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mf_newforms • Show schema
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{'Nk2': 1408, 'analytic_conductor': 6.872470560650679, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, 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': [22, 1, [13], [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, [-91, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588246, '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': True, 'label': '22.8.a.b', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+91q^{3}+2^{6}q^{4}+185q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.8.a', 'trace_display': [-8, 91, 185, -722], 'trace_hash': 2097086295726791151, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.084', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.173', 'prec': 17}], 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mf_hecke_nf • Show schema
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{'an': [[1], [-8], [91], [64], [185], [-728], [-722], [-512], [6094], [-1480], [-1331], [5824], [11020], [5776], [16835], [4096], [-17210], [-48752], [-9288], [11840], [-65702], [10648], [22971], [-46592], [-43900], [-88160], [355537], [-46208], [134272], [-134680], [-287765], [-32768], [-121121], [137680], [-133570], [390016], [-316397], [74304], [1002820], [-94720], [-335968], [525616], [-858110], [-85184], [1127390], [-183768], [587680], [372736], [-302259], [351200], [-1566110], [705280], [-244238], [-2844296], [-246235], [369664], [-845208], [-1074176], [-163287], [1077440], [2297260], [2302120], [-4399868], [262144], [2038700], [968968], [-3428283], [-1101440], [2090361], [1068560], [1542953], [-3120128], [2216316], [2531176], [-3994900], [-594432], [960982], [-8022560], [1526014], [757760], [19026289], [2687744], [1650370], [-4204928], [-3183850], [6864880], [12218752], [681472], [5760847], [-9019120], [-7956440], [1470144], [-26186615], [-4701440], [-1718280], [-2981888], [-5750759], [2418072], [-8111114], [-2809600]], 'ap': [[-8], [91], [185], [-722], [-1331], [11020], [-17210], [-9288], [22971], [134272], [-287765], [-316397], [-335968], [-858110], [587680], [-244238], [-163287], [2297260], [-3428283], [1542953], [2216316], [1526014], [1650370], [5760847], [-5750759], [-1519414], [8369176], [-2414190], [-1920310], [9248673], [25675952], [3708606], [47158369], [-48963222], [23351246], [-7605286], [37147977], [48770068], [2539212], [123794202], [91058013], [-42000505], [-31002395], [104751572], [-113181426], [-80472616], [-69433764], [101206271], [-295241214], [-63497897], [74216424], [-333013574], [141683400], [-333439451], [-424344402], [40958750], [436915330], [63323212], [622226078], [445078750], [-106616588], [179932064], [-631443088], [313770548], [-405180393], [-129403499], [-499594213], [911864642], [1451774724], [-113656826], [-3420213], [-403162076], [-873914509], [-573749186], [-919947017], [657612939], [490381729], [-309891978], [-2459225934], [1009678994], [-447121980], [1456480926], [698750222], [1340391117], [-1960831880], [1272975297], [-822298173], [141330436], [-2450515716], [835677769], [2989790209], [-2472450836], [2963144107], [-2261513976], [2330568340], [-1286272562], [82428199], [927379197], [2580573752], [-3720531696], [4465990552], [-6571471354], [-7121670156], [-1751512960], [1479530948], [3633282961], [4226420060], [6693805148], [-2431385184], [555416394], [3450438482], [4581286112], [-2903376766], [-11274302045], [5170708419], [10147598343], [3419266337], [13406610965], [-5479771665], [-3278952398], [12432467949], [-12403716898], [9388060862], [10843302800], [-1140695723], [-17445692070], [13919684671], [3461614291], [-19450432025], [-14712447380], [-4810109974], [13284103508], [-11072698595], [10584055074], [-17109486428], [10600082572], [-22175442302], [-23836777504], [-5005706435], [-12010891832], [2785441746], [7559737126], [-20645253885], [-11812057356], [7323170961], [-22477840593], [-24600846450], [8544171416], [8113389109], [8994807792], [25081416604], [7499473333], [36456485588], [17809956978], [-12166894092], [-3379840108], [-14315577742], [-14211139182], [20534067328], [48931513386], [27767924425], [-42180851238], [-33521647792], [-1676500861], [21967247549], [-27268052437], [-2625078608], [-53278265698]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588246, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '22.8.a.b', 'level': 22, 'maxp': 997, 'weight': 8}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [11, 1]], 1, 1], [[[2, -1], [11, -1]], 2, 1], [[[2, 1], [11, -1]], 1, 1], [[[2, -1], [11, 1]], 1, 1]], 'ALdims': [1, 1, 1, 2], 'Nk2': 1408, 'analytic_conductor': 6.872470560650679, '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': [22, 1, [13], [1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217750, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '22.8.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 23, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 24, 'trace_bound': 3, 'trace_display': [8, 28, 282, 104], 'traces': [5, 8, 28, 320, 282, -928, 104, 512, 5853, -5776, 1331, 1792, -7562, 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mf_twists_nf • Show schema
