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mf_newforms • Show schema
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{'Nk2': 3080, 'analytic_conductor': 6.14848095563859, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 385, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 6, 'char_parity': 1, 'char_values': [770, 6, [617, 661, 211], [3, 5, 3]], 'cm_discs': [], 'conrey_index': 439, 'conrey_indexes': [439, 549], 'dim': 48, 'has_non_self_twist': 1, 'hecke_cutters': [[17, [58982400, -412876800, 413859840, 3846635520, 4187643904, -1888284672, -3779655680, 656679936, 2278303488, 21350784, -736862720, -33036768, 170955808, 6574584, -23570132, -808092, 2338454, 66126, -137015, -2505, 5595, 0, -87, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504561733600002, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0], [1, 1, 55, 4, -1, 2, 0], [1, 1, 385, 15, 1, 6, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '770.2.o.b', 'level': 770, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'minimal_twist': '770.2.o.a', 'prim_orbit_index': 15, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '1.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '770.2.o', 'trace_display': [24, 0, -6, 4], 'traces': [48, 24, 0, -24, -6, 0, 4, -48, -28, -6, 1, 0, 0, 2, 4, -24, 0, 28, 0, 0, 0, 2, 0, 0, 0, -6, 0, -2, 0, 2, 12, 24, -24, 0, 8, 56, 0, 0, 0, 6, 0, 0, -24, 1, 6, 0, 0, 0, -36, 0, 0, -6, 0, 0, 0, -4, 4, 0, 0, -2, 0, 0, 52, 48, 0, -24, 0, 0, 0, -2, -40, 28, -42, 0, 90, 0, -19, 0, 0, 6, -72, 0, 0, 0, 40, -12, -18, -1, 60, 0, -56, 0, 0, 0, -24, 0, 0, -42, -58, 0, 0, 0, 0, 0, 90, 0, 52, 0, 0, -9, 0, -2, 0, 2, 12, 0, -90, 0, 64, -4, 11, 0, 12, -12, 0, 50, -72, 24, 0, 0, 0, 0, 0, 0, -18, 0, 0, 24, 0, -10, 0, -20, 39, -28, -48, 0, 0, 0, 0, 90, 0, 0, 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 3080, 'analytic_conductor': 6.14848095563859, 'char_conductor': 385, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 6, 'char_parity': 1, 'char_values': [770, 6, [617, 661, 211], [3, 5, 3]], 'conrey_index': 439, 'cusp_dim': 272, 'dim': 96, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [17], 'hecke_orbit_code': 962106229506, 'hecke_orbit_dims': [48, 48], 'label': '770.2.o', 'level': 770, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'mf_dim': 304, 'mf_new_dim': 96, 'num_forms': 2, 'prim_orbit_index': 15, 'relative_dim': 48, 'sturm_bound': 288, 'trace_bound': 2, 'trace_display': [0, 0, -12, 0], 'traces': [96, 0, 0, -48, -12, 0, 0, 0, -56, 0, 2, 0, 0, 4, 8, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 24, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 2, 12, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -4, 0, 0, 0, 96, 0, -48, 0, 0, 0, -4, -80, 0, 0, 0, 180, 0, 0, 0, 0, 12, -144, 0, 0, 0, 0, -24, 0, 0, 120, 0, -112, 0, 0, 0, 0, 0, 0, 0, -116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -66, 0, 0, 0, 4, 24, 0, 0, 0, 128, 0, 22, 0, 0, -24, 0, 100, 0, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 168, 0, 0, -264, 40, 0, 0, 0, 0, 0, -4, 0, 0, -36, -12, 0, 0, 0, 0, 84, 0, 0, 0, 0, -96, -180, 0, 0, 0, 0, -12, 0, 0, 168, 0, 480, 0, 0, 0, 0, 0, 0, 0, 0, 156, 0, 0, 0, -104, 0, 0, 0, 0, 0, 48, 112, 0, 0, 4, -128, 0, 0, 0, 48, 0, 32, 0, 0, -180, 100, 0, 0, 0, 0, -4, 0, 0, 0, 0, 64, 48, 0, 0, 0, 0, 0, 0, 0, -72, 