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mf_newforms • Show schema
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{'Nk2': 11520, 'analytic_conductor': 61.46745444476711, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [80, 2, [31, 21, 17], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 6, 'field_disc': -1767009543281748544, 'field_disc_factorization': [[-1, 1], [2, 6], [67, 2], [1093, 2], [2269, 2]], 'field_poly': [6408200, -6762620, 3568321, 198, 2, -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': [[3, [1402783538877504, 0, 145487901168, 0, 779452, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007336895021136, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 104857600000, 'hecke_ring_index_factorization': [[2, 25], [5, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '80.12.c.c', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.12.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{3}+(88+\\beta _{1}+8\\beta _{2}-\\beta _{5})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.12.c', 'trace_display': [0, 0, 530, 0], 'trace_hash': 1716541944011999968, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.643', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.580', 'prec': 17}, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 11520, 'analytic_conductor': 61.46745444476711, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [80, 2, [31, 21, 17], [2, 2, 1]], 'conrey_index': 49, 'cusp_dim': 126, 'dim': 32, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137640280144, 'hecke_orbit_dims': [4, 6, 6, 16], 'label': '80.12.c', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 138, 'mf_new_dim': 34, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 0, 1320, 0], 'traces': [32, 0, 0, 0, 1320, 0, 0, 0, -1771472, 0, -966304, 0, 0, 0, 4883008, 0, 0, 0, 20502240, 0, 12920336, 0, 0, 0, -15395648, 0, 0, 0, 1010944, 0, 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mf_twists_cc • Show schema
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id: 40705275
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007336895021136, 'target_is_minimal': False, 'target_label': '80.12.c.c.49.4', 'target_level': 80, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
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id: 40705276
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 9, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 68920803338, 'target_is_minimal': True, 'target_label': '10.12.b.a.9.5', 'target_level': 10, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
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id: 40705277
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007336895021136, 'target_is_minimal': False, 'target_label': '80.12.c.c.49.3', 'target_level': 80, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
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id: 40705278
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 19, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737267650650, 'target_is_minimal': False, 'target_label': '90.12.c.b.19.1', 'target_level': 90, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 12}
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id: 40705279
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396847661106, 'target_is_minimal': False, 'target_label': '50.12.a.j.1.2', 'target_level': 50, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 12}
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id: 40705280
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797220290610, 'target_is_minimal': False, 'target_label': '50.12.a.i.1.2', 'target_level': 50, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 12}
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id: 40705281
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 9, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68920803338, 'target_is_minimal': True, 'target_label': '10.12.b.a.9.2', 'target_level': 10, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 12}
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id: 40705282
{'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007336895021136, 'source_is_minimal': False, 'source_label': '80.12.c.c.49.4', 'source_level': 80, 'target_conrey_index': 19, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503737267650650, 'target_is_minimal': False, 'target_label': '90.12.c.b.19.4', 'target_level': 90, 'twist_class_label': '10.12.b.a.9.2', 'twist_class_level': 10, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 250850
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 9007336895021136, 'p': 2}
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id: 250851
{'charpoly_factorization': [[[1402783538877504, 0, 145487901168, 0, 779452, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 3}
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id: 250852
{'charpoly_factorization': [[[116415321826934814453125, -1263618469238281250, 4443353271484375, 98147812500, 90999875, -530, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 5}
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id: 250853
{'charpoly_factorization': [[[821471635536743699888328256, 0, 4768524644880488688, 0, 6269737308, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 7}
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id: 250854
{'charpoly_factorization': [[[115238772106980928, -404865634768, -321364, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 11}
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id: 250855
{'charpoly_factorization': [[[421808685154991009437570742786494464, 0, 2232598276005940474875648, 0, 3242722150512, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 13}
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id: 250856
{'charpoly_factorization': [[[795095878173640960570519842714944536576, 0, 725882665779375599260336128, 0, 73199191868928, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 17}
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id: 250857
{'charpoly_factorization': [[[4121207449987461336000, -319462670408400, -12054540, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 19}
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id: 250858
{'charpoly_factorization': [[[14957846762681537532294011065068622131740224, 0, 463490750526363103794625164528, 0, 1481813406273372, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 23}
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id: 250859
{'charpoly_factorization': [[[268147595125022256585000, -13779398183735700, 128204910, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 29}
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id: 250860
{'charpoly_factorization': [[[-2552909442324983998840832, -11838476397616128, 229240896, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 31}
