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mf_newforms • Show schema
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{'Nk2': 436, 'analytic_conductor': 0.8703693820319562, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 109, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [109, 3, [6], [2]], 'cm_discs': [], 'conrey_index': 45, 'conrey_indexes': [45, 63], 'dim': 14, 'field_disc': -11604043325772685526787, 'field_disc_factorization': [[-1, 1], [3, 7], [149, 2], [15459449, 2]], 'field_poly': [1, 1, 17, -40, 232, -223, 339, -81, 198, -52, 61, -10, 11, -2, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137472508013, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 109, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '109.2.c.a', 'level': 109, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [109], 'level_radical': 109, 'minimal_twist': '109.2.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+\\beta _{6}q^{2}+(-\\beta _{2}-\\beta _{13})q^{3}+(\\beta _{4}-\\beta _{6}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '109.2.c', 'trace_display': [-4, 1, 5, -2], 'trace_hash': 1339274754762696380, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.071', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '749.225', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_cc • Show schema
Hide schema
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mf_newspaces • Show schema
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{'Nk2': 436, 'analytic_conductor': 0.8703693820319562, 'char_conductor': 109, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [109, 3, [6], [2]], 'conrey_index': 45, 'cusp_dim': 14, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137472508013, 'hecke_orbit_dims': [14], 'label': '109.2.c', 'level': 109, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [109], 'level_radical': 109, 'mf_dim': 18, 'mf_new_dim': 18, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 7, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [-4, 1, 5, -2], 'traces': [14, -4, 1, 8, 5, -7, -2, -12, -6, -2, 0, 0, 7, -3, 7, 4, 6, -4, 14, 8, -10, -5, -24, -8, 10, -2, -32, -9, -5, 6, 14, -28, -6, -62, 8, 7, 0, 40, -2, 12, 10, 5, 16, -19, 2, 48, -7, 23, 5, -9, 19, 22, -5, 26, 4, 3, -4, -9, 1, 36, -3, -29, 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mf_twists_cc • Show schema
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id: 832823
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 63, 'source_dim': 14, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137472508013, 'source_is_minimal': True, 'source_label': '109.2.c.a.63.2', 'source_level': 109, 'target_conrey_index': 63, 'target_dim': 14, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137472508013, 'target_is_minimal': True, 'target_label': '109.2.c.a.63.2', 'target_level': 109, 'twist_class_label': '109.2.c.a.45.2', 'twist_class_level': 109, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 832824
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 63, 'source_dim': 14, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137472508013, 'source_is_minimal': True, 'source_label': '109.2.c.a.63.2', 'source_level': 109, 'target_conrey_index': 172, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13511279952004053, 'target_is_minimal': False, 'target_label': '981.2.h.d.172.6', 'target_level': 981, 'twist_class_label': '109.2.c.a.45.2', 'twist_class_level': 109, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 832825
{'conductor': 109, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 63, 'source_dim': 14, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137472508013, 'source_is_minimal': True, 'source_label': '109.2.c.a.63.2', 'source_level': 109, 'target_conrey_index': 45, 'target_dim': 14, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137472508013, 'target_is_minimal': True, 'target_label': '109.2.c.a.45.2', 'target_level': 109, 'twist_class_label': '109.2.c.a.45.2', 'twist_class_level': 109, 'twisting_char_label': '109.45', 'twisting_conrey_index': 45, 'weight': 2}
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id: 832826