0, -48, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -66, 48, 0, 0, 0, -16, 0, 0, 0, 40, 0, 0, 0, 0, -120, -96, 200, 0, 0, 0, -64, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, -240, 0, 0, -368, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -144, 0, 0, 0, 0, 0, 192, 52, 0, 0, 132, 0, 0, 0, 0, -264, 0, 204, 0, 0, 48, 136, -300, 0, 0, 0, -20, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -12, 0, 0, 44, 0, 44, 0, 0, 0, 0, 0, 0, 0, -12, -64, 0, 0, 0, 296, 0, 0, 0, 0, 0, 12, 48, 0, 0, 168, 312, 0, 0, 0, 260, 0, 58, 0, 0, 496, 0, -92, 0, 0, 0, 0, 0, 0, 0, 0, 52, -144, 0, 0, 0, 0, 12, 0, 0, 0, 0, -400, 0, 0, 0, 0, 0, 0, 0, -32, -264, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 32, 0, 0, 36, 20, 0, 0, 0, -192, 0, -390, 0, 0, 0, 444, -8, 0, 0, 0, -24, 0, 0, 0, 0, 180, 40, 0, 0, 0, 0, -316, 0, 0, -48, 0, -100, 0, 0, 0, 0, 0, 0, 0, -44, -132, 0, 0, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 136, 0, 0, 0, 0, -104, 0, 106, 0, 0, -888, 0, 216, 0, 0, 0, -188, 0, 0, 0, 0, 0, 816, 0, 0, 0, 0, 144, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 202, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, -148, -432, 0, 0, -16, -12, 0, 0, 0, 0, 0, 248, 0, 0, 0, 108, 0, 0, 0, 0, -120, 0, 0, 0, 0, -536, -56, 0, 0, 0, 0, 448, 0, 0, 84, 0, 324, 0, 0, 0, 0, 0, 0, 0, 0, 192, 0, 0, 0, -56, 0, 0, 0, 0, 0, 144, -288, 0, 0, 140, -280, 0, 0, 0, 192, 0, 38, 0, 0, -204, 0, -216, 0, 0, 0, 304, 0, 0, 0, 0, 172, 528, 0, 0, 0, 0, 0, 0, 0, 164, 0, 28, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, 0, 432, 0, 0, 0, 0, 0, -80, -480, 0, 0, 0, -216, 0, 0, 0, -136, 0, 0, 0, 0, -32, -684, 132, 0, 0, 0, -80, 0, 0, 0, 0, 0, 220, 0, 0, 0, 0, -240, 0, 0, -432, 0, 36, 0, 0, 0, 0, 0, 0, 0, 2, -912, 0, 0, 0, 120, 0, 0, 0, 0, 0, 228, -36, 0, 0, 456, 0, 0, 0, 0, -240, 0, -144, 0, 0, 1528, 56, 264, 0, 0, 0, -696, 0, 0, 0, 0, -84, 0, 0, 0, 0, 0, -160, 0, 0, -696, 0, 216, 0, 0, 0, 0, 0, 0, 0, 648, 48, 0, 0, 0, 360, 0, 0, 0, 0, 0, 8, 96, 0, 0, 16, 144, 0, 0, 0, -116, 0, 84, 0, 0, 84, -24, 164, 0, 0, 0, 0, 0, 0, 0, 0, 164, -168, 0, 0, 0, 0, 60, 0, 0, 0, 0, -272, 0, 0, 0, 0, 0, 0, 0, 50, 216, 0, 0, 0, -196, 0, 0, 0, 0, 0, 0, -520, 0, 0, -336, -72, 0, 0, 0, -176, 0, -234, 0, 0, 0, -180, -368, 0, 0, 0, 624, 0, 0, 0, 0, 240, -236, 0, 0, 0, 0, -104, 0, 0, 696, 0, -1016, 0, 0, 0, 0, 0, 0, 0, -184, 128, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 112, 684, 0, 0, 0, -184, 0, 322, 0, 0, -360, 0, 4, 0, 0, 0, 64, 0, 0, 0, 0, -48, -192, 0, 0, 0, 0, 320, 0, 0, 200, 0, 0, 0, 0, 0, 0, 0, 0, 0, -220, 1000, 0, 0, 0, -180, 0, 0, 0, 0, 0, -52, 180, 0, 0, -752, 100, 0, 0, 0, 0, 0, 56, 0, 0, -160, 180, 0, 0, 0, 0, -408, 0, 0, 0, 0, 8, -248, 0, 0, 0, 0, -32, 0, 0, 876, 0, 780, 0, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, -24, 0, 0, 0, 0, 0, 438, 140, 0, 0, -228, -600, 0, 0, 0, -84, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 36870096
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 549, 'target_dim': 48, 'target_embedding_index': 19, 'target_hecke_orbit_code': 4504561733600002, 'target_is_minimal': True, 'target_label': '770.2.o.b.549.19', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 36870097
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 549, 'target_dim': 48, 'target_embedding_index': 6, 'target_hecke_orbit_code': 962106229506, 'target_is_minimal': True, 'target_label': '770.2.o.a.549.6', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 36870098
