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mf_newforms • Show schema
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{'Nk2': 12600, 'analytic_conductor': 64.89451535664801, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [3, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 4, 'field_disc': 451265049, 'field_disc_factorization': [[3, 2], [73, 2], [97, 2]], 'field_poly': [3132900, 1770, 1771, -1, 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': [[5, [2206561702500, -1379983050, 2348491, 929, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007611739373694, 'hecke_ring_generator_nbound': 7, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '126.10.g.c', 'level': 126, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '42.10.e.b', 'nf_label': '4.0.451265049.6', 'prim_orbit_index': 3, 'qexp_display': 'q+(2^{4}-2^{4}\\beta _{2})q^{2}-2^{8}\\beta _{2}q^{4}+(-449+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '126.10.g', 'trace_display': [32, 0, -929, -8526], 'trace_hash': 2183750379900611807, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.715', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '49.461', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.502', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1133.274', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, 32, 0, -512, -929, 0, -8526, -16384, 0, 14864, -41695, 0, -181214, -204624, 0, -131072, 472508, 0, 390503, 475648, 0, -1334240, -2225236, 0, 72309, -1449712, 0, -1091328, -6665582, 0, -303326, 2097152, 0, 15120256, 11318510, 0, 29575385, -6248048, 0, 3805184, 70138308, 0, -16999882, -10673920, 0, 35603776, 25023696, 0, 10943758, 2313888, 0, 23195392, 46233651, 0, -68167202, 34922496, 0, -53324656, -42109697, 0, -28918988, -9706432, 0, 67108864, -79631898, 0, 367330515, 120962048, 0, 461924176, 249191216, 0, -94453335, -473206160, 0, -199937536, 333561865, 0, 402026668, -60882944, 0, 561106464, 1775352998, 0, -60522968, -135999056, 0, 170782720, -72113094, 0, 1155834883, 1139320832, 0, -400379136, -1377688234, 0, 296226882, -963050704, 0, 18511104, 902130652, 0, 2118216167, 742252544, 0, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0], [16, 0, -16, 0], [0, 0, 0, 0], [0, 0, -256, 0], [-449, -31, 480, -31], [0, 0, 0, 0], [-784, 98, -2891, 147], [-4096, 0, 0, 0], [0, 0, 0, 0], [0, -496, 7680, 0], [0, -487, -20604, 0], [0, 0, 0, 0], [-45858, 0, 0, 1109], [-57232, 2352, 10192, 784], [0, 0, 0, 0], [-65536, 0, 65536, 0], [0, 1724, 235392, 0], [0, 0, 0, 0], [202354, -14205, -188149, -14205], [114944, 0, 0, 7936], [0, 0, 0, 0], [-337456, 0, 0, 7792], [-1110484, -4268, 1114752, -4268], [0, 0, 0, 0], [0, 28799, 21755, 0], [-733728, 17744, 715984, 17744], [0, 0, 0, 0], [-715008, 12544, 903168, -25088], [-1717057, 0, 0, 101323], [0, 0, 0, 0], [0, 161204, -232265, 0], [0, 0, 1048576, 0], [0, 0, 0, 0], [3793856, 0, 0, -27584], [-1082557, -46256, 7760130, 87367], [0, 0, 0, 0], [14835418, -95451, -14739967, -95451], [0, -227280, -3010384, 0], [0, 0, 0, 0], [1839104, 126976, -1966080, 126976], [17362596, 0, 0, 343962], [0, 0, 0, 0], [-4401424, 0, 0, 302907], [-5399296, 124672, 5274624, 124672], [0, 0, 0, 0], [0, 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-
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{'Nk2': 12600, 'analytic_conductor': 64.89451535664801, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [3, 1]], 'conrey_index': 37, 'cusp_dim': 416, 'dim': 60, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412484632702, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 6, 8, 12, 12], 'label': '126.10.g', 'level': 126, '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, 3, 7], 'level_radical': 42, 'mf_dim': 448, 'mf_new_dim': 60, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 30, 'sturm_bound': 240, 'trace_bound': 5, 'trace_display': [0, 0, 682, -8576], 'traces': [60, 0, 0, -7680, 682, 0, -8576, 0, 0, -45632, -51754, 0, -264176, 155776, 0, -1966080, 1434710, 0, 142734, -349184, 0, -2283136, 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mf_twists_nf • Show schema
Hide schema
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id: 109317
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '126.10.g.c', 'source_level': 126, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '42.10.e.b', 'target_level': 42, 'twist_class_label': '42.10.e.b', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 109318
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '126.10.g.c', 'source_level': 126, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '42.10.e.b', 'target_level': 42, 'twist_class_label': '42.10.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 10}