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id: 17546
{'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': True, 'source_label': '22.8.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '22.8.a.b', 'target_level': 22, 'twist_class_label': '22.8.a.b', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 17547
{'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': True, 'source_label': '22.8.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.8.a.a', 'target_level': 176, 'twist_class_label': '22.8.a.b', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 17548
{'conductor': 3, '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': True, 'source_label': '22.8.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '198.8.a.d', 'target_level': 198, 'twist_class_label': '22.8.a.b', 'twist_class_level': 22, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 17549
{'conductor': 11, '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': True, 'source_label': '22.8.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '242.8.a.f', 'target_level': 242, 'twist_class_label': '22.8.a.b', 'twist_class_level': 22, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 17550
{'conductor': 5, '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': True, 'source_label': '22.8.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '550.8.a.b', 'target_level': 550, 'twist_class_label': '22.8.a.b', 'twist_class_level': 22, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 86400
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 2}
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id: 86401
{'charpoly_factorization': [[[-91, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 3}
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id: 86402
{'charpoly_factorization': [[[-185, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 5}
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id: 86403
{'charpoly_factorization': [[[722, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 7}
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id: 86404
{'charpoly_factorization': [[[1331, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 11}
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id: 86405
{'charpoly_factorization': [[[-11020, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 13}
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id: 86406
{'charpoly_factorization': [[[17210, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 17}
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id: 86407
{'charpoly_factorization': [[[9288, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 19}
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id: 86408
{'charpoly_factorization': [[[-22971, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 23}
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id: 86409
{'charpoly_factorization': [[[-134272, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 29}
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id: 86410
{'charpoly_factorization': [[[287765, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 31}
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id: 86411
{'charpoly_factorization': [[[316397, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 37}
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id: 86412
{'charpoly_factorization': [[[335968, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 41}
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id: 86413
{'charpoly_factorization': [[[858110, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 43}
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id: 86414
{'charpoly_factorization': [[[-587680, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 47}
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id: 86415
