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{'Nk2': 3800, 'analytic_conductor': 19.571361774227178, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, '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': [38, 3, [21], [1]], 'cm_discs': [], 'conrey_index': 7, 'conrey_indexes': [7, 11], 'dim': 14, 'field_disc': -18243557603695397792876972300516367352176544226482448884119512132153412372431132012497200, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 7], [5, 2], [17, 2], [991, 2], [188157245237929273, 2], [45557182490495487193, 2]], 'field_poly': [37683939484136051622500625, -9649457865335314261798875, 2044710563339570147369550, -135327799885026117969495, 8185019559882294055671, 142122715974381300066, 4530154246073222607, 9216645483921129, 198778066371639, 244392759522, 6525212431, 3763497, 93094, -3, 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, [1338841927676617047982130625, -190231190902992675937834125, 19551694147529267382943950, -956952477016983113215905, 34723055897572182405831, -421156221751589041170, 5059196462369139471, -16216679100196737, 249179222409831, -742632812562, 7242607471, -11474337, 108646, -165, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725670, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 18662400, 'hecke_ring_index_factorization': [[2, 10], [3, 6], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 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': '38.10.c.a', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '38.10.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(2^{4}-2^{4}\\beta _{2})q^{2}+(24-\\beta _{1}-24\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '38.10.c', 'trace_display': [112, 165, 909, 3692], 'trace_hash': 472891206649106352, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.358', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '693.313', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '75717.906', 'prec': 30}], 'trace_zratio': 0, 'traces': [14, 112, 165, -1792, 909, -2640, 3692, -57344, -52286, -14544, 15656, -84480, 6423, 29536, -227715, -458752, 313667, -1673152, 1134224, -465408, -1227046, 125248, 3449345, -675840, -2398648, 205536, -1873854, -472576, -7002615, -7286880, -18666588, 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'38.10.c.a.7.2', 'level': 38, 'weight': 10}
-
mf_newspaces • Show schema
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{'Nk2': 3800, 'analytic_conductor': 19.571361774227178, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [38, 3, [21], [1]], 'conrey_index': 7, 'cusp_dim': 86, 'dim': 30, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137606725670, 'hecke_orbit_dims': [14, 16], 'label': '38.10.c', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 94, 'mf_new_dim': 30, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 50, 'trace_bound': 1, 'trace_display': [-16, 235, 568, 7396], 'traces': [30, -16, 235, -3840, 568, -1520, 7396, 8192, -105350, -20000, 122338, -120320, 5740, -96, -225416, -983040, -297600, 24896, -475453, -290816, -2168094, -728208, 3033226, -389120, -5707675, 227392, -18777458, -946688, 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mf_twists_cc • Show schema
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id: 1612529
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 14, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725670, 'source_is_minimal': True, 'source_label': '38.10.c.a.7.2', 'source_level': 38, 'target_conrey_index': 7, 'target_dim': 14, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725670, 'target_is_minimal': True, 'target_label': '38.10.c.a.7.2', 'target_level': 38, 'twist_class_label': '38.10.c.a.7.2', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 1612530
{'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 14, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725670, 'source_is_minimal': True, 'source_label': '38.10.c.a.7.2', 'source_level': 38, 'target_conrey_index': 11, 'target_dim': 14, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725670, 'target_is_minimal': True, 'target_label': '38.10.c.a.11.2', 'target_level': 38, 'twist_class_label': '38.10.c.a.7.2', 'twist_class_level': 38, 'twisting_char_label': '19.11', 'twisting_conrey_index': 11, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 133975