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id: 109319
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '126.10.g.c', 'source_level': 126, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.10.g.c', 'target_level': 126, 'twist_class_label': '42.10.e.b', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 109320
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '126.10.g.c', 'source_level': 126, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.10.g.c', 'target_level': 126, 'twist_class_label': '42.10.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 109321
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '126.10.g.c', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '294.10.a.n', 'target_level': 294, 'twist_class_label': '42.10.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 10}
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id: 109322
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '126.10.g.c', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '294.10.a.o', 'target_level': 294, 'twist_class_label': '42.10.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 352375
{'charpoly_factorization': [[[256, -16, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 2}
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id: 352376
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007611739373694, 'p': 3}
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id: 352377
{'charpoly_factorization': [[[2206561702500, -1379983050, 2348491, 929, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 5}
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id: 352378
{'charpoly_factorization': [[[1628413597910449, 344054853282, 30874459, 8526, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 7}
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id: 352379
{'charpoly_factorization': [[[218147996387556, 615828228630, 1723703191, 41695, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 11}
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id: 352380
{'charpoly_factorization': [[[-124789728, 90607, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 13}
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id: 352381
{'charpoly_factorization': [[[2555753218820536034304, -23887385817983616, 172709352112, -472508, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 17}
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id: 352382
{'charpoly_factorization': [[[101812991838787494102016, 124602275771756512, 471574074513, -390503, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 19}
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id: 352383
{'charpoly_factorization': [[[1453645578008143118214144, 2682905298212151168, 3746003004208, 2225236, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 23}
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id: 352384
{'charpoly_factorization': [[[-15397132707492, 3332791, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 29}
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id: 352385
{'charpoly_factorization': [[[2114160991960815236964494025, -13946931432556477530, 46072013099431, 303326, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 31}
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id: 352386
{'charpoly_factorization': [[[41025404861116485403017022096, -5990414095216535802860, 672156107466789, -29575385, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 37}
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id: 352387
{'charpoly_factorization': [[[98023365428688, -35069154, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 41}
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id: 352388
{'charpoly_factorization': [[[-144362880560522, 8499941, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 43}
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id: 352389
{'charpoly_factorization': [[[7288073452698105626914650768144, 67555050955641712556352, 3325828569907428, -25023696, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 47}
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id: 352390
{'charpoly_factorization': [[[4036190546041320340192644449424, 92884665356530385179932, 4146577748427933, -46233651, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 53}
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id: 352391
{'charpoly_factorization': [[[2029055496727565985641927447184, -59983123809932097818316, 3197675772076237, 42109697, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 59}
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id: 352392
{'charpoly_factorization': [[[9032882707593974983639213774224, -86915308602941525907984, 3841783321442812, 28918988, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 61}