{'charpoly_factorization': [[[244238, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 53}
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id: 86416
{'charpoly_factorization': [[[163287, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 59}
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id: 86417
{'charpoly_factorization': [[[-2297260, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 61}
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id: 86418
{'charpoly_factorization': [[[3428283, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 67}
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id: 86419
{'charpoly_factorization': [[[-1542953, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 71}
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id: 86420
{'charpoly_factorization': [[[-2216316, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 73}
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id: 86421
{'charpoly_factorization': [[[-1526014, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 79}
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id: 86422
{'charpoly_factorization': [[[-1650370, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 83}
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id: 86423
{'charpoly_factorization': [[[-5760847, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 89}
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id: 86424
{'charpoly_factorization': [[[5750759, 1], 1]], 'hecke_orbit_code': 4503599761588246, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '22.8.a.b', 'level': 22, 'portrait': 'data:image/png;base64,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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 75684000
{'hecke_orbit_code': 4503599761588246, 'n': 1, 'trace_an': 1}
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id: 75684001
{'hecke_orbit_code': 4503599761588246, 'n': 2, 'trace_an': -8}
-
id: 75684002
{'hecke_orbit_code': 4503599761588246, 'n': 3, 'trace_an': 91}
-
id: 75684003
{'hecke_orbit_code': 4503599761588246, 'n': 4, 'trace_an': 64}
-
id: 75684004
{'hecke_orbit_code': 4503599761588246, 'n': 5, 'trace_an': 185}
-
id: 75684005
{'hecke_orbit_code': 4503599761588246, 'n': 6, 'trace_an': -728}
-
id: 75684006
{'hecke_orbit_code': 4503599761588246, 'n': 7, 'trace_an': -722}
-
id: 75684007
{'hecke_orbit_code': 4503599761588246, 'n': 8, 'trace_an': -512}
-
id: 75684008
{'hecke_orbit_code': 4503599761588246, 'n': 9, 'trace_an': 6094}
-
id: 75684009
{'hecke_orbit_code': 4503599761588246, 'n': 10, 'trace_an': -1480}
-
id: 75684010
{'hecke_orbit_code': 4503599761588246, 'n': 11, 'trace_an': -1331}
-
id: 75684011
{'hecke_orbit_code': 4503599761588246, 'n': 12, 'trace_an': 5824}
-
id: 75684012
{'hecke_orbit_code': 4503599761588246, 'n': 13, 'trace_an': 11020}
-
id: 75684013
{'hecke_orbit_code': 4503599761588246, 'n': 14, 'trace_an': 5776}
-
id: 75684014
{'hecke_orbit_code': 4503599761588246, 'n': 15, 'trace_an': 16835}
-
id: 75684015
{'hecke_orbit_code': 4503599761588246, 'n': 16, 'trace_an': 4096}
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id: 75684016
{'hecke_orbit_code': 4503599761588246, 'n': 17, 'trace_an': -17210}
-
id: 75684017
{'hecke_orbit_code': 4503599761588246, 'n': 18, 'trace_an': -48752}
-
id: 75684018
{'hecke_orbit_code': 4503599761588246, 'n': 19, 'trace_an': -9288}
-
id: 75684019
{'hecke_orbit_code': 4503599761588246, 'n': 20, 'trace_an': 11840}
-
id: 75684020
{'hecke_orbit_code': 4503599761588246, 'n': 21, 'trace_an': -65702}
-
id: 75684021
{'hecke_orbit_code': 4503599761588246, 'n': 22, 'trace_an': 10648}
-
id: 75684022
{'hecke_orbit_code': 4503599761588246, 'n': 23, 'trace_an': 22971}
-
id: 75684023
{'hecke_orbit_code': 4503599761588246, 'n': 24, 'trace_an': -46592}
-
id: 75684024
{'hecke_orbit_code': 4503599761588246, 'n': 25, 'trace_an': -43900}
-
id: 75684025
{'hecke_orbit_code': 4503599761588246, 'n': 26, 'trace_an': -88160}
-
id: 75684026
{'hecke_orbit_code': 4503599761588246, 'n': 27, 'trace_an': 355537}
-
id: 75684027
{'hecke_orbit_code': 4503599761588246, 'n': 28, 'trace_an': -46208}
-
id: 75684028
{'hecke_orbit_code': 4503599761588246, 'n': 29, 'trace_an': 134272}
-
id: 75684029
{'hecke_orbit_code': 4503599761588246, 'n': 30, 'trace_an': -134680}
-
id: 75684030
{'hecke_orbit_code': 4503599761588246, 'n': 31, 'trace_an': -287765}
-
id: 75684031
{'hecke_orbit_code': 4503599761588246, 'n': 32, 'trace_an': -32768}
-
id: 75684032
{'hecke_orbit_code': 4503599761588246, 'n': 33, 'trace_an': -121121}
-
id: 75684033
{'hecke_orbit_code': 4503599761588246, 'n': 34, 'trace_an': 137680}
