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mf_newforms • Show schema
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{'Nk2': 8100, 'analytic_conductor': 41.717902729273725, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 28, 'dim': 6, 'field_disc': -846963398763, 'field_disc_factorization': [[-1, 1], [3, 3], [177113, 2]], 'field_poly': [18496, -16048, 14060, -154, 119, -1, 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, [13483584, -3899664, 1138860, -4158, 1071, -3, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525334998319185, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 26244, 'hecke_ring_index_factorization': [[2, 2], [3, 8]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.10.c.h', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.10.a.b', 'prim_orbit_index': 3, 'qexp_display': 'q+(1+\\beta _{2}+\\beta _{3})q^{2}+(2\\beta _{1}+199\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.10.c', 'trace_display': [3, 0, -1983, 3693], 'trace_hash': 1407248488599856293, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.857', 'prec': 17}, {'__RealLiteral__': 0, 'data': '147.893', 'prec': 24}, {'__RealLiteral__': 0, 'data': '149.425', 'prec': 24}, {'__RealLiteral__': 0, 'data': '6586.059', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [6, 3, 0, -597, -1983, 0, 3693, 9006, 0, -37962, -16863, 0, -116916, -503463, 0, 239919, 2028096, 0, -30444, -2548407, 0, -305721, -2927118, 0, -2133732, 9530232, 0, -7071450, -5768790, 0, 6575223, 2687697, 0, -17098128, -34681074, 0, -23372052, 50473374, 0, 4130811, 22213518, 0, -45384414, -114413982, 0, -191277180, -12392034, 0, -18933462, 82984044, 0, -182736492, 161159274, 0, -349470666, -21850521, 0, 102758922, -244026660, 0, -369729960, 332594682, 0, -841384254, -492225684, 0, 252614586, -162270144, 0, -935092377, 806386176, 0, -813253434, 641373558, 0, 39499590, -360443199, 0, -265451856, -2336719674, 0, -1768816332, -121625871, 0, -316251216, 2368956570, 0, -219257739, 755808012, 0, 490118280, 1178754558, 0, -86583438, -536878770, 0, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0, 0], [1, 0, 1, 1, 0, 0], [0, 0, 0, 0, 0, 0], [0, 2, 199, -2, 0, 1], [0, -7, 661, 7, 0, 3], [0, 0, 0, 0, 0, 0], [1231, 0, 1231, 233, -5, 5], [1501, -32, 0, 0, 3, 0], [0, 0, 0, 0, 0, 0], [-6327, -1657, 0, 0, 22, 0], [-5621, 0, -5621, 124, -84, 84], [0, 0, 0, 0, 0, 0], [0, 2360, 38972, -2360, 0, 208], [0, -2227, 167821, 2227, 0, 258], [0, 0, 0, 0, 0, 0], [79973, 0, 79973, -444, -465, 465], [338016, -8472, 0, 0, 96, 0], [0, 0, 0, 0, 0, 0], [-5074, 23682, 0, 0, -66, 0], [-849469, 0, -849469, -5230, 231, -231], [0, 0, 0, 0, 0, 0], [0, -22483, 101907, 22483, 0, 544], [0, -44248, 975706, 44248, 0, -2208], [0, 0, 0, 0, 0, 0], [-711244, 0, -711244, -37588, 1132, -1132], [1588372, -116564, 0, 0, -1320, 0], [0, 0, 0, 0, 0, 0], [-1178575, -129306, 0, 0, 957, 0], [-1922930, 0, -1922930, -44306, 3762, -3762], [0, 0, 0, 0, 0, 0], [0, 72215, -2191741, -72215, 0, -8483], [0, -255324, -895899, 255324, 0, 3417], [0, 0, 0, 0, 0, 0], [-5699376, 0, -5699376, 330888, 8952, -8952], 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-1483169672, 1483169672]], 'char_orbit_index': 3, 'field_poly': [18496, -16048, 14060, -154, 119, -1, 1], 'hecke_orbit_code': 31525334998319185, 'hecke_ring_character_values': [[2, [0, 0, 1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 552364, 6628368, 6628368, 138091, 6628368], 'hecke_ring_inverse_denominators': [1, 3, 9, 9, 9, 9], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [1, 0, 1, 1, 0, 0], [0, 2, 711, -2, 0, 1], [159, -352, 0, 0, 1, 0], [-83331, 0, -83331, 292, 119, -119], [0, 41516, 32127, -41516, 0, -101]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [1357348, -16048, 14060, -14161, 119, -1], [-6563632, 5750540, -6958, 48671, -409, 413], [-64736, 14134564, 6958, -48671, 409, -413], [97490155, -1412224, 1237280, -3349, 10472, -88], [4634036528, -4059979660, 64278926, -34362559, 288761, -294445]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '81.10.c.h', 'level': 81, 'maxp': 997, 'weight': 10}
-
