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mf_newforms • Show schema
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{'Nk2': 700, 'analytic_conductor': 3.605250853147112, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -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': [7, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 5976345, 'field_disc_factorization': [[3, 1], [5, 1], [398423, 1]], 'field_poly': [2016, -426, -1, 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, [19080, -1326, -21, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142663, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.10.a.b', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta _{2})q^{2}+(28-\\beta _{1}-\\beta _{2})q^{3}+(519+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.10.a', 'trace_display': [21, 84, 1554, 7203], 'trace_hash': 1942971281440217660, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.826', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.654', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.172', 'prec': 20}, {'__RealLiteral__': 0, 'data': '9.902', 'prec': 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[7, -1]], 3, 1], [[[7, 1]], 2, 1]], 'ALdims': [2, 3], 'Nk2': 700, 'analytic_conductor': 3.605250853147112, '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': [7, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 5, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772167, 'hecke_orbit_dims': [2, 3], 'label': '7.10.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 7, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 6, 'trace_bound': 1, 'trace_display': [15, -2, -684, 2401], 'traces': [5, 15, -2, 937, -684, 926, 2401, 16671, -14963, -54476, 31872, -54250, -46312, 64827, -106832, 482209, 552774, 58775, -702574, -1448328, 408170, -1669160, 2663760, 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mf_twists_nf • Show schema
Hide schema
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id: 3568
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.10.a.b', 'target_level': 7, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 3569
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.10.a.c', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 3570
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.10.c.d', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 3571
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.10.c.e', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 3572
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.10.a.e', 'target_level': 63, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 3573
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.10.a.h', 'target_level': 112, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 3574
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.10.a.d', 'target_level': 175, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 3575
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '7.10.a.b', 'source_level': 7, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.10.b.d', 'target_level': 175, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 28750
{'charpoly_factorization': [[[19080, -1326, -21, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 2}
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id: 28751
{'charpoly_factorization': [[[3024, -12996, -84, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 3}
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id: 28752
{'charpoly_factorization': [[[4903718400, -3258840, -1554, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 5}
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id: 28753
{'charpoly_factorization': [[[-2401, 1], 3]], 'hecke_orbit_code': 4503599795142663, 'p': 7}
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id: 28754
{'charpoly_factorization': [[[108859759460352, -6618499968, 3444, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 11}
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id: 28755
{'charpoly_factorization': [[[-41548412541440, -12931283064, 19782, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 13}
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id: 28756
{'charpoly_factorization': [[[-21973894921381032, 293494511292, -1016694, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 17}
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id: 28757
{'charpoly_factorization': [[[-43011870587515760, -353981719620, -222852, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 19}
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id: 28758
{'charpoly_factorization': [[[974648214470209536, 14194696128, -1885632, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 23}
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id: 28759
{'charpoly_factorization': [[[4423213168251517800, -4782422143620, -4081818, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 29}
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id: 28760
{'charpoly_factorization': [[[-74172820551747190784, -58176366315792, -2869440, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 31}
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id: 28761
{'charpoly_factorization': [[[-345369799719000886328, -127209247191204, -1395618, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 37}
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id: 28762
{'charpoly_factorization': [[[-1983508183225662258312, -217166148381924, 14420658, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 41}
