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mf_newforms • Show schema
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{'Nk2': 1078, 'analytic_conductor': 5.061189839636722, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [22, 2, [13], [1]], 'cm_discs': [], 'conrey_index': 21, 'conrey_indexes': [21], 'dim': 6, 'field_disc': -46560990551597568, 'field_disc_factorization': [[-1, 1], [2, 9], [3, 2], [3178739, 2]], 'field_poly': [42080676, -11444432, 786532, 14500, -1781, -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': 68836917270, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 64, 'hecke_ring_index_factorization': [[2, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.7.b.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.7.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{2}q^{2}+(-9+\\beta _{1})q^{3}-2^{5}q^{4}+(61+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.7.b', 'trace_display': [0, -52, 368, 0], 'trace_hash': 1149976018260235694, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.372', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.221', 'prec': 17}, {'__RealLiteral__': 0, 'data': '151.456', 'prec': 24}, {'__RealLiteral__': 0, 'data': '45.276', 'prec': 20}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
Hide schema
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[-678640915, -37971378, 0, 2690491, 0, 0], [-619913025, 19179281, 0, 1812800, 0, 0], [260605430, -4643790, 0, -1036506, 0, 0], [0, 0, 188461968, 0, 5740635, -3326352]], 'char_orbit_index': 2, 'field_poly': [42080676, -11444432, 786532, 14500, -1781, -2, 1], 'hecke_orbit_code': 68836917270, 'hecke_ring_character_values': [[13, [-1, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 963515190, 481757595, 3372303165, 6744606330, 449640422], 'hecke_ring_inverse_denominators': [1, 4, 2, 4, 1, 4], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 4, 1, 0, 0, 0], [1192, -24, 0, 14, -1, -1], [-23048, 3504, 1834, 28, 15, 99], [521678, -16062, -5748, 6181, -887, -859], [-33241672, 3324008, 2694664, -128548, 49605, 174345]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [10557684654, -657163750, 3625173, 4050251, -22767, -2707], [-21115369308, 3241357880, -7250346, -8100502, 45534, 5414], [-111796059144, -24365375270, 1011971817, 67178179, -907518, -44423], [-1601025981984, 108700698730, 16296294372, -154836221, -18774978, -95153], [315774403296, -45368513086, -137288348, 90358871, -187378, -46261]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '22.7.b.a', 'level': 22, 'maxp': 997, 'weight': 7}
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mf_newspaces • Show schema
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{'Nk2': 1078, 'analytic_conductor': 5.061189839636722, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [22, 2, [13], [1]], 'conrey_index': 21, 'cusp_dim': 16, 'dim': 6, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68836917270, 'hecke_orbit_dims': [6], 'label': '22.7.b', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 20, 'mf_new_dim': 6, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 6, 'sturm_bound': 21, 'trace_bound': 0, 'trace_display': [0, -52, 368, 0], 'traces': [6, 0, -52, -192, 368, 0, 0, 0, -346, 0, -1166, 1664, 0, 2208, -6512, 6144, 0, 0, 0, -11776, 0, 1056, 2156, 0, 59862, -1824, -57472, 0, 0, 0, -78468, 0, 142208, 28704, 0, 11072, -205920, 101472, 0, 0, 0, -344160, 0, 37312, 368716, 0, 493460, 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0, 1301496316, -262325856, -2064972104, 0, 0, 0, 2891848936, 0], 'weight': 7, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 17531
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.7.b.a', 'source_level': 22, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.7.b.a', 'target_level': 22, 'twist_class_label': '22.7.b.a', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
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id: 17532
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.7.b.a', 'source_level': 22, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.7.b.a', 'target_level': 22, 'twist_class_label': '22.7.b.a', 'twist_class_level': 22, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 17533
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.7.b.a', 'source_level': 22, 'target_char_orbit': 8, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '176.7.h.e', 'target_level': 176, 'twist_class_label': '22.7.b.a', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 17534
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.7.b.a', 'source_level': 22, 'target_char_orbit': 8, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '176.7.h.e', 'target_level': 176, 'twist_class_label': '22.7.b.a', 'twist_class_level': 22, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 7}
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id: 17535
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.7.b.a', 'source_level': 22, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '198.7.d.a', 'target_level': 198, 'twist_class_label': '22.7.b.a', 'twist_class_level': 22, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 17536
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '22.7.b.a', 'source_level': 22, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '198.7.d.a', 'target_level': 198, 'twist_class_label': '22.7.b.a', 'twist_class_level': 22, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 7}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 86350
{'charpoly_factorization': [[[32, 0, 1], 3]], 'hecke_orbit_code': 68836917270, 'p': 2}
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id: 86351
{'charpoly_factorization': [[[-1038, -669, 26, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 3}
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id: 86352
{'charpoly_factorization': [[[4028950, -21475, -184, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 5}
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id: 86353
{'charpoly_factorization': [[[107496740487168, 0, 54725907456, 0, 488328, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 7}
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id: 86354
{'charpoly_factorization': [[[5559917313492231481, 3659407487256686, -1471573718065, -3785518396, -830665, 1166, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 11}
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id: 86355
{'charpoly_factorization': [[[91876866326407544832, 0, 72117258135552, 0, 16642440, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 13}
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id: 86356
{'charpoly_factorization': [[[2931556731946398646272, 0, 1201866331972608, 0, 83290056, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 17}
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id: 86357
