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mf_newforms • Show schema
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{'Nk2': 4900, 'analytic_conductor': 25.236755972029783, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, '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': [49, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 18, 'dim': 4, 'field_disc': 335241, 'field_disc_factorization': [[3, 2], [193, 2]], 'field_poly': [2304, 48, 49, -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, [33856, 1104, 220, -6, 1]], [3, [462422016, -1849344, 28900, 86, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737234096177, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 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': '49.10.c.b', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.10.a.a', 'nf_label': '4.0.335241.2', 'prim_orbit_index': 3, 'qexp_display': 'q+(3\\beta _{1}+\\beta _{2})q^{2}+(-43+43\\beta _{1}-11\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.10.c', 'trace_display': [6, -86, -2238, 0], 'trace_hash': 2216813475243364779, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 4}, {'__RealLiteral__': 0, 'data': '4.015', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.193', 'prec': 10}, {'__RealLiteral__': 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mf_hecke_nf • Show schema
Hide schema
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'hecke_ring_inverse_denominators': [1, 2, 2, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 1, 0], [-97, 97, 1, 1], [-145, 0, 0, 49]], 'hecke_ring_numerators': [[1, 0, 0, 0], [2304, -49, 49, -1], [-2304, 4753, -49, 1], [145, 0, 0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '49.10.c.b', 'level': 49, 'maxp': 997, 'weight': 10}
-
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{'Nk2': 4900, 'analytic_conductor': 25.236755972029783, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [49, 3, [3], [2]], 'conrey_index': 18, 'cusp_dim': 76, 'dim': 56, 'eis_dim': 16, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 137606725681, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8, 10, 16], 'label': '49.10.c', 'level': 49, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 92, 'mf_new_dim': 64, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 46, 'trace_bound': 3, 'trace_display': [35, -161, -1533, 0], 'traces': [56, 35, -161, -6825, -1533, 8708, 0, -68250, -142261, -4298, -59731, -135604, 319676, 0, -181118, -2079973, -324681, 1711801, 16121, 350616, 0, 1217244, 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mf_twists_nf • Show schema
Hide schema
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id: 40732
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.10.a.a', 'target_level': 7, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 40733
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.10.a.b', 'target_level': 49, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 40734
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.10.c.b', 'target_level': 49, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 40735
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.10.c.b', 'target_level': 49, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 40736
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.10.c.c', 'target_level': 49, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 40737
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.10.c.c', 'target_level': 49, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 40738
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '63.10.a.d', 'target_level': 63, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 10}
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id: 40739
{'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '112.10.a.e', 'target_level': 112, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 10}
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id: 40740
{'conductor': 35, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.10.a.b', 'target_level': 175, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 10}
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id: 40741
{'conductor': 35, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.10.c.b', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.10.b.b', 'target_level': 175, 'twist_class_label': '7.10.a.a', 'twist_class_level': 7, 'twisting_char_label': '35.k', 'twisting_char_orbit': 11, 'weight': 10}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 165250