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 439, 'target_dim': 48, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4504561733600002, 'target_is_minimal': True, 'target_label': '770.2.o.b.439.6', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 36870099
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 549, 'target_dim': 48, 'target_embedding_index': 19, 'target_hecke_orbit_code': 962106229506, 'target_is_minimal': True, 'target_label': '770.2.o.a.549.19', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 2}
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id: 36870100
{'conductor': 35, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 439, 'target_dim': 48, 'target_embedding_index': 19, 'target_hecke_orbit_code': 962106229506, 'target_is_minimal': True, 'target_label': '770.2.o.a.439.19', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '35.19', 'twisting_conrey_index': 19, 'weight': 2}
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id: 36870101
{'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 549, 'target_dim': 48, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4504561733600002, 'target_is_minimal': True, 'target_label': '770.2.o.b.549.6', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 2}
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id: 36870102
{'conductor': 77, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 439, 'target_dim': 48, 'target_embedding_index': 6, 'target_hecke_orbit_code': 962106229506, 'target_is_minimal': True, 'target_label': '770.2.o.a.439.6', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '77.54', 'twisting_conrey_index': 54, 'weight': 2}
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id: 36870103
{'conductor': 385, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 549, 'source_dim': 48, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4504561733600002, 'source_is_minimal': True, 'source_label': '770.2.o.b.549.19', 'source_level': 770, 'target_conrey_index': 439, 'target_dim': 48, 'target_embedding_index': 19, 'target_hecke_orbit_code': 4504561733600002, 'target_is_minimal': True, 'target_label': '770.2.o.b.439.19', 'target_level': 770, 'twist_class_label': '770.2.o.a.439.6', 'twist_class_level': 770, 'twisting_char_label': '385.54', 'twisting_conrey_index': 54, 'weight': 2}
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hecke_orbit_code 4504561733600002 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 15, 'hecke_orbit': 2, 'label': '770.2.o.b', 'level': 770, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 93926000
{'hecke_orbit_code': 4504561733600002, 'n': 1, 'trace_an': 48}
-
id: 93926001
{'hecke_orbit_code': 4504561733600002, 'n': 2, 'trace_an': 24}
-
id: 93926002
{'hecke_orbit_code': 4504561733600002, 'n': 3, 'trace_an': 0}
-
id: 93926003
{'hecke_orbit_code': 4504561733600002, 'n': 4, 'trace_an': -24}
-
id: 93926004
{'hecke_orbit_code': 4504561733600002, 'n': 5, 'trace_an': -6}
-
id: 93926005
{'hecke_orbit_code': 4504561733600002, 'n': 6, 'trace_an': 0}
-
id: 93926006
{'hecke_orbit_code': 4504561733600002, 'n': 7, 'trace_an': 4}
-
id: 93926007
{'hecke_orbit_code': 4504561733600002, 'n': 8, 'trace_an': -48}
-
id: 93926008
{'hecke_orbit_code': 4504561733600002, 'n': 9, 'trace_an': -28}
