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{'Nk2': 24500, 'analytic_conductor': 126.18377986014892, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, -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': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 144762333880, 'field_disc_factorization': [[2, 3], [5, 1], [3619058347, 1]], 'field_poly': [-8308, 6926, -648, -1, 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': [[2, [559840, -18088, -1708, 19, 1]], [3, [264777984, -893592, -41895, -18, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254389, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 90, 'hecke_ring_index_factorization': [[2, 1], [3, 2], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '245.10.a.e', 'level': 245, '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': [5, 7], 'level_radical': 35, 'minimal_twist': '35.10.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-5-\\beta _{1})q^{2}+(4-\\beta _{2})q^{3}+(435+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.10.a', 'trace_display': [-19, 18, 2500, 0], 'trace_hash': 435551224973516444, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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-
mf_hecke_nf • Show schema
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2999, 'weight': 10}
-
mf_newspaces • Show schema
Hide schema
{'ALdims': [29, 33, 31, 30], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [29, 30, 31, 31], 'Nk2': 24500, 'analytic_conductor': 126.18377986014892, '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': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 244, 'dim': 123, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 167772405, 'hecke_orbit_dims': [1, 1, 2, 2, 4, 5, 6, 9, 9, 11, 11, 13, 13, 18, 18], 'label': '245.10.a', 'level': 245, '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': [5, 7], 'level_radical': 35, 'mf_dim': 260, 'mf_new_dim': 123, 'num_forms': 15, 'plus_dim': 59, 'prim_orbit_index': 1, 'relative_dim': 123, 'sturm_bound': 280, 'trace_bound': 3, 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mf_twists_nf • Show schema
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id: 197364
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '245.10.a.e', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '35.10.a.c', 'target_level': 35, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 197365
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '245.10.a.e', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.10.a.e', 'target_level': 175, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 197366
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '245.10.a.e', 'source_level': 245, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.10.b.e', 'target_level': 175, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 10}
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id: 197367
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '245.10.a.e', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '245.10.a.e', 'target_level': 245, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 197368
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '245.10.a.e', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '315.10.a.g', 'target_level': 315, 'twist_class_label': '35.10.a.c', 'twist_class_level': 35, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 579250
{'charpoly_factorization': [[[559840, -18088, -1708, 19, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 2}
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id: 579251
{'charpoly_factorization': [[[264777984, -893592, -41895, -18, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 3}
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id: 579252
{'charpoly_factorization': [[[-625, 1], 4]], 'hecke_orbit_code': 18014398677254389, 'p': 5}
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id: 579253
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014398677254389, 'p': 7}
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id: 579254
{'charpoly_factorization': [[[869579178107158576, 104361245847088, -1165571191, -82438, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 11}
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id: 579255
{'charpoly_factorization': [[[43199596141093409380, 355765685982476, -13690919467, -72962, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 13}
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id: 579256
{'charpoly_factorization': [[[-203740738318353733004, 8935963081689812, -6059436931, -357542, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 17}
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id: 579257
{'charpoly_factorization': [[[103553336990674380236800, -113201433637325760, -669332504380, 300732, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 19}
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id: 579258
{'charpoly_factorization': [[[301087578873454808252416, -1208808099062366144, -174024471484, 2340836, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 23}
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id: 579259
{'charpoly_factorization': [[[32511402154433388378170500, -7216238975778886900, -11286193764675, 1372022, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 29}
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id: 579260
{'charpoly_factorization': [[[-109083970674934005496015872, 155375890378811988480, -49757849699472, -4590888, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 31}
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id: 579261
{'charpoly_factorization': [[[3289587032793185394275177424, 2085247866164416936416, 455678090264520, 38868456, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 37}
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id: 579262
{'charpoly_factorization': [[[-168357971822210372719388269376, -13049576850017149043936, 569638742332340, 57287084, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 41}
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id: 579263
{'charpoly_factorization': [[[-36032235038364954369487664960, -43893068766564854496256, -927290666737612, 43403452, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 43}
