896600, 0, -2975322414240, 451310295600, 0, 1370560844011, 5900812468768, -2489424418320, 0, 0, 0, 2346930326431, 0, 1254959708123, 181491332428, 0, -3791830427520, 2854734681451, -4867487180400, 0, 0, 0, 382971455520, 0, 1493497922400, -7596493699834, 0, 4078262274077, -150091065096, 5531713278806, 0, 0, 0, -1000219219801, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 7621
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.9.b.b', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '11.9.b.b', 'target_level': 11, 'twist_class_label': '11.9.b.b', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 7622
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.9.b.b', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '11.9.b.b', 'target_level': 11, 'twist_class_label': '11.9.b.b', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 7623
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.9.b.b', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '99.9.c.b', 'target_level': 99, 'twist_class_label': '11.9.b.b', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 7624
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.9.b.b', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '99.9.c.b', 'target_level': 99, 'twist_class_label': '11.9.b.b', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 7625
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.9.b.b', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '176.9.h.c', 'target_level': 176, 'twist_class_label': '11.9.b.b', 'twist_class_level': 11, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 7626
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.9.b.b', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '176.9.h.c', 'target_level': 176, 'twist_class_label': '11.9.b.b', 'twist_class_level': 11, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 50300
{'charpoly_factorization': [[[40320000, 0, 436560, 0, 1374, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 2}
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id: 50301
{'charpoly_factorization': [[[-201150, -6285, 18, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 3}
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id: 50302
{'charpoly_factorization': [[[31988350, -525475, 224, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 5}
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id: 50303
{'charpoly_factorization': [[[134544048242688000000, 0, 102738589578240, 0, 22327704, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 7}
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id: 50304
{'charpoly_factorization': [[[9849732675807611094711841, 1485003369730925099198, 144845965501383839, 9556361135684, 675717119, 32318, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 11}
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id: 50305
{'charpoly_factorization': [[[77559889570394112000000, 0, 361098661330464000, 0, 1640220984, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 13}
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id: 50306
{'charpoly_factorization': [[[30059121837826131886080000, 0, 7514129365969858560, 0, 5604320664, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 17}
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id: 50307
{'charpoly_factorization': [[[88335708225887769292800000000, 0, 311986168797146400000, 0, 45575148600, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 19}
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id: 50308
{'charpoly_factorization': [[[26493219597347650, -76399961605, -341542, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 23}
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id: 50309
{'charpoly_factorization': [[[20395739190395569689722880000000000, 0, 349516770873346060800000, 0, 1589048565600, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 29}
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id: 50310
{'charpoly_factorization': [[[119128438638718258, -256094883549, -471342, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 31}
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id: 50311
{'charpoly_factorization': [[[-125571929547367250, 530389304565, 1902408, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 37}
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id: 50312
{'charpoly_factorization': [[[29505849030104886564525427507200000000, 0, 43989090000166468406400000, 0, 13773947357400, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 41}
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id: 50313
