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mf_newforms • Show schema
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{'Nk2': 11011, 'analytic_conductor': 57.81750999330889, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 91, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [91, 2, [66, 15], [1, 1]], 'cm_discs': [-91], 'conrey_index': 90, '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, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]], [5, [6243, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68904026203, 'hecke_ring_generator_nbound': 1, '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, 91, 2, -1, 2, -91]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '91.11.b.a', 'level': 91, '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': True, 'level_primes': [7, 13], 'level_radical': 91, 'minimal_twist': '91.11.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{10}q^{4}-6243q^{5}+7^{5}q^{7}+3^{10}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.1.d2', 'self_twist_discs': [-91], 'self_twist_type': 1, 'space_label': '91.11.b', 'trace_display': [0, 0, -6243, 16807], 'trace_hash': 648612599020352201, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.005', 'prec': 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [0], [1024], [-6243], [0], [16807], [0], [59049], [0], [0], [0], [-371293], [0], [0], [1048576], [0], [0], [-2147375], [-6392832], [0], [0], [-6466725], [0], [29209424], [0], [0], [17210368], [-4721673], [0], [42179225], [0], [0], [0], [-104926101], [60466176], [0], [0], [0], [0], [221229150], [0], [-84317525], [0], [-368642907], [0], [-406710639], [0], [282475249], [0], [0], [-380204032], [545143575], [0], [0], [0], [0], [0], [1330532550], [0], [0], [0], [992436543], [1073741824], [2317982199], [0], [0], [0], [0], [0], [0], [0], [3488411189], [0], [0], [-2198912000], [0], [0], [5013092827], [-6546259968], [3486784401], [0], [-893026839], [0], [0], [0], [0], [0], [-3850158675], [0], [-6240321451], [-6621926400], [0], [0], [13406062125], [0], [9195272389], [0], [0], [29910450176]], 'ap': [[0], [0], [-6243], [16807], [0], [-371293], [0], [-2147375], [-6466725], [-4721673], [42179225], [0], [221229150], [-84317525], [-406710639], [545143575], [1330532550], [0], [0], [0], [3488411189], [5013092827], [-893026839], [-3850158675], [9195272389], [0], [0], [18954674250], [0], [-2185338825], [-51846157550], [0], [0], [0], [0], [0], [0], [0], [34899238089], [0], [-321896353173], [0], [118715806098], [0], [0], [0], [132342871523], [1081596571561], [331295737686], [-137240819050], [-1372531835625], [0], [-1486751833675], [0], [0], [-2485880012325], [0], [-916043852450], [-1968096091825], [0], [0], [3197282886261], [4066480617761], [0], [0], [0], [0], [-7683941254225], [6200088148650], [-4725001544275], [10515254301486], [0], [0], [-160856680550], [0], [-6891218526786], [14915734060602], [12166956640861], [0], [9006088994725], [0], [0], [0], [0], [0], [-22377199293525], [0], [0], [-4839146446650], [0], [0], [16993432828425], [0], [-14774473246902], [0], [0], [47610757746525], [0], [0], [0], [93557988123875], [0], [0], [-116675178714177], [-98225311368173], [-75800191559186], [-109211402334711], [135598052731989], [98860363749123], [0], [0], [0], [0], [-178094163541850], [0], [207870036946527], [-153964190705386], [0], [-129248762085750], [198003082032723], [-131615731320475], [-75858908345225], [0], [0], [3780547586425], [73628328500127], [0], [0], [0], [-373643653030339], [0], [0], [-202906144549373], [341421506720975], [-381503098600875], [537552420460925], [395584332097686], [1918086693961], [0], [-601494938475777], [-490338251676250], [0], [-578671810549150], [0], [0], [-507219089363250], [-903174242944139], [0], [0], [0], [0], [0], [982124763851450], [0], [290232550477475], [-1193391703915773], [1279398321568802], [1148548180279725], [0], [-1340449583071875], [0], [30695867887575], [0], [0], [0], [967041089659089], [-1907825183001902], [0]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68904026203, 'hecke_ring_character_values': [[66, [-1]], [15, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '91.11.b.a', 'level': 91, 'maxp': 997, 'weight': 11}