{'conductor': 327, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 63, 'source_dim': 14, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137472508013, 'source_is_minimal': True, 'source_label': '109.2.c.a.63.2', 'source_level': 109, 'target_conrey_index': 154, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13511279952004053, 'target_is_minimal': False, 'target_label': '981.2.h.d.154.6', 'target_level': 981, 'twist_class_label': '109.2.c.a.45.2', 'twist_class_level': 109, 'twisting_char_label': '327.263', 'twisting_conrey_index': 263, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 315725
{'charpoly_factorization': [[[-1, 1, 16, 12, -12, -7, 2, 1], 2]], 'hecke_orbit_code': 137472508013, 'p': 2}
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id: 315726
{'charpoly_factorization': [[[9, 132, 1915, 590, 2135, 238, 1685, 141, 552, 9, 128, 1, 14, -1, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 3}
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id: 315727
{'charpoly_factorization': [[[81, 18, 337, 142, 1159, 340, 1016, -313, 495, -157, 142, -52, 25, -5, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 5}
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id: 315728
{'charpoly_factorization': [[[49, -168, 1297, 3060, 9300, 6530, 6645, 2355, 2531, 795, 444, 46, 24, 2, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 7}
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id: 315729
{'charpoly_factorization': [[[674041, 545965, 628592, 254619, 205111, 61767, 45340, 8680, 5755, 591, 537, 26, 28, 0, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 11}
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id: 315730
{'charpoly_factorization': [[[9, 138, 2560, -6910, 20891, -9615, 11873, -490, 5070, -295, 547, -119, 54, -7, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 13}
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id: 315731
{'charpoly_factorization': [[[4222, 4803, -6496, 1225, 284, -73, -3, 1], 2]], 'hecke_orbit_code': 137472508013, 'p': 17}
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id: 315732
{'charpoly_factorization': [[[-1132, 4321, -3590, -173, 491, -58, -7, 1], 2]], 'hecke_orbit_code': 137472508013, 'p': 19}
-
id: 315733
{'charpoly_factorization': [[[-136, 41, 461, -261, -122, 25, 12, 1], 2]], 'hecke_orbit_code': 137472508013, 'p': 23}
-
id: 315734
{'charpoly_factorization': [[[113569, -5135206, 236553717, 198202386, 140059339, 39995174, 11966236, 1772593, 465339, 53717, 11860, 604, 129, 5, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 29}
-
id: 315735
{'charpoly_factorization': [[[1430881929, -1893165696, 2061242902, -758067850, 284575038, -62306827, 17514185, -3160305, 696697, -90288, 15068, -1550, 213, -14, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 31}
-
id: 315736
{'charpoly_factorization': [[[657721, 2866074, 11045576, 9523166, 10211662, -3452653, 3558571, -417331, 226113, -1780, 11696, 0, 117, 0, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 37}
-
id: 315737
{'charpoly_factorization': [[[-46022, -76297, -10469, 5242, 540, -133, -5, 1], 2]], 'hecke_orbit_code': 137472508013, 'p': 41}
-
id: 315738
{'charpoly_factorization': [[[-118368, -362187, -61680, 16540, 1422, -229, -8, 1], 2]], 'hecke_orbit_code': 137472508013, 'p': 43}
-
id: 315739
{'charpoly_factorization': [[[37058945049, 36161284908, 24083000992, 9695508122, 3033584061, 646073297, 116572943, 14680140, 2133886, 206817, 28085, 1555, 198, 7, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 47}
-
id: 315740
{'charpoly_factorization': [[[45037521, 126891588, 461794693, -205199368, 361096823, 74513452, 52180856, 320685, 1658721, 87291, 28952, 658, 203, 5, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 53}
-
id: 315741
{'charpoly_factorization': [[[26165327049, 14561041626, 8887923531, 1758688686, 641835171, 66434634, 32107356, 1753929, 885547, 11247, 17596, 64, 157, -1, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 59}
-
id: 315742
{'charpoly_factorization': [[[460705635009, 359654245875, 185969477880, 61044882093, 15526134117, 2865962586, 435307537, 49388785, 5294657, 436730, 44949, 2509, 232, 3, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 61}
-
id: 315743
{'charpoly_factorization': [[[289238049, 498560205, 824351812, 416792291, 310155841, -22368027, 103440236, -1675948, 2168543, 13841, 34465, 150, 212, 0, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 67}
-
id: 315744
{'charpoly_factorization': [[[8232, 12563, 1376, -2440, -405, 82, 20, 1], 2]], 'hecke_orbit_code': 137472508013, 'p': 71}
-
id: 315745
{'charpoly_factorization': [[[429194089, -1239871016, 2883599487, -2377993324, 1693693359, 78148564, 120747584, 863461, 4878605, 344173, 64108, 1794, 295, 7, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 73}