{'charpoly_factorization': [[[33856, 1104, 220, -6, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 2}
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id: 165251
{'charpoly_factorization': [[[462422016, -1849344, 28900, 86, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 3}
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id: 165252
{'charpoly_factorization': [[[239770832896, -1095868032, 5498308, 2238, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 5}
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id: 165253
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503737234096177, 'p': 7}
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id: 165254
{'charpoly_factorization': [[[3324110398310204416, -64388636360064, 3070434160, 35316, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 11}
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id: 165255
{'charpoly_factorization': [[[-22750162568, -26530, 1], 2]], 'hecke_orbit_code': 4503737234096177, 'p': 13}
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id: 165256
{'charpoly_factorization': [[[1343771773396632823824, 17006144028229440, 178564273668, 463920, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 17}
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id: 165257
{'charpoly_factorization': [[[45546428304064519170304, 197500800310771552, 642997189524, 925426, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 19}
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id: 165258
{'charpoly_factorization': [[[16541427879748898390016, -100077751907647488, 734096666880, 778128, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 23}
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id: 165259
{'charpoly_factorization': [[[23287739754332, 10003584, 1], 2]], 'hecke_orbit_code': 4503737234096177, 'p': 29}
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id: 165260
{'charpoly_factorization': [[[12303738227320475725440000, 8654330155676688000, 9595040396400, -2467260, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 31}
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id: 165261
{'charpoly_factorization': [[[50304128732108626372614594576, 6893548461480614890752, 720388337460228, 30735552, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 37}
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id: 165262
{'charpoly_factorization': [[[-51779041048756, -19103448, 1], 2]], 'hecke_orbit_code': 4503737234096177, 'p': 41}
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id: 165263
{'charpoly_factorization': [[[-207953886197312, -4065100, 1], 2]], 'hecke_orbit_code': 4503737234096177, 'p': 43}
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id: 165264
{'charpoly_factorization': [[[2199243248178750610726110004224, 121893946759993043583360, 5273036738309232, 82195020, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 47}
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id: 165265
{'charpoly_factorization': [[[12080829908375164528639789779216, 191825924321217847691952, 6521664175592940, -55189812, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 53}
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id: 165266
{'charpoly_factorization': [[[211137883515227733123620929536, -3248287467252856584192, 509471268059268, 7069218, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 59}
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id: 165267
{'charpoly_factorization': [[[3006601216636812104890631301376, 76842635374879429408864, 3697897435645620, -44316386, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 61}
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id: 165268
{'charpoly_factorization': [[[26045864602207654723139734579456, -1234649149248442460142976, 53422417885799280, -241921336, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 67}
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id: 165269
{'charpoly_factorization': [[[-33205648824769536, -206493816, 1], 2]], 'hecke_orbit_code': 4503737234096177, 'p': 71}
-
id: 165270
{'charpoly_factorization': [[[3688288959200177230636587623447184, 30314214442850628081136464, 188422620243293916, 499153188, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 73}
-
id: 165271
{'charpoly_factorization': [[[4916567897394208829856956416, -32852857367845721437184, 219595254425987520, 468535096, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 79}