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mf_newspaces • Show schema
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{'Nk2': 11011, 'analytic_conductor': 57.81750999330889, 'char_conductor': 91, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [91, 2, [66, 15], [1, 1]], 'conrey_index': 90, 'cusp_dim': 90, 'dim': 90, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 68904026203, 'hecke_orbit_dims': [1, 1, 88], 'label': '91.11.b', 'level': 91, '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': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 94, 'mf_new_dim': 94, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 90, 'sturm_bound': 102, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [90, 0, 0, -43012, 0, 0, 0, 0, -1534590, 0, 0, 0, 0, -1661930, 0, 15955500, 0, 0, 0, 0, 0, -26725500, -3961190, 0, 144144180, 0, 0, 0, 23736134, -55796804, 0, 0, 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'weight': 11, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 81043
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.11.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.11.b.a', 'target_level': 91, 'twist_class_label': '91.11.b.a', 'twist_class_level': 91, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
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id: 81044
{'conductor': 91, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -91, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.11.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.11.b.a', 'target_level': 91, 'twist_class_label': '91.11.b.a', 'twist_class_level': 91, 'twisting_char_label': '91.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 81045
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.11.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '91.11.b.b', 'target_level': 91, 'twist_class_label': '91.11.b.a', 'twist_class_level': 91, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 81046
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.11.b.a', 'source_level': 91, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '91.11.b.b', 'target_level': 91, 'twist_class_label': '91.11.b.a', 'twist_class_level': 91, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 11}
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mf_hecke_charpolys • Show schema
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id: 278225
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 2}
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id: 278226
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 3}
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id: 278227
{'charpoly_factorization': [[[6243, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 5}
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id: 278228
{'charpoly_factorization': [[[-16807, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 7}
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id: 278229
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 11}
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id: 278230
{'charpoly_factorization': [[[371293, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 13}
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id: 278231
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 17}
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id: 278232
{'charpoly_factorization': [[[2147375, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 19}
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id: 278233
{'charpoly_factorization': [[[6466725, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 23}
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id: 278234
{'charpoly_factorization': [[[4721673, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 29}
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id: 278235
{'charpoly_factorization': [[[-42179225, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 31}
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id: 278236
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 37}
