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mf_newforms • Show schema
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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 22050, 'analytic_conductor': 103.52433762893295, 'char_conductor': 15, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [450, 2, [101, 127], [1, 1]], 'conrey_index': 449, 'cusp_dim': 516, 'dim': 36, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 68836917698, 'hecke_orbit_dims': [4, 8, 8, 8, 8], 'label': '450.7.b', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 564, 'mf_new_dim': 36, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 36, 'sturm_bound': 630, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [36, 0, 0, 1152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 36864, 0, 0, -23424, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 71184, 0, 0, 104352, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -498816, 0, 0, -119532, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1557000, 0, 0, 1179648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -749568, 0, 0, 4405776, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1095072, 0, 0, 599040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -389664, 0, 0, 10987344, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -17375292, 0, 0, 2277888, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3339264, 0, 0, -6320352, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34337808, 0, 0, -22045056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 14038272, 0, 0, -36507180, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32194992, 0, 0, -15962112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3825024, 0, 0, -22096560, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 17956416, 0, 0, -16049280, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 63174432, 0, 0, -72784848, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -164584848, 0, 0, -49824000, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 37748736, 0, 0, 35670624, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -207364560, 0, 0, -30318048, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 234878208, 0, 0, 155401668, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8638320, 0, 0, -23986176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 140984832, 0, 0, 80518752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -188654784, 0, 0, -53181312, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 147518496, 0, 0, 701406168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 81523500, 0, 0, -35042304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19169280, 0, 0, 56834400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -439691616, 0, 0, -10213536, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 999633024, 0, 0, 39187632, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -953714400, 0, 0, -12469248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 351595008, 0, 0, 395758704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 596223648, 0, 0, 13615104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 423493728, 0, 0, -800911248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1704111168, 0, 0, -556009344, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72892416, 0, 0, 541746336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -645819936, 0, 0, -773054688, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 237355392, 0, 0, -421014276, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1310086608, 0, 0, 106856448, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -202251264, 0, 0, -550789440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 886585728, 0, 0, 684466176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 658597728, 0, 0, -627883056, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2068601112, 0, 0, -1098809856, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -705441792, 0, 0, -2006140896, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 803706000, 0, 0, 1162737504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2671546368, 0, 0, 3925807776, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1569775512, 0, 0, 449224704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1168229760, 0, 0, -3795479136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3794022720, 0, 0, 2243079168, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -688601952, 0, 0, 4896098832, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1424135712, 0, 0, -1030239744, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -510787584, 0, 0, -1608837696, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4838368368, 0, 0, 2386954368, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2963114496, 0, 0, -972409080, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5203254816, 0, 0, -122400768, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -707089920, 0, 0, 3155394240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3721385280, 0, 0, -2442241536, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6980613888, 0, 0, 6628128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1057137948, 0, 0, 574605312, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -513576960, 0, 0, -9432180768, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4403602464, 0, 0, 886978944, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2556411264, 0, 0, -4232415552, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4366199736, 0, 0, 2021581824, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2329115136, 0, 0, -4450468560, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9626179488, 0, 0, 3629330304, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 481418880, 0, 0, 6975894048, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -260399220, 0, 0, -5266715136, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1594368000, 0, 0, -4098118464, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4293153648, 0, 0, 3400814208, 0, 0, 0, 0, 0, 0], 'weight': 7, 'weight_parity': -1}
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mf_twists_cc • Show schema
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id: 690087
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.1', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
