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mf_newforms • Show schema
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{'Nk2': 1600, 'analytic_conductor': 8.24057337862197, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [1, 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, [68, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142672, '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': False, 'label': '16.10.a.b', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.10.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-68q^{3}+1510q^{5}-10248q^{7}-15059q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.10.a', 'trace_display': [0, -68, 1510, -10248], 'trace_hash': 1674165830937302721, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.889', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.647', 'prec': 17}], 'trace_zratio': 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [-68], [0], [1510], [0], [-10248], [0], [-15059], [0], [-3916], [0], [-176594], [0], [-102680], [0], [148370], [0], [-499796], [0], [696864], [0], [1889768], [0], [326975], [0], [2362456], [0], [-920898], [0], [-1379360], [0], [266288], [0], [-15474480], [0], [5064966], [0], [12008392], [0], [-24100758], [0], [-25785196], [0], [-22739090], [0], [60790224], [0], [64667897], [0], [-10089160], [0], [29496214], [0], [-5913160], [0], [33986128], [0], [-51819388], [0], [33426910], [0], [154324632], [0], [-266656940], [0], [-144856196], [0], [-128504224], [0], [-68397128], [0], [168216202], [0], [-22234300], [0], [40131168], [0], [-235398736], [0], [135759289], [0], [64639852], [0], [224038700], [0], [62621064], [0], [-78782694], [0], [1809735312], [0], [93796480], [0], [-754691960], [0], [-24113566], [0], [58971044], [0]], 'ap': [[0], [-68], [1510], [-10248], [-3916], [-176594], [148370], [-499796], [1889768], [-920898], [-1379360], [5064966], [-24100758], [-25785196], [60790224], [29496214], [-51819388], [33426910], [-144856196], [-68397128], [168216202], [-235398736], [64639852], [-78782694], [-24113566], [-625963194], [-800617576], [-2453581740], [-929042546], [-1651290126], [1830418304], [-560254148], [6542324682], [-5527223244], [-3253285642], [8544191848], [-269870786], [-10290309348], [-123946152], [4927695822], [5545642764], [11615045142], [27240394560], [-28874327614], [38016874662], [-25738576072], [-5500638484], [-20598256864], [44684185308], [-5693229626], [17403231274], [33598752016], [-60861916302], [-87438894140], [71136807170], [52474117880], [-137809547986], [-118786402064], [-62071562378], [72092740058], [-39015112796], [-93721442298], [163239259788], [55401189576], [235840578042], [-77407002402], [79009093492], [215728294866], [238976068452], [5144912382], [57117223010], [-289030075752], [168811928720], [-606879501610], [467635872580], [390199234176], [-161508322970], [818137886126], [-108197398254], [-756199508646], [-664700208612], [-696689350522], [1377280400464], [-226718778830], [-4034838456], [-1089297772796], [1061069230786], [752126750474], [1223345628142], [-1007099500496], [-1113615251988], [-794323531232], [-1752258145768], [2499791790804], [303713645004], [1568823390216], [-2835716413026], [-1436428809910], [978444162740], [-285542036802], [2872963406236], [1405945120078], [350499556748], [3177291705082], [3021253222020], [-3015368286142], [-3767563166092], [-4384780365614], [167902839720], [2307286184218], [1502476612000], [3940766099270], [-3750978228822], [-3299467114924], [7225478389640], [4438419304834], [295078480188], [-2078797845128], [-1808598289746], [6581504557356], [7797469465334], [7861294979746], [-6113879586938], [-345133444588], [-5182276982516], [-9334837506978], [-763912346458], [3651759101744], [-4066919648472], [-10012489368706], [5956221938908], [-8851057970920], [-13103874346224], [13107219512918], [4349019382202], [-9230953787902], [-4894146029850], [-15777243858772], [13908966283198], [381207784298], [9349154645396], [-11732988630378], [-6285334384952], [-18073776368252], [-13476625543970], [-21412241302344], [12008680876982], [-28948974203622], [-23141254571676], [6845036013728], [22428883756686], [12421175090930], [5528782562380], [-18492419823992], [-27249413891788], [7311941424752], [6174995919464], [4907099845538], [26624841962730], [-378798605106], [39375238806540], [-37712168664966], [3289522924600], [-268793079564], [24463440471378], [-15719943192024], [11119464960032], [25082089921222]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599795142672, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.10.a.b', 'level': 16, 'maxp': 997, 'weight': 10}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1]], 2, 2], [[[2, 1]], 2, 2]], 'ALdims': [2, 2], 'Nk2': 1600, 'analytic_conductor': 8.24057337862197, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 4, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772176, 'hecke_orbit_dims': [1, 1, 1, 1], 'label': '16.10.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 21, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 20, 'trace_bound': 3, 'trace_display': [0, -80, -360, 1376], 'traces': [4, 0, -80, 0, -360, 0, 1376, 0, 5812, 0, -10992, 0, -43080, 0, 60448, 0, 172104, 0, -296336, 0, -336768, 0, 1349664, 0, -30468, 0, -5005088, 0, 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mf_twists_nf • Show schema
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id: 11669
{'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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.10.a.b', 'target_level': 8, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 11670
{'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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.10.a.b', 'target_level': 16, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 11671
{'conductor': 8, '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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '64.10.a.c', 'target_level': 64, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 11672
{'conductor': 8, '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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.10.a.g', 'target_level': 64, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 11673