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{'Nk2': 8100, 'analytic_conductor': 41.717902729273725, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'conrey_index': 28, 'cusp_dim': 150, 'dim': 70, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137606725713, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 6, 6, 8, 8, 8, 20], 'label': '81.10.c', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 174, 'mf_new_dim': 74, 'num_forms': 12, 'prim_orbit_index': 3, 'relative_dim': 35, 'sturm_bound': 90, 'trace_bound': 2, 'trace_display': [0, 0, 0, 1712], 'traces': [70, 0, 0, -8702, 0, 0, 1712, 0, 0, -2052, 0, 0, -162178, 0, 0, -2096126, 0, 0, -329044, 0, 0, -1055646, 0, 0, -10647917, 0, 0, -4552708, 0, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 72683
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '81.10.c.h', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.10.a.b', 'target_level': 27, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 72684
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '81.10.c.h', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.10.a.c', 'target_level': 27, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 72685
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '81.10.c.h', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '81.10.c.g', 'target_level': 81, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 72686
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '81.10.c.h', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '81.10.c.g', 'target_level': 81, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 72687
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '81.10.c.h', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '81.10.c.h', 'target_level': 81, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 72688
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 6, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '81.10.c.h', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '81.10.c.h', 'target_level': 81, 'twist_class_label': '27.10.a.b', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 255975
{'charpoly_factorization': [[[13483584, -3899664, 1138860, -4158, 1071, -3, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 2}
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id: 255976
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 31525334998319185, 'p': 3}
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id: 255977
{'charpoly_factorization': [[[14637495315109100625, 7768137681521775, 11709316391706, 3625494903, 5962698, 1983, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 5}
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id: 255978
{'charpoly_factorization': [[[8165303672094382515625, 5708896386717937875, 3657754708003914, 414040556531, 76816266, -3693, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 7}
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id: 255979
{'charpoly_factorization': [[[926986034156119495988877225, -75992650499982892276305, 5716322620842619494, -102982009825701, 2780305686, 16863, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 11}
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id: 255980
{'charpoly_factorization': [[[913847567153419557199994982400, 16034963951743072722170880, 393126197986184280576, -49216514087104, 30443137440, 116916, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 13}
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id: 255981
{'charpoly_factorization': [[[-7875363087120384, 262405282752, -1014048, 1], 2]], 'hecke_orbit_code': 31525334998319185, 'p': 17}
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id: 255982
{'charpoly_factorization': [[[4462994708562664, -599886952548, 15222, 1], 2]], 'hecke_orbit_code': 31525334998319185, 'p': 19}
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id: 255983
{'charpoly_factorization': [[[20880213071121876964602615131953272384, 4271813552745441970278305457888, 14249384339163829174684512, 6402539860350843672, 9502876015128, 2927118, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 23}
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id: 255984
{'charpoly_factorization': [[[18429882848773992757280604642705230400, -16044466102299482425443062681760, 38733236847932127683418144, 30146005697329324440, 29541586242888, 5768790, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 29}
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id: 255985