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id: 690088
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.3', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
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id: 690089
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 251, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206275871170, 'target_is_minimal': False, 'target_label': '450.7.d.a.251.1', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 7}
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id: 690090
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68836917266, 'target_is_minimal': True, 'target_label': '18.7.b.a.17.2', 'target_level': 18, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 7}
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id: 690091
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.4', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 7}
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id: 690092
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 251, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206275871170, 'target_is_minimal': False, 'target_label': '450.7.d.a.251.2', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 7}
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id: 690093
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68836917266, 'target_is_minimal': True, 'target_label': '18.7.b.a.17.1', 'target_level': 18, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 7}
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id: 690094
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68836917698, 'target_is_minimal': False, 'target_label': '450.7.b.a.449.2', 'target_level': 450, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 7}
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id: 690095
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073877459088, 'target_is_minimal': False, 'target_label': '144.7.e.d.17.2', 'target_level': 144, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 7}
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id: 690096
{'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036271269052992, 'target_is_minimal': False, 'target_label': '576.7.e.k.449.1', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '40.3', 'twisting_conrey_index': 3, 'weight': 7}
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id: 690097
{'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874622718528, 'target_is_minimal': False, 'target_label': '576.7.e.b.449.1', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '40.13', 'twisting_conrey_index': 13, 'weight': 7}
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id: 690098
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 107, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.107.1', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.13', 'twisting_conrey_index': 13, 'weight': 7}
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id: 690099
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 107, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.107.2', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.23', 'twisting_conrey_index': 23, 'weight': 7}
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id: 690100
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.53.1', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.38', 'twisting_conrey_index': 38, 'weight': 7}
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id: 690101
{'conductor': 45, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005157982370, 'target_is_minimal': False, 'target_label': '162.7.d.d.53.2', 'target_level': 162, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '45.43', 'twisting_conrey_index': 43, 'weight': 7}
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id: 690102
{'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073877459088, 'target_is_minimal': False, 'target_label': '144.7.e.d.17.1', 'target_level': 144, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '60.23', 'twisting_conrey_index': 23, 'weight': 7}
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id: 690103
{'conductor': 120, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503874622718528, 'target_is_minimal': False, 'target_label': '576.7.e.b.449.2', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '120.53', 'twisting_conrey_index': 53, 'weight': 7}
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id: 690104
{'conductor': 120, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 449, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 68836917698, 'source_is_minimal': False, 'source_label': '450.7.b.a.449.1', 'source_level': 450, 'target_conrey_index': 449, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036271269052992, 'target_is_minimal': False, 'target_label': '576.7.e.k.449.2', 'target_level': 576, 'twist_class_label': '18.7.b.a.17.1', 'twist_class_level': 18, 'twisting_char_label': '120.83', 'twisting_conrey_index': 83, 'weight': 7}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 913000
{'charpoly_factorization': [[[-32, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 2}
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id: 913001
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 68836917698, 'p': 3}
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id: 913002
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 68836917698, 'p': 5}
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id: 913003
{'charpoly_factorization': [[[234256, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 7}
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id: 913004
{'charpoly_factorization': [[[1797408, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 11}
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id: 913005
{'charpoly_factorization': [[[11343424, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 13}
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id: 913006
{'charpoly_factorization': [[[-162, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 17}
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id: 913007
{'charpoly_factorization': [[[5744, 1], 4]], 'hecke_orbit_code': 68836917698, 'p': 19}
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id: 913008