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id: 28763
{'charpoly_factorization': [[[6883868434203007924480, 1179825167354496, 61631172, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 43}
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id: 28764
{'charpoly_factorization': [[[-4382944923230012111616, -410564457968592, 10368960, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 47}
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id: 28765
{'charpoly_factorization': [[[238763987118322051705128, -3604244065118868, -67502610, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 53}
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id: 28766
{'charpoly_factorization': [[[42255218866385698714800, -6912010951598820, 42590100, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 59}
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id: 28767
{'charpoly_factorization': [[[51129364193607680723008, 3514240390404936, -191746842, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 61}
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id: 28768
{'charpoly_factorization': [[[-2046203321476325564406464, -1447084483230480, 255175788, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 67}
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id: 28769
{'charpoly_factorization': [[[1678437708012594690785280, 10350223039033344, -296514504, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 71}
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id: 28770
{'charpoly_factorization': [[[19666111377492988250804248, -93316419822721428, -344213310, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 73}
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id: 28771
{'charpoly_factorization': [[[-11393072303017048698752000, 207231646446206400, 960412656, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 79}
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id: 28772
{'charpoly_factorization': [[[18999627411523605407800848, 313075935079720092, 1100517180, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 83}
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id: 28773
{'charpoly_factorization': [[[199603832029143905001240, -94874685327766740, -506816478, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 89}
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id: 28774
{'charpoly_factorization': [[[-494596474576725271584703016, -1460996931372270852, 647498250, 1], 1]], 'hecke_orbit_code': 4503599795142663, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '7.10.a.b', 'level': 7, 'portrait': 'data:image/png;base64,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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
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id: 76290000
{'hecke_orbit_code': 4503599795142663, 'n': 1, 'trace_an': 3}
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id: 76290001
{'hecke_orbit_code': 4503599795142663, 'n': 2, 'trace_an': 21}
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id: 76290002
{'hecke_orbit_code': 4503599795142663, 'n': 3, 'trace_an': 84}
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id: 76290003
{'hecke_orbit_code': 4503599795142663, 'n': 4, 'trace_an': 1557}
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id: 76290004
{'hecke_orbit_code': 4503599795142663, 'n': 5, 'trace_an': 1554}
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id: 76290005
{'hecke_orbit_code': 4503599795142663, 'n': 6, 'trace_an': 4914}
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id: 76290006
{'hecke_orbit_code': 4503599795142663, 'n': 7, 'trace_an': 7203}
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id: 76290007
{'hecke_orbit_code': 4503599795142663, 'n': 8, 'trace_an': 14055}
-
id: 76290008
{'hecke_orbit_code': 4503599795142663, 'n': 9, 'trace_an': -26001}
-
id: 76290009
{'hecke_orbit_code': 4503599795142663, 'n': 10, 'trace_an': -97860}
-
id: 76290010
{'hecke_orbit_code': 4503599795142663, 'n': 11, 'trace_an': -3444}
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id: 76290011
{'hecke_orbit_code': 4503599795142663, 'n': 12, 'trace_an': -106386}
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id: 76290012
{'hecke_orbit_code': 4503599795142663, 'n': 13, 'trace_an': -19782}
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id: 76290013
{'hecke_orbit_code': 4503599795142663, 'n': 14, 'trace_an': 50421}
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id: 76290014
{'hecke_orbit_code': 4503599795142663, 'n': 15, 'trace_an': 200304}
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id: 76290015
{'hecke_orbit_code': 4503599795142663, 'n': 16, 'trace_an': 482961}
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id: 76290016
{'hecke_orbit_code': 4503599795142663, 'n': 17, 'trace_an': 1016694}
-
id: 76290017
{'hecke_orbit_code': 4503599795142663, 'n': 18, 'trace_an': -273267}
-
id: 76290018
{'hecke_orbit_code': 4503599795142663, 'n': 19, 'trace_an': 222852}
-
id: 76290019
{'hecke_orbit_code': 4503599795142663, 'n': 20, 'trace_an': -1922088}
-
id: 76290020
{'hecke_orbit_code': 4503599795142663, 'n': 21, 'trace_an': 201684}
-
id: 76290021
{'hecke_orbit_code': 4503599795142663, 'n': 22, 'trace_an': -2847048}
-
id: 76290022
{'hecke_orbit_code': 4503599795142663, 'n': 23, 'trace_an': 1885632}
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id: 76290023
{'hecke_orbit_code': 4503599795142663, 'n': 24, 'trace_an': -1449630}
-
id: 76290024
{'hecke_orbit_code': 4503599795142663, 'n': 25, 'trace_an': 3073221}
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