{'charpoly_factorization': [[[256, -16, 1], 7]], 'hecke_orbit_code': 137606725670, 'p': 2}
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id: 133976
{'charpoly_factorization': [[[1338841927676617047982130625, -190231190902992675937834125, 19551694147529267382943950, -956952477016983113215905, 34723055897572182405831, -421156221751589041170, 5059196462369139471, -16216679100196737, 249179222409831, -742632812562, 7242607471, -11474337, 108646, -165, 1], 1]], 'hecke_orbit_code': 137606725670, 'p': 3}
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id: 133977
{'charpoly_factorization': [[[3957286858789314150562037333013172224000000, -23517771688645091449497650967762355200000, 151962212798785825958169081887980320000, 2134377465384365079436637879508000, 237755919493499336678699599608900, -17639419671641644932024052200, 246497172613099962253333830, -1486970728805380733160, 125660150030554494931, -8141006578628469, 44485997698932, -2034733169, 8448402, -909, 1], 1]], 'hecke_orbit_code': 137606725670, 'p': 5}
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id: 133978
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id: 133979
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id: 133980
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id: 133981
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id: 133982
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id: 133983
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id: 133984
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id: 133985
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id: 133986
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id: 133987
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id: 133988
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id: 133989
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id: 133990
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id: 133991
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id: 133992
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id: 133993
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id: 133994
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id: 133995
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id: 133996
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id: 133997
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id: 133998
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id: 133999
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '38.10.c.a', 'level': 38, 'portrait': 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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
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id: 23855000
{'hecke_orbit_code': 137606725670, 'n': 1, 'trace_an': 14}
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id: 23855001
{'hecke_orbit_code': 137606725670, 'n': 2, 'trace_an': 112}
-
id: 23855002
{'hecke_orbit_code': 137606725670, 'n': 3, 'trace_an': 165}
-
id: 23855003
{'hecke_orbit_code': 137606725670, 'n': 4, 'trace_an': -1792}
-
id: 23855004
{'hecke_orbit_code': 137606725670, 'n': 5, 'trace_an': 909}
-
id: 23855005
{'hecke_orbit_code': 137606725670, 'n': 6, 'trace_an': -2640}
-
id: 23855006
{'hecke_orbit_code': 137606725670, 'n': 7, 'trace_an': 3692}
-
id: 23855007
{'hecke_orbit_code': 137606725670, 'n': 8, 'trace_an': -57344}
-
id: 23855008
{'hecke_orbit_code': 137606725670, 'n': 9, 'trace_an': -52286}
-
id: 23855009
{'hecke_orbit_code': 137606725670, 'n': 10, 'trace_an': -14544}
-
id: 23855010
{'hecke_orbit_code': 137606725670, 'n': 11, 'trace_an': 15656}
-
id: 23855011
{'hecke_orbit_code': 137606725670, 'n': 12, 'trace_an': -84480}
-
id: 23855012
{'hecke_orbit_code': 137606725670, 'n': 13, 'trace_an': 6423}
-
id: 23855013
{'hecke_orbit_code': 137606725670, 'n': 14, 'trace_an': 29536}
-
id: 23855014
{'hecke_orbit_code': 137606725670, 'n': 15, 'trace_an': -227715}
-
id: 23855015
{'hecke_orbit_code': 137606725670, 'n': 16, 'trace_an': -458752}