{'conductor': 12, '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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.10.a.a', 'target_level': 72, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 11674
{'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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '144.10.a.b', 'target_level': 144, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 11675
{'conductor': 20, '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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.10.a.a', 'target_level': 200, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 11676
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.10.c.a', 'target_level': 200, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 10}
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id: 11677
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '256.10.b.a', 'target_level': 256, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 10}
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id: 11678
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '256.10.b.k', 'target_level': 256, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 10}
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id: 11679
{'conductor': 28, '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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '392.10.a.a', 'target_level': 392, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 11680
{'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': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '400.10.a.i', 'target_level': 400, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 11681
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '16.10.a.b', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '400.10.c.f', 'target_level': 400, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 65150
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 2}
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id: 65151
{'charpoly_factorization': [[[68, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 3}
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id: 65152
{'charpoly_factorization': [[[-1510, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 5}
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id: 65153
{'charpoly_factorization': [[[10248, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 7}
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id: 65154
{'charpoly_factorization': [[[3916, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 11}
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id: 65155
{'charpoly_factorization': [[[176594, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 13}
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id: 65156
{'charpoly_factorization': [[[-148370, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 17}
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id: 65157
{'charpoly_factorization': [[[499796, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 19}
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id: 65158
{'charpoly_factorization': [[[-1889768, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 23}
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id: 65159
{'charpoly_factorization': [[[920898, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 29}
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id: 65160
{'charpoly_factorization': [[[1379360, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 31}
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id: 65161
{'charpoly_factorization': [[[-5064966, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 37}
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id: 65162
{'charpoly_factorization': [[[24100758, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 41}
-
id: 65163
{'charpoly_factorization': [[[25785196, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 43}
-
id: 65164
{'charpoly_factorization': [[[-60790224, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 47}
-
id: 65165
{'charpoly_factorization': [[[-29496214, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 53}
-
id: 65166
{'charpoly_factorization': [[[51819388, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 59}
-
id: 65167
{'charpoly_factorization': [[[-33426910, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 61}
-
id: 65168
{'charpoly_factorization': [[[144856196, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 67}
-
id: 65169
{'charpoly_factorization': [[[68397128, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 71}
-
id: 65170
{'charpoly_factorization': [[[-168216202, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 73}
-
id: 65171
{'charpoly_factorization': [[[235398736, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 79}
-
id: 65172
{'charpoly_factorization': [[[-64639852, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 83}
-
id: 65173
{'charpoly_factorization': [[[78782694, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 89}
-
id: 65174
{'charpoly_factorization': [[[24113566, 1], 1]], 'hecke_orbit_code': 4503599795142672, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '16.10.a.b', 'level': 16, 'portrait': 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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
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id: 76298000
{'hecke_orbit_code': 4503599795142672, 'n': 1, 'trace_an': 1}
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id: 76298001
{'hecke_orbit_code': 4503599795142672, 'n': 2, 'trace_an': 0}
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id: 76298002
{'hecke_orbit_code': 4503599795142672, 'n': 3, 'trace_an': -68}
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id: 76298003
{'hecke_orbit_code': 4503599795142672, 'n': 4, 'trace_an': 0}
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id: 76298004
{'hecke_orbit_code': 4503599795142672, 'n': 5, 'trace_an': 1510}
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id: 76298005
{'hecke_orbit_code': 4503599795142672, 'n': 6, 'trace_an': 0}
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id: 76298006
{'hecke_orbit_code': 4503599795142672, 'n': 7, 'trace_an': -10248}
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id: 76298007
{'hecke_orbit_code': 4503599795142672, 'n': 8, 'trace_an': 0}
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