-
id: 93926009
{'hecke_orbit_code': 4504561733600002, 'n': 10, 'trace_an': -6}
-
id: 93926010
{'hecke_orbit_code': 4504561733600002, 'n': 11, 'trace_an': 1}
-
id: 93926011
{'hecke_orbit_code': 4504561733600002, 'n': 12, 'trace_an': 0}
-
id: 93926012
{'hecke_orbit_code': 4504561733600002, 'n': 13, 'trace_an': 0}
-
id: 93926013
{'hecke_orbit_code': 4504561733600002, 'n': 14, 'trace_an': 2}
-
id: 93926014
{'hecke_orbit_code': 4504561733600002, 'n': 15, 'trace_an': 4}
-
id: 93926015
{'hecke_orbit_code': 4504561733600002, 'n': 16, 'trace_an': -24}
-
id: 93926016
{'hecke_orbit_code': 4504561733600002, 'n': 17, 'trace_an': 0}
-
id: 93926017
{'hecke_orbit_code': 4504561733600002, 'n': 18, 'trace_an': 28}
-
id: 93926018
{'hecke_orbit_code': 4504561733600002, 'n': 19, 'trace_an': 0}
-
id: 93926019
{'hecke_orbit_code': 4504561733600002, 'n': 20, 'trace_an': 0}
-
id: 93926020
{'hecke_orbit_code': 4504561733600002, 'n': 21, 'trace_an': 0}
-
id: 93926021
{'hecke_orbit_code': 4504561733600002, 'n': 22, 'trace_an': 2}
-
id: 93926022
{'hecke_orbit_code': 4504561733600002, 'n': 23, 'trace_an': 0}
-
id: 93926023
{'hecke_orbit_code': 4504561733600002, 'n': 24, 'trace_an': 0}
-
id: 93926024
{'hecke_orbit_code': 4504561733600002, 'n': 25, 'trace_an': 0}
-
id: 93926025
{'hecke_orbit_code': 4504561733600002, 'n': 26, 'trace_an': -6}
-
id: 93926026
{'hecke_orbit_code': 4504561733600002, 'n': 27, 'trace_an': 0}
-
id: 93926027
{'hecke_orbit_code': 4504561733600002, 'n': 28, 'trace_an': -2}
-
id: 93926028
{'hecke_orbit_code': 4504561733600002, 'n': 29, 'trace_an': 0}
-
id: 93926029
{'hecke_orbit_code': 4504561733600002, 'n': 30, 'trace_an': 2}
-
id: 93926030
{'hecke_orbit_code': 4504561733600002, 'n': 31, 'trace_an': 12}
-
id: 93926031
{'hecke_orbit_code': 4504561733600002, 'n': 32, 'trace_an': 24}
-
id: 93926032
{'hecke_orbit_code': 4504561733600002, 'n': 33, 'trace_an': -24}
-
id: 93926033
{'hecke_orbit_code': 4504561733600002, 'n': 34, 'trace_an': 0}
-
id: 93926034
{'hecke_orbit_code': 4504561733600002, 'n': 35, 'trace_an': 8}
-
id: 93926035
{'hecke_orbit_code': 4504561733600002, 'n': 36, 'trace_an': 56}
-
id: 93926036
{'hecke_orbit_code': 4504561733600002, 'n': 37, 'trace_an': 0}
-
id: 93926037
{'hecke_orbit_code': 4504561733600002, 'n': 38, 'trace_an': 0}
-
id: 93926038
{'hecke_orbit_code': 4504561733600002, 'n': 39, 'trace_an': 0}
-
id: 93926039
{'hecke_orbit_code': 4504561733600002, 'n': 40, 'trace_an': 6}
-
id: 93926040
{'hecke_orbit_code': 4504561733600002, 'n': 41, 'trace_an': 0}
-
id: 93926041
{'hecke_orbit_code': 4504561733600002, 'n': 42, 'trace_an': 0}
-
id: 93926042
{'hecke_orbit_code': 4504561733600002, 'n': 43, 'trace_an': -24}
-
id: 93926043
{'hecke_orbit_code': 4504561733600002, 'n': 44, 'trace_an': 1}
-
id: 93926044
{'hecke_orbit_code': 4504561733600002, 'n': 45, 'trace_an': 6}
-
id: 93926045
{'hecke_orbit_code': 4504561733600002, 'n': 46, 'trace_an': 0}
-
id: 93926046
{'hecke_orbit_code': 4504561733600002, 'n': 47, 'trace_an': 0}
-
id: 93926047
{'hecke_orbit_code': 4504561733600002, 'n': 48, 'trace_an': 0}
-
id: 93926048
{'hecke_orbit_code': 4504561733600002, 'n': 49, 'trace_an': -36}
-
id: 93926049
{'hecke_orbit_code': 4504561733600002, 'n': 50, 'trace_an': 0}
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id: 93926050
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