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id: 250861
{'charpoly_factorization': [[[3061243992938796298127040870228735860263419460489216, 0, 130763264713808323853717329026494208, 0, 722293917618208368, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 37}
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id: 250862
{'charpoly_factorization': [[[54179870880252566251237112, -304479477768531508, 82384474, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 41}
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id: 250863
{'charpoly_factorization': [[[184212665632696126869849001119331814629705042060961344, 0, 1526283866896586900257178066174658288, 0, 2751527311661286492, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 43}
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id: 250864
{'charpoly_factorization': [[[23564777568302653637514303244674890071259287391390595136, 0, 27901233390726366068359487529489432048, 0, 10058434048444369788, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 47}
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id: 250865
{'charpoly_factorization': [[[10888090580782708470293043831209446219844886121651605504, 0, 131826922332364563610254929900732083968, 0, 23242988550780343152, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 53}
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id: 250866
{'charpoly_factorization': [[[-23713258087549932302956280000, 6151396739479137200, 8831981180, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 59}
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id: 250867
{'charpoly_factorization': [[[541291806227070973065222472, -6145888615605223668, 2510396214, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 61}
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id: 250868
{'charpoly_factorization': [[[57023247884208333097037239850660953186282096583741632576, 0, 59611874667928014841266755340923418194928, 0, 514953376525337199228, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 67}
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id: 250869
{'charpoly_factorization': [[[73526716663041056380837774848, 103522949227152130752, 28394209416, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 71}
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id: 250870
{'charpoly_factorization': [[[496511249111637261156946329167641664942013387497661561831424, 0, 44453981899030472437682249864668517756928, 0, 413932503778819342272, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 73}
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id: 250871
{'charpoly_factorization': [[[-26328492861159437519953890816000, -2383107470367382022400, 1301275440, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 79}
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id: 250872
{'charpoly_factorization': [[[873452802546408416144325251705957789200752154469355725924152384, 0, 3733536331502475676808674863816953568423408, 0, 4453838420469914470332, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 83}
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id: 250873
{'charpoly_factorization': [[[196863784342782398550932844271000, 364772629909018064300, -124724206270, 1], 2]], 'hecke_orbit_code': 9007336895021136, 'p': 89}
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id: 250874
{'charpoly_factorization': [[[127144876838874017283355996431158635488113388123328753234069159936, 0, 109156086926499336043384756999017801657090048, 0, 24399388427795871967488, 0, 1], 1]], 'hecke_orbit_code': 9007336895021136, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 3, 'label': '80.12.c.c', 'level': 80, 'portrait': 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', 'weight': 12}
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mf_hecke_traces • Show schema
Hide schema
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id: 116563000
{'hecke_orbit_code': 9007336895021136, 'n': 1, 'trace_an': 6}
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id: 116563001
{'hecke_orbit_code': 9007336895021136, 'n': 2, 'trace_an': 0}
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id: 116563002
{'hecke_orbit_code': 9007336895021136, 'n': 3, 'trace_an': 0}
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id: 116563003
{'hecke_orbit_code': 9007336895021136, 'n': 4, 'trace_an': 0}
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id: 116563004
{'hecke_orbit_code': 9007336895021136, 'n': 5, 'trace_an': 530}
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id: 116563005
{'hecke_orbit_code': 9007336895021136, 'n': 6, 'trace_an': 0}
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id: 116563006
{'hecke_orbit_code': 9007336895021136, 'n': 7, 'trace_an': 0}
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id: 116563007
{'hecke_orbit_code': 9007336895021136, 'n': 8, 'trace_an': 0}
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id: 116563008
{'hecke_orbit_code': 9007336895021136, 'n': 9, 'trace_an': -496022}
-
id: 116563009
{'hecke_orbit_code': 9007336895021136, 'n': 10, 'trace_an': 0}
-
id: 116563010
{'hecke_orbit_code': 9007336895021136, 'n': 11, 'trace_an': 642728}
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id: 116563011
{'hecke_orbit_code': 9007336895021136, 'n': 12, 'trace_an': 0}
-
id: 116563012
{'hecke_orbit_code': 9007336895021136, 'n': 13, 'trace_an': 0}
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id: 116563013
{'hecke_orbit_code': 9007336895021136, 'n': 14, 'trace_an': 0}
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id: 116563014
{'hecke_orbit_code': 9007336895021136, 'n': 15, 'trace_an': 698680}
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id: 116563015
{'hecke_orbit_code': 9007336895021136, 'n': 16, 'trace_an': 0}
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id: 116563016
{'hecke_orbit_code': 9007336895021136, 'n': 17, 'trace_an': 0}
-
id: 116563017
{'hecke_orbit_code': 9007336895021136, 'n': 18, 'trace_an': 0}
-
id: 116563018
{'hecke_orbit_code': 9007336895021136, 'n': 19, 'trace_an': 24109080}
-
id: 116563019
{'hecke_orbit_code': 9007336895021136, 'n': 20, 'trace_an': 0}
-
id: 116563020
{'hecke_orbit_code': 9007336895021136, 'n': 21, 'trace_an': 125471192}
-
id: 116563021
{'hecke_orbit_code': 9007336895021136, 'n': 22, 'trace_an': 0}
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id: 116563022
{'hecke_orbit_code': 9007336895021136, 'n': 23, 'trace_an': 0}
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id: 116563023
{'hecke_orbit_code': 9007336895021136, 'n': 24, 'trace_an': 0}
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id: 116563024
{'hecke_orbit_code': 9007336895021136, 'n': 25, 'trace_an': -181718850}
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