{'charpoly_factorization': [[[3905331334021413474340000824442740044161, -1109247634596160832253312701811783, 725967368128932836164387962, -8274766814408556223, 60983606990922, -6575223, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 31}
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id: 255986
{'charpoly_factorization': [[[-1047077879527633361480, -88280093334516, 11686026, 1], 2]], 'hecke_orbit_code': 31525334998319185, 'p': 37}
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id: 255987
{'charpoly_factorization': [[[13354363946757610965911298623996047191950400, -462997121545567199719881175333851360, 97228399206116207676829407264, -4494336240815407328184, 620137485653256, -22213518, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 41}
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id: 255988
{'charpoly_factorization': [[[2087876620599634839479749781234242561662145600, 42174654850933064063984034591539382240, 2925682005417102865011859352736, 49497011832114041885624, 2982739551878760, 45384414, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 43}
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id: 255989
{'charpoly_factorization': [[[105633002060578417142657684986267735178625600, 6842775046027795602609464500624872480, 570629236731113083979321661024, 12305182561445070336168, 819345123312984, 12392034, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 47}
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id: 255990
{'charpoly_factorization': [[[132145602899448674029797, -969165886601457, -80579637, 1], 2]], 'hecke_orbit_code': 31525334998319185, 'p': 53}
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id: 255991
{'charpoly_factorization': [[[279939006986650999244982003825122536565011353600, -5713562368988281399472411179260114017280, 245726662022229513721593422329344, 3693378926875080769876800, 48750216615201888, 244026660, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 59}
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id: 255992
{'charpoly_factorization': [[[1335833652581079275329399697005786402094013743104, 46741130737015634784004584751924579565568, 1208155562697063224199157195186176, 12640723101663444691249664, 96259137320275584, 369729960, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 61}
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id: 255993
{'charpoly_factorization': [[[3661626883654230094261575188722736195745025000000, 4480411857962785632014396379034881660000, 488869844529925116803754181989024, -4418554567710739180043752, 61472700594141864, -252614586, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 67}
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id: 255994
{'charpoly_factorization': [[[983330358019649001584640, 31952365891662528, -403193088, 1], 2]], 'hecke_orbit_code': 31525334998319185, 'p': 71}
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id: 255995
{'charpoly_factorization': [[[-649410779968170038515745, 35133728293146243, 406626717, 1], 2]], 'hecke_orbit_code': 31525334998319185, 'p': 73}
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id: 255996
{'charpoly_factorization': [[[69596332995045960903002117269865418619977664036864, 1396458642135305428988356078668199976828928, 30234624226066750189632758987771904, -27749654308228911831854080, 237856765329298752, 265451856, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 79}
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id: 255997
{'charpoly_factorization': [[[4582609485882988138585815778186545925480047795849, 83764243854351565771031667846552785037471, 1791468180410857048849640735301606, -477730973774378033665749, 53922167711252694, 121625871, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 83}
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id: 255998
{'charpoly_factorization': [[[-100155402365630652917073000, -715058944722112068, -377904006, 1], 2]], 'hecke_orbit_code': 31525334998319185, 'p': 89}
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id: 255999
{'charpoly_factorization': [[[676986722954418939411188794710860400707497058709025, -3406902053904673568858979109171870993862355, 28564986789530953258915805770062726, 5432250324005522085601289, 323578994384437062, -438907539, 1], 1]], 'hecke_orbit_code': 31525334998319185, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 8, 'label': '81.10.c.h', 'level': 81, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 49830355
