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mf_newforms • Show schema
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{'Nk2': 22400, 'analytic_conductor': 109.33475891944262, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [350, 2, [127, 101], [1, 2]], 'cm_discs': [], 'conrey_index': 99, 'dim': 4, 'field_disc': 1228081936, 'field_disc_factorization': [[2, 4], [8761, 2]], 'field_poly': [4796100, 0, 4381, 0, 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, [4769856, 0, 4393, 0, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028934592135518, '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, 5, 2, 1, 2, 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': '350.8.c.i', 'level': 350, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '70.8.a.g', 'nf_label': '4.0.1228081936.2', 'prim_orbit_index': 2, 'qexp_display': 'q-8\\beta _{2}q^{2}+(\\beta _{1}-2\\beta _{2})q^{3}-2^{6}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.8.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 576450595471366715, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.889', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.709', 'prec': 17}, {'__RealLiteral__': 0, 'data': '76.592', 'prec': 20}, 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mf_hecke_nf • Show schema
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'hecke_ring_character_values': [[127, [-1, 0, 0, 0]], [101, [1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2190, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-2191, 0, 0, 1], [0, -2191, 2190, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [0, 2191, 0, 1], [2191, 0, 1, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '350.8.c.i', 'level': 350, 'maxp': 997, 'weight': 8}
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mf_newspaces • Show schema
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{'Nk2': 22400, 'analytic_conductor': 109.33475891944262, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [350, 2, [127, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 408, 'dim': 64, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137573171550, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 6, 6, 8, 8], 'label': '350.8.c', 'level': 350, '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, 5, 7], 'level_radical': 70, 'mf_dim': 432, 'mf_new_dim': 64, 'num_forms': 15, 'prim_orbit_index': 2, 'relative_dim': 64, 'sturm_bound': 480, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, -4096, 0, 0, 0, 0, -55908, 0, 17140, 0, 0, -10976, 0, 262144, 0, 0, 56656, 0, -75460, 0, 0, 0, 0, -142368, 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-129178560968, 0, -263328719900, 0, 0, -4004571648, 0, 63654577664, 0, 0, -127569347176, 0, -6665521744, 0, 0, -183838876512, 0, -15461013504, 0, 0, 119222923312, 0, -28854103828, 0, 0, 57370394624, 0, -121819141376, 0, 0, 149249204672, 0, -42396688360, 0, 0, -48230311168, 0, -15923738624, 0, 0, -17513053152, 0, 97895168256, 0, 0, 30546342144, 0, 108328202752, 0, 0, -627496096412, 0, 442908170352, 0, 0, 62467002688, 0, -7572013056, 0, 0, -198357151060, 0, -269433438896, 0, 0, 7185799168, 0, -158700945216, 0, 0, -154654975728, 0, -95611906816, 0, 0, -8641887744, 0, -51162875136, 0, 0, 279818353040, 0], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 267666
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '350.8.c.i', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '70.8.a.g', 'target_level': 70, 'twist_class_label': '70.8.a.g', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 267667
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '350.8.c.i', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '350.8.a.l', 'target_level': 350, 'twist_class_label': '70.8.a.g', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 267668
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '350.8.c.i', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '350.8.c.i', 'target_level': 350, 'twist_class_label': '70.8.a.g', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 267669
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '350.8.c.i', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '350.8.c.i', 'target_level': 350, 'twist_class_label': '70.8.a.g', 'twist_class_level': 70, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 267670
{'conductor': 35, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '350.8.c.i', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '490.8.a.k', 'target_level': 490, 'twist_class_label': '70.8.a.g', 'twist_class_level': 70, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 8}
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id: 267671
{'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '350.8.c.i', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '560.8.a.h', 'target_level': 560, 'twist_class_label': '70.8.a.g', 'twist_class_level': 70, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 757000
{'charpoly_factorization': [[[64, 0, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 2}
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id: 757001
{'charpoly_factorization': [[[4769856, 0, 4393, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 3}
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id: 757002
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 36028934592135518, 'p': 5}
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id: 757003
{'charpoly_factorization': [[[117649, 0, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 7}
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id: 757004
{'charpoly_factorization': [[[-31351644, -4515, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 11}
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id: 757005
{'charpoly_factorization': [[[204929589191044, 0, 51418085, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 13}
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id: 757006
{'charpoly_factorization': [[[115505748099385956, 0, 729003357, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 17}
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id: 757007
{'charpoly_factorization': [[[476756560, 43702, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 19}
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id: 757008
{'charpoly_factorization': [[[22992368706884505600, 0, 11241518724, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 23}
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id: 757009
{'charpoly_factorization': [[[-5453221950, 9261, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 29}
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id: 757010
{'charpoly_factorization': [[[8327915872, -207028, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 31}
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id: 757011
{'charpoly_factorization': [[[18052232535139839014416, 0, 289186790792, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 37}
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id: 757012
{'charpoly_factorization': [[[-46196345448, -264798, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 41}
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id: 757013
{'charpoly_factorization': [[[4752822422970339025984, 0, 137896887860, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 43}
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id: 757014
{'charpoly_factorization': [[[4047546339430561433664, 0, 130426237665, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 47}
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id: 757015
{'charpoly_factorization': [[[11813193303339322442304, 0, 239861295540, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 53}
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id: 757016
{'charpoly_factorization': [[[907564170240, 1905408, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 59}
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id: 757017
{'charpoly_factorization': [[[-6065095799840, 119318, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 61}
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id: 757018
{'charpoly_factorization': [[[314252612677402996347136, 0, 17562253620512, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 67}
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id: 757019
{'charpoly_factorization': [[[-29167155883008, 612672, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 71}
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id: 757020
{'charpoly_factorization': [[[8213710747347910090000, 0, 10022856234824, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 73}
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id: 757021
{'charpoly_factorization': [[[38120740022200, -12620759, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 79}
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id: 757022
{'charpoly_factorization': [[[2116612889748032447287296, 0, 7315937558928, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 83}
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id: 757023
{'charpoly_factorization': [[[26223919716600, -11178330, 1], 2]], 'hecke_orbit_code': 36028934592135518, 'p': 89}
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id: 757024
{'charpoly_factorization': [[[231022005382600643952472900, 0, 99357181199861, 0, 1], 1]], 'hecke_orbit_code': 36028934592135518, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 9, 'label': '350.8.c.i', 'level': 350, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 51979237
{'hecke_orbit_code': 36028934592135518, 'n': 1, 'trace_an': 4}
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id: 51979238
{'hecke_orbit_code': 36028934592135518, 'n': 2, 'trace_an': 0}
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id: 51979239
{'hecke_orbit_code': 36028934592135518, 'n': 3, 'trace_an': 0}
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id: 51979240
{'hecke_orbit_code': 36028934592135518, 'n': 4, 'trace_an': -256}
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id: 51979241
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