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id: 278237
{'charpoly_factorization': [[[-221229150, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 41}
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id: 278238
{'charpoly_factorization': [[[84317525, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 43}
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id: 278239
{'charpoly_factorization': [[[406710639, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 47}
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id: 278240
{'charpoly_factorization': [[[-545143575, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 53}
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id: 278241
{'charpoly_factorization': [[[-1330532550, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 59}
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id: 278242
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 61}
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id: 278243
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 67}
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id: 278244
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 71}
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id: 278245
{'charpoly_factorization': [[[-3488411189, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 73}
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id: 278246
{'charpoly_factorization': [[[-5013092827, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 79}
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id: 278247
{'charpoly_factorization': [[[893026839, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 83}
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id: 278248
{'charpoly_factorization': [[[3850158675, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 89}
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id: 278249
{'charpoly_factorization': [[[-9195272389, 1], 1]], 'hecke_orbit_code': 68904026203, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '91.11.b.a', 'level': 91, 'portrait': 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', 'weight': 11}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 19837000
{'hecke_orbit_code': 68904026203, 'n': 1, 'trace_an': 1}
-
id: 19837001
{'hecke_orbit_code': 68904026203, 'n': 2, 'trace_an': 0}
-
id: 19837002
{'hecke_orbit_code': 68904026203, 'n': 3, 'trace_an': 0}
-
id: 19837003
{'hecke_orbit_code': 68904026203, 'n': 4, 'trace_an': 1024}
-
id: 19837004
{'hecke_orbit_code': 68904026203, 'n': 5, 'trace_an': -6243}
-
id: 19837005
{'hecke_orbit_code': 68904026203, 'n': 6, 'trace_an': 0}
-
id: 19837006
{'hecke_orbit_code': 68904026203, 'n': 7, 'trace_an': 16807}
-
id: 19837007
{'hecke_orbit_code': 68904026203, 'n': 8, 'trace_an': 0}
-
id: 19837008
{'hecke_orbit_code': 68904026203, 'n': 9, 'trace_an': 59049}
-
id: 19837009
{'hecke_orbit_code': 68904026203, 'n': 10, 'trace_an': 0}
-
id: 19837010
{'hecke_orbit_code': 68904026203, 'n': 11, 'trace_an': 0}
-
id: 19837011
{'hecke_orbit_code': 68904026203, 'n': 12, 'trace_an': 0}
-
id: 19837012
{'hecke_orbit_code': 68904026203, 'n': 13, 'trace_an': -371293}
-
id: 19837013
{'hecke_orbit_code': 68904026203, 'n': 14, 'trace_an': 0}
-
id: 19837014
{'hecke_orbit_code': 68904026203, 'n': 15, 'trace_an': 0}
-
id: 19837015
{'hecke_orbit_code': 68904026203, 'n': 16, 'trace_an': 1048576}
-
id: 19837016
{'hecke_orbit_code': 68904026203, 'n': 17, 'trace_an': 0}
-
id: 19837017
{'hecke_orbit_code': 68904026203, 'n': 18, 'trace_an': 0}
-
id: 19837018
{'hecke_orbit_code': 68904026203, 'n': 19, 'trace_an': -2147375}
-
id: 19837019
{'hecke_orbit_code': 68904026203, 'n': 20, 'trace_an': -6392832}
-
id: 19837020
{'hecke_orbit_code': 68904026203, 'n': 21, 'trace_an': 0}
-
id: 19837021
{'hecke_orbit_code': 68904026203, 'n': 22, 'trace_an': 0}
-
id: 19837022
{'hecke_orbit_code': 68904026203, 'n': 23, 'trace_an': -6466725}
-
id: 19837023
{'hecke_orbit_code': 68904026203, 'n': 24, 'trace_an': 0}
-
id: 19837024
{'hecke_orbit_code': 68904026203, 'n': 25, 'trace_an': 29209424}
-
id: 19837025