{'charpoly_factorization': [[[-11405088, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 23}
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id: 913009
{'charpoly_factorization': [[[861706098, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 29}
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id: 913010
{'charpoly_factorization': [[[39796, 1], 4]], 'hecke_orbit_code': 68836917698, 'p': 31}
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id: 913011
{'charpoly_factorization': [[[2758980676, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 37}
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id: 913012
{'charpoly_factorization': [[[1372146498, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 41}
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id: 913013
{'charpoly_factorization': [[[14440000, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 43}
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id: 913014
{'charpoly_factorization': [[[-5896980000, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 47}
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id: 913015
{'charpoly_factorization': [[[-56995657938, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 53}
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id: 913016
{'charpoly_factorization': [[[62420337792, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 59}
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id: 913017
{'charpoly_factorization': [[[-13250, 1], 4]], 'hecke_orbit_code': 68836917698, 'p': 61}
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id: 913018
{'charpoly_factorization': [[[28550185024, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 67}
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id: 913019
{'charpoly_factorization': [[[282457292832, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 71}
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id: 913020
{'charpoly_factorization': [[[55763988736, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 73}
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id: 913021
{'charpoly_factorization': [[[-35116, 1], 4]], 'hecke_orbit_code': 68836917698, 'p': 79}
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id: 913022
{'charpoly_factorization': [[[-120559392, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 83}
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id: 913023
{'charpoly_factorization': [[[16725839202, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 89}
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id: 913024
{'charpoly_factorization': [[[103313387776, 0, 1], 2]], 'hecke_orbit_code': 68836917698, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '450.7.b.a', 'level': 450, 'portrait': 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', 'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19443000
{'hecke_orbit_code': 68836917698, 'n': 1, 'trace_an': 4}
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id: 19443001
{'hecke_orbit_code': 68836917698, 'n': 2, 'trace_an': 0}
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id: 19443002
{'hecke_orbit_code': 68836917698, 'n': 3, 'trace_an': 0}
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id: 19443003
{'hecke_orbit_code': 68836917698, 'n': 4, 'trace_an': 128}
-
id: 19443004
{'hecke_orbit_code': 68836917698, 'n': 5, 'trace_an': 0}
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id: 19443005
{'hecke_orbit_code': 68836917698, 'n': 6, 'trace_an': 0}
-
id: 19443006
{'hecke_orbit_code': 68836917698, 'n': 7, 'trace_an': 0}
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id: 19443007
{'hecke_orbit_code': 68836917698, 'n': 8, 'trace_an': 0}
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id: 19443008
{'hecke_orbit_code': 68836917698, 'n': 9, 'trace_an': 0}
-
id: 19443009
{'hecke_orbit_code': 68836917698, 'n': 10, 'trace_an': 0}
-
id: 19443010
{'hecke_orbit_code': 68836917698, 'n': 11, 'trace_an': 0}
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id: 19443011
{'hecke_orbit_code': 68836917698, 'n': 12, 'trace_an': 0}
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id: 19443012
{'hecke_orbit_code': 68836917698, 'n': 13, 'trace_an': 0}
-
id: 19443013
{'hecke_orbit_code': 68836917698, 'n': 14, 'trace_an': 0}
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id: 19443014
{'hecke_orbit_code': 68836917698, 'n': 15, 'trace_an': 0}
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id: 19443015
{'hecke_orbit_code': 68836917698, 'n': 16, 'trace_an': 4096}
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id: 19443016
{'hecke_orbit_code': 68836917698, 'n': 17, 'trace_an': 0}
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id: 19443017
{'hecke_orbit_code': 68836917698, 'n': 18, 'trace_an': 0}
-
id: 19443018
{'hecke_orbit_code': 68836917698, 'n': 19, 'trace_an': -22976}
-
id: 19443019
{'hecke_orbit_code': 68836917698, 'n': 20, 'trace_an': 0}
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id: 19443020
{'hecke_orbit_code': 68836917698, 'n': 21, 'trace_an': 0}
-
id: 19443021
{'hecke_orbit_code': 68836917698, 'n': 22, 'trace_an': 0}
-
id: 19443022
{'hecke_orbit_code': 68836917698, 'n': 23, 'trace_an': 0}
-
id: 19443023
{'hecke_orbit_code': 68836917698, 'n': 24, 'trace_an': 0}
-
id: 19443024
{'hecke_orbit_code': 68836917698, 'n': 25, 'trace_an': 0}
-
id: 19443025
{'hecke_orbit_code': 68836917698, 'n': 26, 'trace_an': 0}
-
id: 19443026
{'hecke_orbit_code': 68836917698, 'n': 27, 'trace_an': 0}
-
id: 19443027
{'hecke_orbit_code': 68836917698, 'n': 28, 'trace_an': 0}
-
id: 19443028
{'hecke_orbit_code': 68836917698, 'n': 29, 'trace_an': 0}
-
id: 19443029
{'hecke_orbit_code': 68836917698, 'n': 30, 'trace_an': 0}
-
id: 19443030
{'hecke_orbit_code': 68836917698, 'n': 31, 'trace_an': -159184}
-
id: 19443031
{'hecke_orbit_code': 68836917698, 'n': 32, 'trace_an': 0}
-
id: 19443032
{'hecke_orbit_code': 68836917698, 'n': 33, 'trace_an': 0}
-
id: 19443033
{'hecke_orbit_code': 68836917698, 'n': 34, 'trace_an': 288}
-
id: 19443034
{'hecke_orbit_code': 68836917698, 'n': 35, 'trace_an': 0}
-
id: 19443035
{'hecke_orbit_code': 68836917698, 'n': 36, 'trace_an': 0}
-
id: 19443036
{'hecke_orbit_code': 68836917698, 'n': 37, 'trace_an': 0}
-
id: 19443037
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