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id: 579264
{'charpoly_factorization': [[[-2113874112558464541439557355712, -112912218333288363255440, 660581216130273, 91822222, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 47}
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id: 579265
{'charpoly_factorization': [[[-366679160166421951497342456512, -81502488027957457311200, -3683685226698748, 61086884, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 53}
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id: 579266
{'charpoly_factorization': [[[19060708034389350015210270208000, -1354394665392760943744000, -19145903654311680, 72569680, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 59}
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id: 579267
{'charpoly_factorization': [[[-153134007488168228837118794019456, 3458852347401174743273664, -6212344588381980, -225681036, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 61}
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id: 579268
{'charpoly_factorization': [[[66046758657494522785641010438912, 1872495702149728855958144, -36333142404545344, 4429720, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 67}
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id: 579269
{'charpoly_factorization': [[[-1085932643323347986681530445373440, -15462601561196558774261248, 6776617143458112, 470468984, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 71}
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id: 579270
{'charpoly_factorization': [[[27304086771091983311733054447568, 11023023350067663012064960, -71691193765575448, -168326464, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 73}
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id: 579271
{'charpoly_factorization': [[[-206381565540216397761263687264000, -59640596573597501012808600, -70238756792927335, 598805646, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 79}
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id: 579272
{'charpoly_factorization': [[[-3161658568991508082825823047626752, 77244327366652459232182400, 210812743046689872, -1159074304, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 83}
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id: 579273
{'charpoly_factorization': [[[-36832246121709260061126570323374400, 86510494108081518344703840, 419042375515033940, -1380153012, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 89}
-
id: 579274
{'charpoly_factorization': [[[232166469030619977215016930178557268, -1143145150300574598772580940, -1829731028118628027, 754874082, 1], 1]], 'hecke_orbit_code': 18014398677254389, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '245.10.a.e', 'level': 245, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 40292095
{'hecke_orbit_code': 18014398677254389, 'n': 1, 'trace_an': 4}
-
id: 40292096
{'hecke_orbit_code': 18014398677254389, 'n': 2, 'trace_an': -19}
-
id: 40292097
{'hecke_orbit_code': 18014398677254389, 'n': 3, 'trace_an': 18}
-
id: 40292098
{'hecke_orbit_code': 18014398677254389, 'n': 4, 'trace_an': 1729}
-
id: 40292099
{'hecke_orbit_code': 18014398677254389, 'n': 5, 'trace_an': 2500}
-
id: 40292100
{'hecke_orbit_code': 18014398677254389, 'n': 6, 'trace_an': 144}
-
id: 40292101
{'hecke_orbit_code': 18014398677254389, 'n': 7, 'trace_an': 0}
-
id: 40292102
{'hecke_orbit_code': 18014398677254389, 'n': 8, 'trace_an': -30495}
-
id: 40292103
{'hecke_orbit_code': 18014398677254389, 'n': 9, 'trace_an': 5382}
-
id: 40292104
{'hecke_orbit_code': 18014398677254389, 'n': 10, 'trace_an': -11875}
-
id: 40292105
{'hecke_orbit_code': 18014398677254389, 'n': 11, 'trace_an': 82438}
-
id: 40292106
{'hecke_orbit_code': 18014398677254389, 'n': 12, 'trace_an': -41328}
-
id: 40292107
{'hecke_orbit_code': 18014398677254389, 'n': 13, 'trace_an': 72962}
-
id: 40292108
{'hecke_orbit_code': 18014398677254389, 'n': 14, 'trace_an': 0}
-
id: 40292109
{'hecke_orbit_code': 18014398677254389, 'n': 15, 'trace_an': 11250}
-
id: 40292110
{'hecke_orbit_code': 18014398677254389, 'n': 16, 'trace_an': 64257}
-
id: 40292111
{'hecke_orbit_code': 18014398677254389, 'n': 17, 'trace_an': 357542}
-
id: 40292112
{'hecke_orbit_code': 18014398677254389, 'n': 18, 'trace_an': -965367}
-
id: 40292113
{'hecke_orbit_code': 18014398677254389, 'n': 19, 'trace_an': -300732}
-
id: 40292114
{'hecke_orbit_code': 18014398677254389, 'n': 20, 'trace_an': 1080625}
-
id: 40292115
{'hecke_orbit_code': 18014398677254389, 'n': 21, 'trace_an': 0}
-
id: 40292116
{'hecke_orbit_code': 18014398677254389, 'n': 22, 'trace_an': -5595068}
-
id: 40292117
{'hecke_orbit_code': 18014398677254389, 'n': 23, 'trace_an': -2340836}
-
id: 40292118
{'hecke_orbit_code': 18014398677254389, 'n': 24, 'trace_an': 7636320}
-
id: 40292119
{'hecke_orbit_code': 18014398677254389, 'n': 25, 'trace_an': 1562500}
-
id: 40292120
{'hecke_orbit_code': 18014398677254389, 'n': 26, 'trace_an': -1305666}
-
id: 40292121
{'hecke_orbit_code': 18014398677254389, 'n': 27, 'trace_an': 4240350}
-
id: 40292122
{'hecke_orbit_code': 18014398677254389, 'n': 28, 'trace_an': 0}
-
id: 40292123
{'hecke_orbit_code': 18014398677254389, 'n': 29, 'trace_an': -1372022}
-
id: 40292124
{'hecke_orbit_code': 18014398677254389, 'n': 30, 'trace_an': 90000}
-
id: 40292125
{'hecke_orbit_code': 18014398677254389, 'n': 31, 'trace_an': 4590888}
-
id: 40292126
{'hecke_orbit_code': 18014398677254389, 'n': 32, 'trace_an': -10529439}
-
id: 40292127
{'hecke_orbit_code': 18014398677254389, 'n': 33, 'trace_an': -2000034}
-
id: 40292128
{'hecke_orbit_code': 18014398677254389, 'n': 34, 'trace_an': 7199478}
-
id: 40292129
{'hecke_orbit_code': 18014398677254389, 'n': 35, 'trace_an': 0}
-
id: 40292130
{'hecke_orbit_code': 18014398677254389, 'n': 36, 'trace_an': -9144243}
-
id: 40292131
{'hecke_orbit_code': 18014398677254389, 'n': 37, 'trace_an': -38868456}
-
id: 40292132
{'hecke_orbit_code': 18014398677254389, 'n': 38, 'trace_an': 15477280}
-
id: 40292133
{'hecke_orbit_code': 18014398677254389, 'n': 39, 'trace_an': -46666242}
-
id: 40292134
{'hecke_orbit_code': 18014398677254389, 'n': 40, 'trace_an': -19059375}
-
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