-
id: 315746
{'charpoly_factorization': [[[615188809, -1316741664, 2676239357, -687446714, 476566073, -102233526, 61878755, -9854919, 2555306, -65193, 26714, 919, 344, 15, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 79}
-
id: 315747
{'charpoly_factorization': [[[15256449289, 24626448909, 72244187734, -65536724791, 58847661668, -13318453393, 2456730267, -296959876, 34397855, -3181317, 286521, -19346, 1111, -39, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 83}
-
id: 315748
{'charpoly_factorization': [[[56547413209, 66878503874, 118485519847, -46742065252, 26304252126, -2580091250, 798233194, -96105198, 17757312, -1402860, 133322, -5318, 429, -12, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 89}
-
id: 315749
{'charpoly_factorization': [[[29815964929, -5486684575, 32085783108, 20505948899, 30840600873, 7847861286, 2042783501, 103959271, 19015021, 551462, 133833, 1763, 420, 1, 1], 1]], 'hecke_orbit_code': 137472508013, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '109.2.c.a', 'level': 109, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 21529000
{'hecke_orbit_code': 137472508013, 'n': 1, 'trace_an': 14}
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id: 21529001
{'hecke_orbit_code': 137472508013, 'n': 2, 'trace_an': -4}
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id: 21529002
{'hecke_orbit_code': 137472508013, 'n': 3, 'trace_an': 1}
-
id: 21529003
{'hecke_orbit_code': 137472508013, 'n': 4, 'trace_an': 8}
-
id: 21529004
{'hecke_orbit_code': 137472508013, 'n': 5, 'trace_an': 5}
-
id: 21529005
{'hecke_orbit_code': 137472508013, 'n': 6, 'trace_an': -7}
-
id: 21529006
{'hecke_orbit_code': 137472508013, 'n': 7, 'trace_an': -2}
-
id: 21529007
{'hecke_orbit_code': 137472508013, 'n': 8, 'trace_an': -12}
-
id: 21529008
{'hecke_orbit_code': 137472508013, 'n': 9, 'trace_an': -6}
-
id: 21529009
{'hecke_orbit_code': 137472508013, 'n': 10, 'trace_an': -2}
-
id: 21529010
{'hecke_orbit_code': 137472508013, 'n': 11, 'trace_an': 0}
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id: 21529011
{'hecke_orbit_code': 137472508013, 'n': 12, 'trace_an': 0}
-
id: 21529012
{'hecke_orbit_code': 137472508013, 'n': 13, 'trace_an': 7}
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id: 21529013
{'hecke_orbit_code': 137472508013, 'n': 14, 'trace_an': -3}
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id: 21529014
{'hecke_orbit_code': 137472508013, 'n': 15, 'trace_an': 7}
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id: 21529015
{'hecke_orbit_code': 137472508013, 'n': 16, 'trace_an': 4}
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id: 21529016
{'hecke_orbit_code': 137472508013, 'n': 17, 'trace_an': 6}
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id: 21529017
{'hecke_orbit_code': 137472508013, 'n': 18, 'trace_an': -4}
-
id: 21529018
{'hecke_orbit_code': 137472508013, 'n': 19, 'trace_an': 14}
-
id: 21529019
{'hecke_orbit_code': 137472508013, 'n': 20, 'trace_an': 8}
-
id: 21529020
{'hecke_orbit_code': 137472508013, 'n': 21, 'trace_an': -10}
-
id: 21529021
{'hecke_orbit_code': 137472508013, 'n': 22, 'trace_an': -5}
-
id: 21529022
{'hecke_orbit_code': 137472508013, 'n': 23, 'trace_an': -24}
-
id: 21529023
{'hecke_orbit_code': 137472508013, 'n': 24, 'trace_an': -8}
-
id: 21529024
{'hecke_orbit_code': 137472508013, 'n': 25, 'trace_an': 10}
-
id: 21529025
{'hecke_orbit_code': 137472508013, 'n': 26, 'trace_an': -2}
-
id: 21529026
{'hecke_orbit_code': 137472508013, 'n': 27, 'trace_an': -32}
-
id: 21529027
{'hecke_orbit_code': 137472508013, 'n': 28, 'trace_an': -9}
-
id: 21529028
{'hecke_orbit_code': 137472508013, 'n': 29, 'trace_an': -5}
-
id: 21529029
{'hecke_orbit_code': 137472508013, 'n': 30, 'trace_an': 6}
-
id: 21529030
{'hecke_orbit_code': 137472508013, 'n': 31, 'trace_an': 14}
-
id: 21529031
{'hecke_orbit_code': 137472508013, 'n': 32, 'trace_an': -28}
-
id: 21529032
{'hecke_orbit_code': 137472508013, 'n': 33, 'trace_an': -6}
-
id: 21529033
{'hecke_orbit_code': 137472508013, 'n': 34, 'trace_an': -62}
-
id: 21529034
{'hecke_orbit_code': 137472508013, 'n': 35, 'trace_an': 8}
-
id: 21529035
{'hecke_orbit_code': 137472508013, 'n': 36, 'trace_an': 7}
-
id: 21529036
{'hecke_orbit_code': 137472508013, 'n': 37, 'trace_an': 0}
-
id: 21529037
{'hecke_orbit_code': 137472508013, 'n': 38, 'trace_an': 40}
-
id: 21529038
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