-
id: 165272
{'charpoly_factorization': [[[-40442499893399184, 444023958, 1], 2]], 'hecke_orbit_code': 4503737234096177, 'p': 83}
-
id: 165273
{'charpoly_factorization': [[[10166082905650656633464093294151184, -64152929507575944339466512, 304009204287399244, -636267396, 1], 1]], 'hecke_orbit_code': 4503737234096177, 'p': 89}
-
id: 165274
{'charpoly_factorization': [[[660100302235719324, -1632716064, 1], 2]], 'hecke_orbit_code': 4503737234096177, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '49.10.c.b', 'level': 49, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
Showing the first 100 of 258 matching records in this table.
-
id: 21288331
{'hecke_orbit_code': 4503737234096177, 'n': 1, 'trace_an': 4}
-
id: 21288332
{'hecke_orbit_code': 4503737234096177, 'n': 2, 'trace_an': 6}
-
id: 21288333
{'hecke_orbit_code': 4503737234096177, 'n': 3, 'trace_an': -86}
-
id: 21288334
{'hecke_orbit_code': 4503737234096177, 'n': 4, 'trace_an': 620}
-
id: 21288335
{'hecke_orbit_code': 4503737234096177, 'n': 5, 'trace_an': -2238}
-
id: 21288336
{'hecke_orbit_code': 4503737234096177, 'n': 6, 'trace_an': 7976}
-
id: 21288337
{'hecke_orbit_code': 4503737234096177, 'n': 7, 'trace_an': 0}
-
id: 21288338
{'hecke_orbit_code': 4503737234096177, 'n': 8, 'trace_an': 5232}
-
id: 21288339
{'hecke_orbit_code': 4503737234096177, 'n': 9, 'trace_an': -11038}
-
id: 21288340
{'hecke_orbit_code': 4503737234096177, 'n': 10, 'trace_an': 43384}
-
id: 21288341
{'hecke_orbit_code': 4503737234096177, 'n': 11, 'trace_an': -35316}
-
id: 21288342
{'hecke_orbit_code': 4503737234096177, 'n': 12, 'trace_an': 52136}
-
id: 21288343
{'hecke_orbit_code': 4503737234096177, 'n': 13, 'trace_an': 53060}
-
id: 21288344
{'hecke_orbit_code': 4503737234096177, 'n': 14, 'trace_an': 0}
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id: 21288345
{'hecke_orbit_code': 4503737234096177, 'n': 15, 'trace_an': -614272}
-
id: 21288346
{'hecke_orbit_code': 4503737234096177, 'n': 16, 'trace_an': 752}
-
id: 21288347
{'hecke_orbit_code': 4503737234096177, 'n': 17, 'trace_an': -463920}
-
id: 21288348
{'hecke_orbit_code': 4503737234096177, 'n': 18, 'trace_an': -332042}
-
id: 21288349
{'hecke_orbit_code': 4503737234096177, 'n': 19, 'trace_an': -925426}
-
id: 21288350
{'hecke_orbit_code': 4503737234096177, 'n': 20, 'trace_an': -947520}
-
id: 21288351
{'hecke_orbit_code': 4503737234096177, 'n': 21, 'trace_an': 0}
-
id: 21288352
{'hecke_orbit_code': 4503737234096177, 'n': 22, 'trace_an': 2355776}
-
id: 21288353
{'hecke_orbit_code': 4503737234096177, 'n': 23, 'trace_an': -778128}
-
id: 21288354
{'hecke_orbit_code': 4503737234096177, 'n': 24, 'trace_an': 3301296}
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id: 21288355
{'hecke_orbit_code': 4503737234096177, 'n': 25, 'trace_an': -2081722}
-
id: 21288356
{'hecke_orbit_code': 4503737234096177, 'n': 26, 'trace_an': -4127424}
-
id: 21288357
{'hecke_orbit_code': 4503737234096177, 'n': 27, 'trace_an': 5597224}
-
id: 21288358
{'hecke_orbit_code': 4503737234096177, 'n': 28, 'trace_an': 0}
-
id: 21288359
{'hecke_orbit_code': 4503737234096177, 'n': 29, 'trace_an': -20007168}
-
id: 21288360
{'hecke_orbit_code': 4503737234096177, 'n': 30, 'trace_an': -4095872}
-
id: 21288361
{'hecke_orbit_code': 4503737234096177, 'n': 31, 'trace_an': 2467260}
-
id: 21288362
{'hecke_orbit_code': 4503737234096177, 'n': 32, 'trace_an': -1284576}
-
id: 21288363
{'hecke_orbit_code': 4503737234096177, 'n': 33, 'trace_an': -15640784}
-
id: 21288364
{'hecke_orbit_code': 4503737234096177, 'n': 34, 'trace_an': 4493352}
-
id: 21288365
{'hecke_orbit_code': 4503737234096177, 'n': 35, 'trace_an': 0}
-
id: 21288366
{'hecke_orbit_code': 4503737234096177, 'n': 36, 'trace_an': -11225432}
-
id: 21288367
{'hecke_orbit_code': 4503737234096177, 'n': 37, 'trace_an': -30735552}
-
id: 21288368
{'hecke_orbit_code': 4503737234096177, 'n': 38, 'trace_an': 3504660}
-
id: 21288369
{'hecke_orbit_code': 4503737234096177, 'n': 39, 'trace_an': -47417944}
-
id: 21288370
{'hecke_orbit_code': 4503737234096177, 'n': 40, 'trace_an': -32409984}
-
id: 21288371
{'hecke_orbit_code': 4503737234096177, 'n': 41, 'trace_an': 38206896}
-
id: 21288372
{'hecke_orbit_code': 4503737234096177, 'n': 42, 'trace_an': 0}
-
id: 21288373
{'hecke_orbit_code': 4503737234096177, 'n': 43, 'trace_an': 8130200}
-
id: 21288374
{'hecke_orbit_code': 4503737234096177, 'n': 44, 'trace_an': 18650976}
-
id: 21288375
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