{'charpoly_factorization': [[[67720707584705711483461425364992000000, 0, 540089987563563556873712640, 0, 53135758307904, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 43}
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id: 50314
{'charpoly_factorization': [[[86940336865900453000, -6654862466980, -7914322, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 47}
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id: 50315
{'charpoly_factorization': [[[201870378419911125400, 104015148691820, 17738978, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 53}
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id: 50316
{'charpoly_factorization': [[[-480309753729273587918, -54158904912709, 14807402, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 59}
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id: 50317
{'charpoly_factorization': [[[8324406539674381845936724276961280000000000, 0, 189595141377423253511452800000, 0, 851903213390400, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 61}
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id: 50318
{'charpoly_factorization': [[[6144700180944627724450, -344274425556525, -19709742, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 67}
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id: 50319
{'charpoly_factorization': [[[1031203212730000370242, -243161938805413, -1609606, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 71}
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id: 50320
{'charpoly_factorization': [[[102120974747739468776148345360407712890880000, 0, 1226186952404142772087468323840, 0, 2982950785790424, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 73}
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id: 50321
{'charpoly_factorization': [[[1819749294411279354386103674447541043200000000, 0, 5903745601759986494203699200000, 0, 4562850732105600, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 79}
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id: 50322
{'charpoly_factorization': [[[5082230720460701223576212826767939736698880000, 0, 12437653326872455483439985807360, 0, 6821789712692064, 0, 1], 1]], 'hecke_orbit_code': 4503668497842187, 'p': 83}
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id: 50323
{'charpoly_factorization': [[[-62864827943696655931202, -6511950174814339, -19392832, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 89}
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id: 50324
{'charpoly_factorization': [[[-225711316591439055189650, -3968697212106315, 111092808, 1], 2]], 'hecke_orbit_code': 4503668497842187, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '11.9.b.b', 'level': 11, 'portrait': 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', 'weight': 9}
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mf_hecke_traces • Show schema
Hide schema
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id: 80200000
{'hecke_orbit_code': 4503668497842187, 'n': 1, 'trace_an': 6}
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id: 80200001
{'hecke_orbit_code': 4503668497842187, 'n': 2, 'trace_an': 0}
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id: 80200002
{'hecke_orbit_code': 4503668497842187, 'n': 3, 'trace_an': -36}
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id: 80200003
{'hecke_orbit_code': 4503668497842187, 'n': 4, 'trace_an': -1212}
-
id: 80200004
{'hecke_orbit_code': 4503668497842187, 'n': 5, 'trace_an': -448}
-
id: 80200005
{'hecke_orbit_code': 4503668497842187, 'n': 6, 'trace_an': 0}
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id: 80200006
{'hecke_orbit_code': 4503668497842187, 'n': 7, 'trace_an': 0}
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id: 80200007
{'hecke_orbit_code': 4503668497842187, 'n': 8, 'trace_an': 0}
-
id: 80200008
{'hecke_orbit_code': 4503668497842187, 'n': 9, 'trace_an': -13578}
-
id: 80200009
{'hecke_orbit_code': 4503668497842187, 'n': 10, 'trace_an': 0}
-
id: 80200010
{'hecke_orbit_code': 4503668497842187, 'n': 11, 'trace_an': -32318}
-
id: 80200011
{'hecke_orbit_code': 4503668497842187, 'n': 12, 'trace_an': 54564}
-
id: 80200012
{'hecke_orbit_code': 4503668497842187, 'n': 13, 'trace_an': 0}
-
id: 80200013
{'hecke_orbit_code': 4503668497842187, 'n': 14, 'trace_an': -33768}
-
id: 80200014
{'hecke_orbit_code': 4503668497842187, 'n': 15, 'trace_an': 85824}
-
id: 80200015
{'hecke_orbit_code': 4503668497842187, 'n': 16, 'trace_an': 312264}
-
id: 80200016
{'hecke_orbit_code': 4503668497842187, 'n': 17, 'trace_an': 0}
-
id: 80200017
{'hecke_orbit_code': 4503668497842187, 'n': 18, 'trace_an': 0}
-
id: 80200018
{'hecke_orbit_code': 4503668497842187, 'n': 19, 'trace_an': 0}
-
id: 80200019