-
id: 75684034
{'hecke_orbit_code': 4503599761588246, 'n': 35, 'trace_an': -133570}
-
id: 75684035
{'hecke_orbit_code': 4503599761588246, 'n': 36, 'trace_an': 390016}
-
id: 75684036
{'hecke_orbit_code': 4503599761588246, 'n': 37, 'trace_an': -316397}
-
id: 75684037
{'hecke_orbit_code': 4503599761588246, 'n': 38, 'trace_an': 74304}
-
id: 75684038
{'hecke_orbit_code': 4503599761588246, 'n': 39, 'trace_an': 1002820}
-
id: 75684039
{'hecke_orbit_code': 4503599761588246, 'n': 40, 'trace_an': -94720}
-
id: 75684040
{'hecke_orbit_code': 4503599761588246, 'n': 41, 'trace_an': -335968}
-
id: 75684041
{'hecke_orbit_code': 4503599761588246, 'n': 42, 'trace_an': 525616}
-
id: 75684042
{'hecke_orbit_code': 4503599761588246, 'n': 43, 'trace_an': -858110}
-
id: 75684043
{'hecke_orbit_code': 4503599761588246, 'n': 44, 'trace_an': -85184}
-
id: 75684044
{'hecke_orbit_code': 4503599761588246, 'n': 45, 'trace_an': 1127390}
-
id: 75684045
{'hecke_orbit_code': 4503599761588246, 'n': 46, 'trace_an': -183768}
-
id: 75684046
{'hecke_orbit_code': 4503599761588246, 'n': 47, 'trace_an': 587680}
-
id: 75684047
{'hecke_orbit_code': 4503599761588246, 'n': 48, 'trace_an': 372736}
-
id: 75684048
{'hecke_orbit_code': 4503599761588246, 'n': 49, 'trace_an': -302259}
-
id: 75684049
{'hecke_orbit_code': 4503599761588246, 'n': 50, 'trace_an': 351200}
-
id: 75684050
{'hecke_orbit_code': 4503599761588246, 'n': 51, 'trace_an': -1566110}
-
id: 75684051
{'hecke_orbit_code': 4503599761588246, 'n': 52, 'trace_an': 705280}
-
id: 75684052
{'hecke_orbit_code': 4503599761588246, 'n': 53, 'trace_an': -244238}
-
id: 75684053
{'hecke_orbit_code': 4503599761588246, 'n': 54, 'trace_an': -2844296}
-
id: 75684054
{'hecke_orbit_code': 4503599761588246, 'n': 55, 'trace_an': -246235}
-
id: 75684055
{'hecke_orbit_code': 4503599761588246, 'n': 56, 'trace_an': 369664}
-
id: 75684056
{'hecke_orbit_code': 4503599761588246, 'n': 57, 'trace_an': -845208}
-
id: 75684057
{'hecke_orbit_code': 4503599761588246, 'n': 58, 'trace_an': -1074176}
-
id: 75684058
{'hecke_orbit_code': 4503599761588246, 'n': 59, 'trace_an': -163287}
-
id: 75684059
{'hecke_orbit_code': 4503599761588246, 'n': 60, 'trace_an': 1077440}
-
id: 75684060
{'hecke_orbit_code': 4503599761588246, 'n': 61, 'trace_an': 2297260}
-
id: 75684061
{'hecke_orbit_code': 4503599761588246, 'n': 62, 'trace_an': 2302120}
-
id: 75684062
{'hecke_orbit_code': 4503599761588246, 'n': 63, 'trace_an': -4399868}
-
id: 75684063
{'hecke_orbit_code': 4503599761588246, 'n': 64, 'trace_an': 262144}
-
id: 75684064
{'hecke_orbit_code': 4503599761588246, 'n': 65, 'trace_an': 2038700}
-
id: 75684065
{'hecke_orbit_code': 4503599761588246, 'n': 66, 'trace_an': 968968}
-
id: 75684066
{'hecke_orbit_code': 4503599761588246, 'n': 67, 'trace_an': -3428283}
-
id: 75684067
{'hecke_orbit_code': 4503599761588246, 'n': 68, 'trace_an': -1101440}
-
id: 75684068
{'hecke_orbit_code': 4503599761588246, 'n': 69, 'trace_an': 2090361}
-
id: 75684069
{'hecke_orbit_code': 4503599761588246, 'n': 70, 'trace_an': 1068560}
-
id: 75684070
{'hecke_orbit_code': 4503599761588246, 'n': 71, 'trace_an': 1542953}
-
id: 75684071
{'hecke_orbit_code': 4503599761588246, 'n': 72, 'trace_an': -3120128}
-
id: 75684072
{'hecke_orbit_code': 4503599761588246, 'n': 73, 'trace_an': 2216316}
-
id: 75684073
{'hecke_orbit_code': 4503599761588246, 'n': 74, 'trace_an': 2531176}
-
id: 75684074
{'hecke_orbit_code': 4503599761588246, 'n': 75, 'trace_an': -3994900}
-
id: 75684075
{'hecke_orbit_code': 4503599761588246, 'n': 76, 'trace_an': -594432}
-
id: 75684076
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id: 75684992
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id: 75684993
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id: 75684994
{'hecke_orbit_code': 4503599761588246, 'n': 995, 'trace_an': -14887433960}
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id: 75684995
{'hecke_orbit_code': 4503599761588246, 'n': 996, 'trace_an': 9611754880}
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id: 75684996
{'hecke_orbit_code': 4503599761588246, 'n': 997, 'trace_an': -53278265698}
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id: 75684997
{'hecke_orbit_code': 4503599761588246, 'n': 998, 'trace_an': -18644546720}
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id: 75684998
{'hecke_orbit_code': 4503599761588246, 'n': 999, 'trace_an': -112490840189}
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id: 75684999
{'hecke_orbit_code': 4503599761588246, 'n': 1000, 'trace_an': 11558208000}