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mf_newforms • Show schema
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{'Nk2': 3887, 'analytic_conductor': 21.021857797354567, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, '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': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, 'conrey_indexes': [22], 'dim': 2, 'field_disc': 69, 'field_disc_factorization': [[3, 1], [23, 1]], 'field_poly': [-17, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-6047, -79, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668564951063, 'hecke_ring_generator_nbound': 3, '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, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.13.b.b', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.13.b.b', 'nf_label': '2.2.69.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(29+21\\beta )q^{2}+(159-304\\beta )q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '12.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.13.b', 'trace_display': [79, 14, 0, 0], 'trace_hash': 2133100652649687530, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16.511', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '194.264', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [29, 21], [159, -304], [4242, 1659], [0, 0], [-103917, -11861], [0, 0], [596497, 86016], [1064912, -4256], [0, 0], [0, 0], [-7899234, -1530123], [3761039, 960816], [0, 0], [0, 0], [30630893, 10031973], [0, 0], [29363056, 22150352], [0, 0], [0, 0], [0, 0], [0, 0], [148035889, 0], [-349687665, -193807408], [244140625, 0], [452081443, 127022619], [106816897, -161558064], [0, 0], [243550271, -242770416], [0, 0], [-777878449, -121268256], [2026458546, 792525867], [0, 0], [0, 0], [0, 0], [4397324736, 1741574352], [0, 0], [0, 0], [-4367491887, -1282674176], [0, 0], [4392959951, -1189637376], [0, 0], [0, 0], [0, 0], [0, 0], [4293040781, 3108753669], [-9643073281, -1320759744], [-46974924477, -10766427557], [13841287201, 0], [7080078125, 5126953125], [0, 0], [43052221086, 11909338917], [0, 0], [-54578538835, -5834748363], [0, 0], [0, 0], [0, 0], [-79606080653, -7023965109], [-19874527918, 0], [0, 0], [0, 0], [-65851242413, -22398860229], [0, 0], [216234894625, 41090961408], [0, 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'hecke_orbit_code': 4503668564951063, 'hecke_ring_character_values': [[5, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '23.13.b.b', 'level': 23, 'maxp': 997, 'weight': 13}
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mf_newspaces • Show schema
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{'Nk2': 3887, 'analytic_conductor': 21.021857797354567, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 23, 'dim': 23, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68937580567, 'hecke_orbit_dims': [1, 2, 20], 'label': '23.13.b', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 25, 'mf_new_dim': 25, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 23, 'sturm_bound': 26, 'trace_bound': 1, 'trace_display': [88, 318, 0, 0], 'traces': [23, 88, 318, 48360, 0, 45651, 0, 665411, 3565749, 0, 0, 2474859, 8049118, 0, 0, 132075280, 0, 159082899, 0, 0, 0, 0, 76917959, -364991808, -1091895337, -764362597, -1698209844, 0, -417897362, 0, -1574125298, 7111022304, 0, 0, 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mf_twists_nf • Show schema
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id: 18074
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '23.13.b.b', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '23.13.b.b', 'target_level': 23, 'twist_class_label': '23.13.b.b', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
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id: 18075
{'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -23, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '23.13.b.b', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '23.13.b.b', 'target_level': 23, 'twist_class_label': '23.13.b.b', 'twist_class_level': 23, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 13}
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mf_hecke_charpolys • Show schema
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id: 89250
{'charpoly_factorization': [[[-6047, -79, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 2}
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id: 89251
{'charpoly_factorization': [[[-1594127, -14, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 3}
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id: 89252
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 5}
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id: 89253
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 7}
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id: 89254
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 11}
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id: 89255
{'charpoly_factorization': [[[2065235247793, -8482894, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 13}
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id: 89256
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 17}
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id: 89257
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 19}
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id: 89258
{'charpoly_factorization': [[[-148035889, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 23}
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id: 89259
{'charpoly_factorization': [[[-1001747139145231247, -244330126, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 29}
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id: 89260
{'charpoly_factorization': [[[449425015783074433, 1677025154, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 31}
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id: 89261
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 37}
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id: 89262
{'charpoly_factorization': [[[-9986962686285617567, -7596282526, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 41}
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id: 89263