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id: 352393
{'charpoly_factorization': [[[1053135656419878321126921286726276, -11920628846112004046272890, 102479655598229899, -367330515, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 67}
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id: 352394
{'charpoly_factorization': [[[1896089564219916, -124595608, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 71}
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id: 352395
{'charpoly_factorization': [[[4919588813198265088823232151876, 209498877057629623349790, 6703417881940351, 94453335, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 73}
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id: 352396
{'charpoly_factorization': [[[429279445748620443715001104692249, -8329614640999929559463076, 140906381820224917, -402026668, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 79}
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id: 352397
{'charpoly_factorization': [[[172922276565918978, -887676499, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 83}
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id: 352398
{'charpoly_factorization': [[[1873802117223581667501761888256, -98713373024767075605504, 6569167245186852, 72113094, 1], 1]], 'hecke_orbit_code': 9007611739373694, 'p': 89}
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id: 352399
{'charpoly_factorization': [[[-1164310142673706042, -148113441, 1], 2]], 'hecke_orbit_code': 9007611739373694, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 7, 'hecke_orbit': 3, 'label': '126.10.g.c', 'level': 126, 'portrait': 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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
-
id: 30963073
{'hecke_orbit_code': 9007611739373694, 'n': 1, 'trace_an': 4}
-
id: 30963074
{'hecke_orbit_code': 9007611739373694, 'n': 2, 'trace_an': 32}
-
id: 30963075
{'hecke_orbit_code': 9007611739373694, 'n': 3, 'trace_an': 0}
-
id: 30963076
{'hecke_orbit_code': 9007611739373694, 'n': 4, 'trace_an': -512}
-
id: 30963077
{'hecke_orbit_code': 9007611739373694, 'n': 5, 'trace_an': -929}
-
id: 30963078
{'hecke_orbit_code': 9007611739373694, 'n': 6, 'trace_an': 0}
-
id: 30963079
{'hecke_orbit_code': 9007611739373694, 'n': 7, 'trace_an': -8526}
-
id: 30963080
{'hecke_orbit_code': 9007611739373694, 'n': 8, 'trace_an': -16384}
-
id: 30963081
{'hecke_orbit_code': 9007611739373694, 'n': 9, 'trace_an': 0}
-
id: 30963082
{'hecke_orbit_code': 9007611739373694, 'n': 10, 'trace_an': 14864}
-
id: 30963083
{'hecke_orbit_code': 9007611739373694, 'n': 11, 'trace_an': -41695}
-
id: 30963084
{'hecke_orbit_code': 9007611739373694, 'n': 12, 'trace_an': 0}
-
id: 30963085
{'hecke_orbit_code': 9007611739373694, 'n': 13, 'trace_an': -181214}
-
id: 30963086
{'hecke_orbit_code': 9007611739373694, 'n': 14, 'trace_an': -204624}
-
id: 30963087
{'hecke_orbit_code': 9007611739373694, 'n': 15, 'trace_an': 0}
-
id: 30963088
{'hecke_orbit_code': 9007611739373694, 'n': 16, 'trace_an': -131072}
-
id: 30963089
{'hecke_orbit_code': 9007611739373694, 'n': 17, 'trace_an': 472508}
-
id: 30963090
{'hecke_orbit_code': 9007611739373694, 'n': 18, 'trace_an': 0}
-
id: 30963091
{'hecke_orbit_code': 9007611739373694, 'n': 19, 'trace_an': 390503}
-
id: 30963092
{'hecke_orbit_code': 9007611739373694, 'n': 20, 'trace_an': 475648}
-
id: 30963093
{'hecke_orbit_code': 9007611739373694, 'n': 21, 'trace_an': 0}
-
id: 30963094
{'hecke_orbit_code': 9007611739373694, 'n': 22, 'trace_an': -1334240}
-
id: 30963095
{'hecke_orbit_code': 9007611739373694, 'n': 23, 'trace_an': -2225236}
-
id: 30963096
{'hecke_orbit_code': 9007611739373694, 'n': 24, 'trace_an': 0}
-
id: 30963097
{'hecke_orbit_code': 9007611739373694, 'n': 25, 'trace_an': 72309}
-
id: 30963098
{'hecke_orbit_code': 9007611739373694, 'n': 26, 'trace_an': -1449712}
-
id: 30963099
{'hecke_orbit_code': 9007611739373694, 'n': 27, 'trace_an': 0}
-
id: 30963100
{'hecke_orbit_code': 9007611739373694, 'n': 28, 'trace_an': -1091328}
-
id: 30963101
{'hecke_orbit_code': 9007611739373694, 'n': 29, 'trace_an': -6665582}
-
id: 30963102
{'hecke_orbit_code': 9007611739373694, 'n': 30, 'trace_an': 0}
-
id: 30963103
{'hecke_orbit_code': 9007611739373694, 'n': 31, 'trace_an': -303326}
-
id: 30963104
{'hecke_orbit_code': 9007611739373694, 'n': 32, 'trace_an': 2097152}
-
id: 30963105
{'hecke_orbit_code': 9007611739373694, 'n': 33, 'trace_an': 0}
-
id: 30963106
{'hecke_orbit_code': 9007611739373694, 'n': 34, 'trace_an': 15120256}
-
id: 30963107
{'hecke_orbit_code': 9007611739373694, 'n': 35, 'trace_an': 11318510}
-
id: 30963108
{'hecke_orbit_code': 9007611739373694, 'n': 36, 'trace_an': 0}
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