{'hecke_orbit_code': 4503668497842187, 'n': 20, 'trace_an': -894868}
-
id: 80200020
{'hecke_orbit_code': 4503668497842187, 'n': 21, 'trace_an': 0}
-
id: 80200021
{'hecke_orbit_code': 4503668497842187, 'n': 22, 'trace_an': -550440}
-
id: 80200022
{'hecke_orbit_code': 4503668497842187, 'n': 23, 'trace_an': 683084}
-
id: 80200023
{'hecke_orbit_code': 4503668497842187, 'n': 24, 'trace_an': 0}
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id: 80200024
{'hecke_orbit_code': 4503668497842187, 'n': 25, 'trace_an': -141498}
-
id: 80200025
{'hecke_orbit_code': 4503668497842187, 'n': 26, 'trace_an': -657432}
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id: 80200026
{'hecke_orbit_code': 4503668497842187, 'n': 27, 'trace_an': 988848}
-
id: 80200027
{'hecke_orbit_code': 4503668497842187, 'n': 28, 'trace_an': 0}
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id: 80200028
{'hecke_orbit_code': 4503668497842187, 'n': 29, 'trace_an': 0}
-
id: 80200029
{'hecke_orbit_code': 4503668497842187, 'n': 30, 'trace_an': 0}
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id: 80200030
{'hecke_orbit_code': 4503668497842187, 'n': 31, 'trace_an': 942684}
-
id: 80200031
{'hecke_orbit_code': 4503668497842187, 'n': 32, 'trace_an': 0}
-
id: 80200032
{'hecke_orbit_code': 4503668497842187, 'n': 33, 'trace_an': 2992704}
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id: 80200033
{'hecke_orbit_code': 4503668497842187, 'n': 34, 'trace_an': -1345128}
-
id: 80200034
{'hecke_orbit_code': 4503668497842187, 'n': 35, 'trace_an': 0}
-
id: 80200035
{'hecke_orbit_code': 4503668497842187, 'n': 36, 'trace_an': 7401360}
-
id: 80200036
{'hecke_orbit_code': 4503668497842187, 'n': 37, 'trace_an': -3804816}
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id: 80200037
{'hecke_orbit_code': 4503668497842187, 'n': 38, 'trace_an': -8900760}
-
id: 80200038
{'hecke_orbit_code': 4503668497842187, 'n': 39, 'trace_an': 0}
-
id: 80200039
{'hecke_orbit_code': 4503668497842187, 'n': 40, 'trace_an': 0}
-
id: 80200040
{'hecke_orbit_code': 4503668497842187, 'n': 41, 'trace_an': 0}
-
id: 80200041
{'hecke_orbit_code': 4503668497842187, 'n': 42, 'trace_an': -8158920}
-
id: 80200042
{'hecke_orbit_code': 4503668497842187, 'n': 43, 'trace_an': 0}
-
id: 80200043
{'hecke_orbit_code': 4503668497842187, 'n': 44, 'trace_an': 14210284}
-
id: 80200044
{'hecke_orbit_code': 4503668497842187, 'n': 45, 'trace_an': -2499684}
-
id: 80200045
{'hecke_orbit_code': 4503668497842187, 'n': 46, 'trace_an': 0}
-
id: 80200046
{'hecke_orbit_code': 4503668497842187, 'n': 47, 'trace_an': 15828644}
-
id: 80200047
{'hecke_orbit_code': 4503668497842187, 'n': 48, 'trace_an': -19028376}
-
id: 80200048
{'hecke_orbit_code': 4503668497842187, 'n': 49, 'trace_an': -10066602}
-
id: 80200049
{'hecke_orbit_code': 4503668497842187, 'n': 50, 'trace_an': 0}
-
id: 80200050
{'hecke_orbit_code': 4503668497842187, 'n': 51, 'trace_an': 0}
-
id: 80200051
{'hecke_orbit_code': 4503668497842187, 'n': 52, 'trace_an': 0}
-
id: 80200052
{'hecke_orbit_code': 4503668497842187, 'n': 53, 'trace_an': -35477956}
-
id: 80200053
{'hecke_orbit_code': 4503668497842187, 'n': 54, 'trace_an': 0}
-
id: 80200054
{'hecke_orbit_code': 4503668497842187, 'n': 55, 'trace_an': 7335372}
-
id: 80200055
{'hecke_orbit_code': 4503668497842187, 'n': 56, 'trace_an': 68829936}
-
id: 80200056
{'hecke_orbit_code': 4503668497842187, 'n': 57, 'trace_an': 0}
-
id: 80200057
{'hecke_orbit_code': 4503668497842187, 'n': 58, 'trace_an': 65482560}
-
id: 80200058
{'hecke_orbit_code': 4503668497842187, 'n': 59, 'trace_an': -29614804}
-
id: 80200059
{'hecke_orbit_code': 4503668497842187, 'n': 60, 'trace_an': 35069244}
-
id: 80200060
{'hecke_orbit_code': 4503668497842187, 'n': 61, 'trace_an': 0}
-
id: 80200061
{'hecke_orbit_code': 4503668497842187, 'n': 62, 'trace_an': 0}
-
id: 80200062
{'hecke_orbit_code': 4503668497842187, 'n': 63, 'trace_an': 0}
-
id: 80200063
{'hecke_orbit_code': 4503668497842187, 'n': 64, 'trace_an': -212921520}
-
id: 80200064
{'hecke_orbit_code': 4503668497842187, 'n': 65, 'trace_an': 0}
-
id: 80200065
{'hecke_orbit_code': 4503668497842187, 'n': 66, 'trace_an': 75167400}
-
id: 80200066
{'hecke_orbit_code': 4503668497842187, 'n': 67, 'trace_an': 39419484}
-
id: 80200067
{'hecke_orbit_code': 4503668497842187, 'n': 68, 'trace_an': 0}
-
id: 80200068
{'hecke_orbit_code': 4503668497842187, 'n': 69, 'trace_an': 62859468}
-
id: 80200069
{'hecke_orbit_code': 4503668497842187, 'n': 70, 'trace_an': -168190680}
-
id: 80200070
{'hecke_orbit_code': 4503668497842187, 'n': 71, 'trace_an': 3219212}
-
id: 80200071
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