-
id: 23855016
{'hecke_orbit_code': 137606725670, 'n': 17, 'trace_an': 313667}
-
id: 23855017
{'hecke_orbit_code': 137606725670, 'n': 18, 'trace_an': -1673152}
-
id: 23855018
{'hecke_orbit_code': 137606725670, 'n': 19, 'trace_an': 1134224}
-
id: 23855019
{'hecke_orbit_code': 137606725670, 'n': 20, 'trace_an': -465408}
-
id: 23855020
{'hecke_orbit_code': 137606725670, 'n': 21, 'trace_an': -1227046}
-
id: 23855021
{'hecke_orbit_code': 137606725670, 'n': 22, 'trace_an': 125248}
-
id: 23855022
{'hecke_orbit_code': 137606725670, 'n': 23, 'trace_an': 3449345}
-
id: 23855023
{'hecke_orbit_code': 137606725670, 'n': 24, 'trace_an': -675840}
-
id: 23855024
{'hecke_orbit_code': 137606725670, 'n': 25, 'trace_an': -2398648}
-
id: 23855025
{'hecke_orbit_code': 137606725670, 'n': 26, 'trace_an': 205536}
-
id: 23855026
{'hecke_orbit_code': 137606725670, 'n': 27, 'trace_an': -1873854}
-
id: 23855027
{'hecke_orbit_code': 137606725670, 'n': 28, 'trace_an': -472576}
-
id: 23855028
{'hecke_orbit_code': 137606725670, 'n': 29, 'trace_an': -7002615}
-
id: 23855029
{'hecke_orbit_code': 137606725670, 'n': 30, 'trace_an': -7286880}
-
id: 23855030
{'hecke_orbit_code': 137606725670, 'n': 31, 'trace_an': -18666588}
-
id: 23855031
{'hecke_orbit_code': 137606725670, 'n': 32, 'trace_an': 7340032}
-
id: 23855032
{'hecke_orbit_code': 137606725670, 'n': 33, 'trace_an': -13827668}
-
id: 23855033
{'hecke_orbit_code': 137606725670, 'n': 34, 'trace_an': -5018672}
-
id: 23855034
{'hecke_orbit_code': 137606725670, 'n': 35, 'trace_an': 2584932}
-
id: 23855035
{'hecke_orbit_code': 137606725670, 'n': 36, 'trace_an': -13385216}
-
id: 23855036
{'hecke_orbit_code': 137606725670, 'n': 37, 'trace_an': -6866080}
-
id: 23855037
{'hecke_orbit_code': 137606725670, 'n': 38, 'trace_an': 22760176}
-
id: 23855038
{'hecke_orbit_code': 137606725670, 'n': 39, 'trace_an': 4568410}
-
id: 23855039
{'hecke_orbit_code': 137606725670, 'n': 40, 'trace_an': -3723264}
-
id: 23855040
{'hecke_orbit_code': 137606725670, 'n': 41, 'trace_an': 3564107}
-
id: 23855041
{'hecke_orbit_code': 137606725670, 'n': 42, 'trace_an': 19632736}
-
id: 23855042
{'hecke_orbit_code': 137606725670, 'n': 43, 'trace_an': 19837521}
-
id: 23855043
{'hecke_orbit_code': 137606725670, 'n': 44, 'trace_an': -2003968}
-
id: 23855044
{'hecke_orbit_code': 137606725670, 'n': 45, 'trace_an': -77788260}
-
id: 23855045
{'hecke_orbit_code': 137606725670, 'n': 46, 'trace_an': 110379040}
-
id: 23855046
{'hecke_orbit_code': 137606725670, 'n': 47, 'trace_an': 60353825}
-
id: 23855047
{'hecke_orbit_code': 137606725670, 'n': 48, 'trace_an': 10813440}
-
id: 23855048
{'hecke_orbit_code': 137606725670, 'n': 49, 'trace_an': -79579650}
-
id: 23855049
{'hecke_orbit_code': 137606725670, 'n': 50, 'trace_an': -76756736}
-
id: 23855050
{'hecke_orbit_code': 137606725670, 'n': 51, 'trace_an': -161350373}
-
id: 23855051
{'hecke_orbit_code': 137606725670, 'n': 52, 'trace_an': 1644288}
-
id: 23855052
{'hecke_orbit_code': 137606725670, 'n': 53, 'trace_an': 54744235}
-
id: 23855053
{'hecke_orbit_code': 137606725670, 'n': 54, 'trace_an': -14990832}
-
id: 23855054
{'hecke_orbit_code': 137606725670, 'n': 55, 'trace_an': 143199990}
-
id: 23855055
{'hecke_orbit_code': 137606725670, 'n': 56, 'trace_an': -15122432}
-
id: 23855056
{'hecke_orbit_code': 137606725670, 'n': 57, 'trace_an': 330686241}
-
id: 23855057
{'hecke_orbit_code': 137606725670, 'n': 58, 'trace_an': -224083680}
-
id: 23855058
{'hecke_orbit_code': 137606725670, 'n': 59, 'trace_an': 164456585}
-
id: 23855059
{'hecke_orbit_code': 137606725670, 'n': 60, 'trace_an': -58295040}
-
id: 23855060
{'hecke_orbit_code': 137606725670, 'n': 61, 'trace_an': 49328881}
-
id: 23855061
{'hecke_orbit_code': 137606725670, 'n': 62, 'trace_an': -149332704}
-
id: 23855062
{'hecke_orbit_code': 137606725670, 'n': 63, 'trace_an': 138012360}
-
id: 23855063
{'hecke_orbit_code': 137606725670, 'n': 64, 'trace_an': 234881024}
-
id: 23855064
{'hecke_orbit_code': 137606725670, 'n': 65, 'trace_an': 788015550}
-
id: 23855065
{'hecke_orbit_code': 137606725670, 'n': 66, 'trace_an': 221242688}
-
id: 23855066
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