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mf_newforms • Show schema
{'Nk2': 34800, 'analytic_conductor': 128.32915426248584, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [29, -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': [2175, 1, [1451, 2002, 901], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [-2, 1]], [7, [29, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321852031, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '2175.4.a.c', 'level': 2175, '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': [3, 5, 29], 'level_radical': 435, 'minimal_twist': '435.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}-4q^{4}+6q^{6}-29q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2175.4.a', 'trace_display': [2, 3, 0, -29], 'trace_hash': 1238675539613453088, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.091', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.051', 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [35, 26, 33, 39, 28, 37, 37, 31], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [85, 76, 72, 78, 83, 74, 77, 77], 'Nk2': 34800, 'analytic_conductor': 128.32915426248584, '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': [2175, 1, [1451, 2002, 901], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 888, 'dim': 266, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 67111039, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 5, 5, 5, 6, 6, 7, 7, 8, 10, 10, 10, 12, 12, 16, 16, 18, 18, 21, 21, 21, 21], 'label': '2175.4.a', 'level': 2175, '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': [3, 5, 29], 'level_radical': 435, 'mf_dim': 912, 'mf_new_dim': 266, 'num_forms': 28, 'plus_dim': 148, 'prim_orbit_index': 1, 'relative_dim': 266, 'sturm_bound': 1200, 'trace_bound': 3, 'trace_display': [0, 0, 0, -24], 'traces': [266, 0, 0, 1052, 0, 12, -24, -84, 2394, 0, 40, -48, 44, -60, 0, 4252, 96, 0, -24, 0, -120, -62, -216, 414, 0, 652, 0, 414, 0, 0, -484, 288, 0, 1378, 0, 9468, 56, 1528, -816, 0, -848, -894, -176, 1996, 0, 1012, 792, -480, 12198, 0, 408, 154, -1160, 108, 0, 1392, 780, 116, -1012, 0, -3376, 944, -216, 19842, 0, 744, -1324, -380, -984, 0, -1944, -756, -1132, -1768, 0, 4488, -944, -1554, 924, 0, 21546, 4948, -980, 936, 0, -180, 522, -3304, 1768, 0, 3892, 2876, -2796, 7038, 0, 10764, -92, 2836, 360, 0, -1120, 3360, 4140, 2840, 0, 3132, -3580, -432, -1196, 0, -912, 9858, 1392, 3936, 0, 0, 396, 1680, 19912, 0, 48186, -4020, -732, 2564, 0, -540, 8572, -5200, -4716, 0, 16448, -4854, -1672, -6268, 0, 10380, 2440, 960, 3196, 0, 3456, 400, 7688, 38268, 0, 4784, 1584, -3704, 1240, 0, -836, 23900, 864, -102, 0, -7080, 4056, 19816, 3612, 0, 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188288, 35984, -59214, 0, 57860, 37260, -17980, 130788, 0, -262112, -233092, 48888, 59272, 0, 25560, -62584, 77548, -20904, 0, 36120, 3984, 161752, -42916, 0, -464068, -80072, -120252, 30264, 0, -174192, -262300, 42084, 28188, 0, -633764, 7656, -294800, -329792, 0, 532138, -294460, -32220, -336050, 0, -200784, 219556, -139804, 48120, 0, 100112, -3888, 80568, 2200, 0, -41996, -124420, -25764, 397404, 0, -10764, 104072, -41512, 279432, 0, 43848, 101388, -9440, 20048, 0, 223896, 256068, 36036, -398168, 0, 308748, 225152, -313500, -8208, 0], 'weight': 4, 'weight_parity': 1} -
mf_twists_cc • Show schema
-
id: 40475903
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321852031, 'source_is_minimal': False, 'source_label': '2175.4.a.c.1.1', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321852031, 'target_is_minimal': False, 'target_label': '2175.4.a.c.1.1', 'target_level': 2175, 'twist_class_label': '435.4.a.a.1.1', 'twist_class_level': 435, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4} -
id: 40475904
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321852031, 'source_is_minimal': False, 'source_label': '2175.4.a.c.1.1', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109299, 'target_is_minimal': True, 'target_label': '435.4.a.a.1.1', 'target_level': 435, 'twist_class_label': '435.4.a.a.1.1', 'twist_class_level': 435, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4} -
id: 40475905
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321852031, 'source_is_minimal': False, 'source_label': '2175.4.a.c.1.1', 'source_level': 2175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949221657, 'target_is_minimal': False, 'target_label': '1305.4.a.d.1.1', 'target_level': 1305, 'twist_class_label': '435.4.a.a.1.1', 'twist_class_level': 435, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
-
id: 40475903
-
mf_hecke_charpolys • Show schema
-
id: 2460250
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 2} -
id: 2460251
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 3} -
id: 2460252
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 5} -
id: 2460253
{'charpoly_factorization': [[[29, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 7} -
id: 2460254
{'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 11} -
id: 2460255
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 13} -
id: 2460256
{'charpoly_factorization': [[[121, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 17} -
id: 2460257
{'charpoly_factorization': [[[40, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 19} -
id: 2460258
{'charpoly_factorization': [[[-116, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 23} -
id: 2460259
{'charpoly_factorization': [[[-29, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 29} -