{'hecke_orbit_code': 31525334998319185, 'n': 1, 'trace_an': 6}
-
id: 49830356
{'hecke_orbit_code': 31525334998319185, 'n': 2, 'trace_an': 3}
-
id: 49830357
{'hecke_orbit_code': 31525334998319185, 'n': 3, 'trace_an': 0}
-
id: 49830358
{'hecke_orbit_code': 31525334998319185, 'n': 4, 'trace_an': -597}
-
id: 49830359
{'hecke_orbit_code': 31525334998319185, 'n': 5, 'trace_an': -1983}
-
id: 49830360
{'hecke_orbit_code': 31525334998319185, 'n': 6, 'trace_an': 0}
-
id: 49830361
{'hecke_orbit_code': 31525334998319185, 'n': 7, 'trace_an': 3693}
-
id: 49830362
{'hecke_orbit_code': 31525334998319185, 'n': 8, 'trace_an': 9006}
-
id: 49830363
{'hecke_orbit_code': 31525334998319185, 'n': 9, 'trace_an': 0}
-
id: 49830364
{'hecke_orbit_code': 31525334998319185, 'n': 10, 'trace_an': -37962}
-
id: 49830365
{'hecke_orbit_code': 31525334998319185, 'n': 11, 'trace_an': -16863}
-
id: 49830366
{'hecke_orbit_code': 31525334998319185, 'n': 12, 'trace_an': 0}
-
id: 49830367
{'hecke_orbit_code': 31525334998319185, 'n': 13, 'trace_an': -116916}
-
id: 49830368
{'hecke_orbit_code': 31525334998319185, 'n': 14, 'trace_an': -503463}
-
id: 49830369
{'hecke_orbit_code': 31525334998319185, 'n': 15, 'trace_an': 0}
-
id: 49830370
{'hecke_orbit_code': 31525334998319185, 'n': 16, 'trace_an': 239919}
-
id: 49830371
{'hecke_orbit_code': 31525334998319185, 'n': 17, 'trace_an': 2028096}
-
id: 49830372
{'hecke_orbit_code': 31525334998319185, 'n': 18, 'trace_an': 0}
-
id: 49830373
{'hecke_orbit_code': 31525334998319185, 'n': 19, 'trace_an': -30444}
-
id: 49830374
{'hecke_orbit_code': 31525334998319185, 'n': 20, 'trace_an': -2548407}
-
id: 49830375
{'hecke_orbit_code': 31525334998319185, 'n': 21, 'trace_an': 0}
-
id: 49830376
{'hecke_orbit_code': 31525334998319185, 'n': 22, 'trace_an': -305721}
-
id: 49830377
{'hecke_orbit_code': 31525334998319185, 'n': 23, 'trace_an': -2927118}
-
id: 49830378
{'hecke_orbit_code': 31525334998319185, 'n': 24, 'trace_an': 0}
-
id: 49830379
{'hecke_orbit_code': 31525334998319185, 'n': 25, 'trace_an': -2133732}
-
id: 49830380
{'hecke_orbit_code': 31525334998319185, 'n': 26, 'trace_an': 9530232}
-
id: 49830381
{'hecke_orbit_code': 31525334998319185, 'n': 27, 'trace_an': 0}
-
id: 49830382
{'hecke_orbit_code': 31525334998319185, 'n': 28, 'trace_an': -7071450}
-
id: 49830383
{'hecke_orbit_code': 31525334998319185, 'n': 29, 'trace_an': -5768790}
-
id: 49830384
{'hecke_orbit_code': 31525334998319185, 'n': 30, 'trace_an': 0}
-
id: 49830385
{'hecke_orbit_code': 31525334998319185, 'n': 31, 'trace_an': 6575223}
-
id: 49830386
{'hecke_orbit_code': 31525334998319185, 'n': 32, 'trace_an': 2687697}
-
id: 49830387
{'hecke_orbit_code': 31525334998319185, 'n': 33, 'trace_an': 0}
-
id: 49830388
{'hecke_orbit_code': 31525334998319185, 'n': 34, 'trace_an': -17098128}
-
id: 49830389
{'hecke_orbit_code': 31525334998319185, 'n': 35, 'trace_an': -34681074}
-
id: 49830390
{'hecke_orbit_code': 31525334998319185, 'n': 36, 'trace_an': 0}
-
id: 49830391
{'hecke_orbit_code': 31525334998319185, 'n': 37, 'trace_an': -23372052}
-
id: 49830392
{'hecke_orbit_code': 31525334998319185, 'n': 38, 'trace_an': 50473374}
-
id: 49830393
{'hecke_orbit_code': 31525334998319185, 'n': 39, 'trace_an': 0}
-
id: 49830394
{'hecke_orbit_code': 31525334998319185, 'n': 40, 'trace_an': 4130811}
-
id: 49830395
{'hecke_orbit_code': 31525334998319185, 'n': 41, 'trace_an': 22213518}
-
id: 49830396
{'hecke_orbit_code': 31525334998319185, 'n': 42, 'trace_an': 0}
-
id: 49830397
{'hecke_orbit_code': 31525334998319185, 'n': 43, 'trace_an': -45384414}
-
id: 49830398
{'hecke_orbit_code': 31525334998319185, 'n': 44, 'trace_an': -114413982}
-
id: 49830399
{'hecke_orbit_code': 31525334998319185, 'n': 45, 'trace_an': 0}
-
id: 49830400
{'hecke_orbit_code': 31525334998319185, 'n': 46, 'trace_an': -191277180}
-
id: 49830401
{'hecke_orbit_code': 31525334998319185, 'n': 47, 'trace_an': -12392034}
-
id: 49830402
{'hecke_orbit_code': 31525334998319185, 'n': 48, 'trace_an': 0}
-
id: 49830403
{'hecke_orbit_code': 31525334998319185, 'n': 49, 'trace_an': -18933462}
-
id: 49830404
{'hecke_orbit_code': 31525334998319185, 'n': 50, 'trace_an': 82984044}
-
id: 49830405
{'hecke_orbit_code': 31525334998319185, 'n': 51, 'trace_an': 0}
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