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 43}
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id: 89264
{'charpoly_factorization': [[[76070138177416830913, 20606906306, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 47}
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id: 89265
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 53}
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id: 89266
{'charpoly_factorization': [[[19874527918, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 59}
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id: 89267
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 61}
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id: 89268
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 67}
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id: 89269
{'charpoly_factorization': [[[-13548145834616030170847, 188893891874, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 71}
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id: 89270
{'charpoly_factorization': [[[-18969361498040684071967, 223017449186, 1], 1]], 'hecke_orbit_code': 4503668564951063, 'p': 73}
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id: 89271
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 79}
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id: 89272
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 83}
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id: 89273
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 89}
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id: 89274
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668564951063, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '23.13.b.b', 'level': 23, 'portrait': 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', 'weight': 13}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 80397000
{'hecke_orbit_code': 4503668564951063, 'n': 1, 'trace_an': 2}
-
id: 80397001
{'hecke_orbit_code': 4503668564951063, 'n': 2, 'trace_an': 79}
-
id: 80397002
{'hecke_orbit_code': 4503668564951063, 'n': 3, 'trace_an': 14}
-
id: 80397003
{'hecke_orbit_code': 4503668564951063, 'n': 4, 'trace_an': 10143}
-
id: 80397004
{'hecke_orbit_code': 4503668564951063, 'n': 5, 'trace_an': 0}
-
id: 80397005
{'hecke_orbit_code': 4503668564951063, 'n': 6, 'trace_an': -219695}
-
id: 80397006
{'hecke_orbit_code': 4503668564951063, 'n': 7, 'trace_an': 0}
-
id: 80397007
{'hecke_orbit_code': 4503668564951063, 'n': 8, 'trace_an': 1279010}
-
id: 80397008
{'hecke_orbit_code': 4503668564951063, 'n': 9, 'trace_an': 2125568}
-
id: 80397009
{'hecke_orbit_code': 4503668564951063, 'n': 10, 'trace_an': 0}
-
id: 80397010
{'hecke_orbit_code': 4503668564951063, 'n': 11, 'trace_an': 0}
-
id: 80397011
{'hecke_orbit_code': 4503668564951063, 'n': 12, 'trace_an': -17328591}
-
id: 80397012
{'hecke_orbit_code': 4503668564951063, 'n': 13, 'trace_an': 8482894}
-
id: 80397013
{'hecke_orbit_code': 4503668564951063, 'n': 14, 'trace_an': 0}
-
id: 80397014
{'hecke_orbit_code': 4503668564951063, 'n': 15, 'trace_an': 0}
-
id: 80397015
{'hecke_orbit_code': 4503668564951063, 'n': 16, 'trace_an': 71293759}
-
id: 80397016
{'hecke_orbit_code': 4503668564951063, 'n': 17, 'trace_an': 0}
-
id: 80397017
{'hecke_orbit_code': 4503668564951063, 'n': 18, 'trace_an': 80876464}
-
id: 80397018
{'hecke_orbit_code': 4503668564951063, 'n': 19, 'trace_an': 0}
-
id: 80397019
{'hecke_orbit_code': 4503668564951063, 'n': 20, 'trace_an': 0}
-
id: 80397020
{'hecke_orbit_code': 4503668564951063, 'n': 21, 'trace_an': 0}
-
id: 80397021
{'hecke_orbit_code': 4503668564951063, 'n': 22, 'trace_an': 0}
-
id: 80397022
{'hecke_orbit_code': 4503668564951063, 'n': 23, 'trace_an': 296071778}
-
id: 80397023
{'hecke_orbit_code': 4503668564951063, 'n': 24, 'trace_an': -893182738}
-
id: 80397024
{'hecke_orbit_code': 4503668564951063, 'n': 25, 'trace_an': 488281250}
-
id: 80397025
{'hecke_orbit_code': 4503668564951063, 'n': 26, 'trace_an': 1031185505}
-
id: 80397026
{'hecke_orbit_code': 4503668564951063, 'n': 27, 'trace_an': 52075730}
-
id: 80397027
{'hecke_orbit_code': 4503668564951063, 'n': 28, 'trace_an': 0}
-
id: 80397028
{'hecke_orbit_code': 4503668564951063, 'n': 29, 'trace_an': 244330126}
-
id: 80397029
{'hecke_orbit_code': 4503668564951063, 'n': 30, 'trace_an': 0}
-
id: 80397030
{'hecke_orbit_code': 4503668564951063, 'n': 31, 'trace_an': -1677025154}
-
id: 80397031
{'hecke_orbit_code': 4503668564951063, 'n': 32, 'trace_an': 4845442959}
-
id: 80397032
{'hecke_orbit_code': 4503668564951063, 'n': 33, 'trace_an': 0}
-
id: 80397033
{'hecke_orbit_code': 4503668564951063, 'n': 34, 'trace_an': 0}
-
id: 80397034
{'hecke_orbit_code': 4503668564951063, 'n': 35, 'trace_an': 0}
-
id: 80397035
{'hecke_orbit_code': 4503668564951063, 'n': 36, 'trace_an': 10536223824}
-
id: 80397036
{'hecke_orbit_code': 4503668564951063, 'n': 37, 'trace_an': 0}
-
id: 80397037
{'hecke_orbit_code': 4503668564951063, 'n': 38, 'trace_an': 0}
-
id: 80397038
{'hecke_orbit_code': 4503668564951063, 'n': 39, 'trace_an': -10017657950}
-
id: 80397039
{'hecke_orbit_code': 4503668564951063, 'n': 40, 'trace_an': 0}
-
id: 80397040
{'hecke_orbit_code': 4503668564951063, 'n': 41, 'trace_an': 7596282526}
-
id: 80397041
{'hecke_orbit_code': 4503668564951063, 'n': 42, 'trace_an': 0}
-
id: 80397042
{'hecke_orbit_code': 4503668564951063, 'n': 43, 'trace_an': 0}
-
id: 80397043
{'hecke_orbit_code': 4503668564951063, 'n': 44, 'trace_an': 0}
-
id: 80397044
{'hecke_orbit_code': 4503668564951063, 'n': 45, 'trace_an': 0}
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id: 80397991
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id: 80397992
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id: 80397993
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id: 80397994
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id: 80397995
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id: 80397996
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id: 80397997
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id: 80397998
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id: 80397999
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