id: 2460260
{'charpoly_factorization': [[[116, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 31} -
id: 2460261
{'charpoly_factorization': [[[36, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 37} -
id: 2460262
{'charpoly_factorization': [[[170, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 41} -
id: 2460263
{'charpoly_factorization': [[[230, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 43} -
id: 2460264
{'charpoly_factorization': [[[231, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 47} -
id: 2460265
{'charpoly_factorization': [[[456, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 53} -
id: 2460266
{'charpoly_factorization': [[[-576, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 59} -
id: 2460267
{'charpoly_factorization': [[[-342, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 61} -
id: 2460268
{'charpoly_factorization': [[[-269, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 67} -
id: 2460269
{'charpoly_factorization': [[[-302, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 71} -
id: 2460270
{'charpoly_factorization': [[[-372, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 73} -
id: 2460271
{'charpoly_factorization': [[[348, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 79} -
id: 2460272
{'charpoly_factorization': [[[-512, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 83} -
id: 2460273
{'charpoly_factorization': [[[-1525, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 89} -
id: 2460274
{'charpoly_factorization': [[[-560, 1], 1]], 'hecke_orbit_code': 9007199321852031, 'p': 97}
-
id: 2460250
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '2175.4.a.c', 'level': 2175, 'portrait': 'data:image/png;base64,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', 'weight': 4} -
mf_hecke_traces • Show schema
-
id: 28765687
{'hecke_orbit_code': 9007199321852031, 'n': 1, 'trace_an': 1} -
id: 28765688
{'hecke_orbit_code': 9007199321852031, 'n': 2, 'trace_an': 2} -
id: 28765689
{'hecke_orbit_code': 9007199321852031, 'n': 3, 'trace_an': 3} -
id: 28765690
{'hecke_orbit_code': 9007199321852031, 'n': 4, 'trace_an': -4} -
id: 28765691
{'hecke_orbit_code': 9007199321852031, 'n': 5, 'trace_an': 0} -
id: 28765692
{'hecke_orbit_code': 9007199321852031, 'n': 6, 'trace_an': 6} -
id: 28765693
{'hecke_orbit_code': 9007199321852031, 'n': 7, 'trace_an': -29} -
id: 28765694
{'hecke_orbit_code': 9007199321852031, 'n': 8, 'trace_an': -24} -
id: 28765695
{'hecke_orbit_code': 9007199321852031, 'n': 9, 'trace_an': 9} -
id: 28765696
{'hecke_orbit_code': 9007199321852031, 'n': 10, 'trace_an': 0} -
id: 28765697
{'hecke_orbit_code': 9007199321852031, 'n': 11, 'trace_an': -15} -
id: 28765698
{'hecke_orbit_code': 9007199321852031, 'n': 12, 'trace_an': -12} -
id: 28765699
{'hecke_orbit_code': 9007199321852031, 'n': 13, 'trace_an': -3} -
id: 28765700
{'hecke_orbit_code': 9007199321852031, 'n': 14, 'trace_an': -58} -
id: 28765701
{'hecke_orbit_code': 9007199321852031, 'n': 15, 'trace_an': 0} -
id: 28765702
{'hecke_orbit_code': 9007199321852031, 'n': 16, 'trace_an': -16} -
id: 28765703
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id: 28765704
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id: 28765913
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id: 28765914
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id: 28765915
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id: 28765916
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id: 28765917
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id: 28765918
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id: 28765919
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id: 28765920
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id: 28765921
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id: 28765922
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id: 28765923
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id: 28765924
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id: 28765925
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id: 28765926
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id: 28765927
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id: 28765928
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id: 28765929
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id: 28765930
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id: 28765931
{'hecke_orbit_code': 9007199321852031, 'n': 911, 'trace_an': -14783} -
id: 28765932
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id: 28765933
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id: 28765934
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id: 28765935
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id: 28765936
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id: 28765937
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id: 28765938
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id: 28765939
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id: 28765940
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id: 28765941
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id: 28765942
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id: 28765943
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id: 28765944
{'hecke_orbit_code': 9007199321852031, 'n': 997, 'trace_an': 1552}
-
id: 28765687
Embedded newform data - 2175.4.a.c.1.1