{'charpoly_factorization': [[[617196963807447551705088, 0, 21797517008627712, 0, 256000200, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 19}
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id: 86358
{'charpoly_factorization': [[[6239437498, -28231717, -1078, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 23}
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id: 86359
{'charpoly_factorization': [[[5617702216670649507643392, 0, 156792255067865088, 0, 808758528, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 29}
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id: 86360
{'charpoly_factorization': [[[-1132011557222, -102020061, 39234, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 31}
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id: 86361
{'charpoly_factorization': [[[26364256495174, 3032266869, 102960, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 37}
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id: 86362
{'charpoly_factorization': [[[22128642196740720659079364608, 0, 35482206631528903680, 0, 15110795400, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 41}
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id: 86363
{'charpoly_factorization': [[[1994026179899556264734097408, 0, 14361259440944959488, 0, 18236828832, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 43}
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id: 86364
{'charpoly_factorization': [[[-432230445439256, 18644071964, -246730, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 47}
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id: 86365
{'charpoly_factorization': [[[-3119113523577992, -5486706868, 265850, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 53}
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id: 86366
{'charpoly_factorization': [[[-9015272522974190, 71851067, 416690, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 59}
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id: 86367
{'charpoly_factorization': [[[14872005148845396189807850291200, 0, 5556329896426021933056, 0, 146302417824, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 61}
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id: 86368
{'charpoly_factorization': [[[1872655475688274, 5504788563, -268710, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 67}
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id: 86369
{'charpoly_factorization': [[[9758135127455482, -123773277781, 230186, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 71}
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id: 86370
{'charpoly_factorization': [[[7689048049980234013717833567436800, 0, 135397119055872003388416, 0, 704846656392, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 73}
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id: 86371
{'charpoly_factorization': [[[1562725175622441269496412863725568, 0, 183712762175820755632128, 0, 882501800064, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 79}
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id: 86372
{'charpoly_factorization': [[[142876861777885966454039969343209472, 0, 900940425927698870452224, 0, 1744310743296, 0, 1], 1]], 'hecke_orbit_code': 68836917270, 'p': 83}
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id: 86373
{'charpoly_factorization': [[[-22029728640116114, 336063668477, -1188976, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 89}
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id: 86374
{'charpoly_factorization': [[[1709328705943558414, -2032816921563, -675816, 1], 2]], 'hecke_orbit_code': 68836917270, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '22.7.b.a', 'level': 22, 'portrait': 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', 'weight': 7}
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mf_hecke_traces • Show schema
Hide schema
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id: 19306000
{'hecke_orbit_code': 68836917270, 'n': 1, 'trace_an': 6}
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id: 19306001
{'hecke_orbit_code': 68836917270, 'n': 2, 'trace_an': 0}
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id: 19306002
{'hecke_orbit_code': 68836917270, 'n': 3, 'trace_an': -52}
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id: 19306003
{'hecke_orbit_code': 68836917270, 'n': 4, 'trace_an': -192}
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id: 19306004
{'hecke_orbit_code': 68836917270, 'n': 5, 'trace_an': 368}
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id: 19306005
{'hecke_orbit_code': 68836917270, 'n': 6, 'trace_an': 0}
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id: 19306006
{'hecke_orbit_code': 68836917270, 'n': 7, 'trace_an': 0}
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id: 19306007
{'hecke_orbit_code': 68836917270, 'n': 8, 'trace_an': 0}
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id: 19306008
{'hecke_orbit_code': 68836917270, 'n': 9, 'trace_an': -346}
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id: 19306009
{'hecke_orbit_code': 68836917270, 'n': 10, 'trace_an': 0}
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id: 19306010
{'hecke_orbit_code': 68836917270, 'n': 11, 'trace_an': -1166}
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id: 19306011
{'hecke_orbit_code': 68836917270, 'n': 12, 'trace_an': 1664}
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id: 19306012
{'hecke_orbit_code': 68836917270, 'n': 13, 'trace_an': 0}
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id: 19306013
{'hecke_orbit_code': 68836917270, 'n': 14, 'trace_an': 2208}
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id: 19306014
{'hecke_orbit_code': 68836917270, 'n': 15, 'trace_an': -6512}
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id: 19306015
{'hecke_orbit_code': 68836917270, 'n': 16, 'trace_an': 6144}
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id: 19306016
{'hecke_orbit_code': 68836917270, 'n': 17, 'trace_an': 0}
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id: 19306017
{'hecke_orbit_code': 68836917270, 'n': 18, 'trace_an': 0}
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id: 19306018
{'hecke_orbit_code': 68836917270, 'n': 19, 'trace_an': 0}
-
id: 19306019
{'hecke_orbit_code': 68836917270, 'n': 20, 'trace_an': -11776}
-
id: 19306020
{'hecke_orbit_code': 68836917270, 'n': 21, 'trace_an': 0}
-
id: 19306021
{'hecke_orbit_code': 68836917270, 'n': 22, 'trace_an': 1056}
-
id: 19306022
{'hecke_orbit_code': 68836917270, 'n': 23, 'trace_an': 2156}
-
id: 19306023
{'hecke_orbit_code': 68836917270, 'n': 24, 'trace_an': 0}
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id: 19306024
{'hecke_orbit_code': 68836917270, 'n': 25, 'trace_an': 59862}
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id: 19306025
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