{'hecke_orbit_code': 68904026203, 'n': 26, 'trace_an': 0}
-
id: 19837026
{'hecke_orbit_code': 68904026203, 'n': 27, 'trace_an': 0}
-
id: 19837027
{'hecke_orbit_code': 68904026203, 'n': 28, 'trace_an': 17210368}
-
id: 19837028
{'hecke_orbit_code': 68904026203, 'n': 29, 'trace_an': -4721673}
-
id: 19837029
{'hecke_orbit_code': 68904026203, 'n': 30, 'trace_an': 0}
-
id: 19837030
{'hecke_orbit_code': 68904026203, 'n': 31, 'trace_an': 42179225}
-
id: 19837031
{'hecke_orbit_code': 68904026203, 'n': 32, 'trace_an': 0}
-
id: 19837032
{'hecke_orbit_code': 68904026203, 'n': 33, 'trace_an': 0}
-
id: 19837033
{'hecke_orbit_code': 68904026203, 'n': 34, 'trace_an': 0}
-
id: 19837034
{'hecke_orbit_code': 68904026203, 'n': 35, 'trace_an': -104926101}
-
id: 19837035
{'hecke_orbit_code': 68904026203, 'n': 36, 'trace_an': 60466176}
-
id: 19837036
{'hecke_orbit_code': 68904026203, 'n': 37, 'trace_an': 0}
-
id: 19837037
{'hecke_orbit_code': 68904026203, 'n': 38, 'trace_an': 0}
-
id: 19837038
{'hecke_orbit_code': 68904026203, 'n': 39, 'trace_an': 0}
-
id: 19837039
{'hecke_orbit_code': 68904026203, 'n': 40, 'trace_an': 0}
-
id: 19837040
{'hecke_orbit_code': 68904026203, 'n': 41, 'trace_an': 221229150}
-
id: 19837041
{'hecke_orbit_code': 68904026203, 'n': 42, 'trace_an': 0}
-
id: 19837042
{'hecke_orbit_code': 68904026203, 'n': 43, 'trace_an': -84317525}
-
id: 19837043
{'hecke_orbit_code': 68904026203, 'n': 44, 'trace_an': 0}
-
id: 19837044
{'hecke_orbit_code': 68904026203, 'n': 45, 'trace_an': -368642907}
-
id: 19837045
{'hecke_orbit_code': 68904026203, 'n': 46, 'trace_an': 0}
-
id: 19837046
{'hecke_orbit_code': 68904026203, 'n': 47, 'trace_an': -406710639}
-
id: 19837047
{'hecke_orbit_code': 68904026203, 'n': 48, 'trace_an': 0}
-
id: 19837048
{'hecke_orbit_code': 68904026203, 'n': 49, 'trace_an': 282475249}
-
id: 19837049
{'hecke_orbit_code': 68904026203, 'n': 50, 'trace_an': 0}
-
id: 19837050
{'hecke_orbit_code': 68904026203, 'n': 51, 'trace_an': 0}
-
id: 19837051
{'hecke_orbit_code': 68904026203, 'n': 52, 'trace_an': -380204032}
-
id: 19837052
{'hecke_orbit_code': 68904026203, 'n': 53, 'trace_an': 545143575}
-
id: 19837053
{'hecke_orbit_code': 68904026203, 'n': 54, 'trace_an': 0}
-
id: 19837054
{'hecke_orbit_code': 68904026203, 'n': 55, 'trace_an': 0}
-
id: 19837055
{'hecke_orbit_code': 68904026203, 'n': 56, 'trace_an': 0}
-
id: 19837056
{'hecke_orbit_code': 68904026203, 'n': 57, 'trace_an': 0}
-
id: 19837057
{'hecke_orbit_code': 68904026203, 'n': 58, 'trace_an': 0}
-
id: 19837058
{'hecke_orbit_code': 68904026203, 'n': 59, 'trace_an': 1330532550}
-
id: 19837059
{'hecke_orbit_code': 68904026203, 'n': 60, 'trace_an': 0}
-
id: 19837060
{'hecke_orbit_code': 68904026203, 'n': 61, 'trace_an': 0}
-
id: 19837061
{'hecke_orbit_code': 68904026203, 'n': 62, 'trace_an': 0}
-
id: 19837062
{'hecke_orbit_code': 68904026203, 'n': 63, 'trace_an': 992436543}
-
id: 19837063
{'hecke_orbit_code': 68904026203, 'n': 64, 'trace_an': 1073741824}
-
id: 19837064
{'hecke_orbit_code': 68904026203, 'n': 65, 'trace_an': 2317982199}
-
id: 19837065
{'hecke_orbit_code': 68904026203, 'n': 66, 'trace_an': 0}
-
id: 19837066
{'hecke_orbit_code': 68904026203, 'n': 67, 'trace_an': 0}
-
id: 19837067
{'hecke_orbit_code': 68904026203, 'n': 68, 'trace_an': 0}
-
id: 19837068
{'hecke_orbit_code': 68904026203, 'n': 69, 'trace_an': 0}
-
id: 19837069
{'hecke_orbit_code': 68904026203, 'n': 70, 'trace_an': 0}
-
id: 19837070
{'hecke_orbit_code': 68904026203, 'n': 71, 'trace_an': 0}
-
id: 19837071
{'hecke_orbit_code': 68904026203, 'n': 72, 'trace_an': 0}
-
id: 19837072
{'hecke_orbit_code': 68904026203, 'n': 73, 'trace_an': 3488411189}
-
id: 19837073
{'hecke_orbit_code': 68904026203, 'n': 74, 'trace_an': 0}
-
id: 19837074
{'hecke_orbit_code': 68904026203, 'n': 75, 'trace_an': 0}
-
id: 19837075
{'hecke_orbit_code': 68904026203, 'n': 76, 'trace_an': -2198912000}
-
id: 19837076
{'hecke_orbit_code': 68904026203, 'n': 77, 'trace_an': 0}
-
id: 19837077
{'hecke_orbit_code': 68904026203, 'n': 78, 'trace_an': 0}
-
id: 19837078
{'hecke_orbit_code': 68904026203, 'n': 79, 'trace_an': 5013092827}
-
id: 19837079
{'hecke_orbit_code': 68904026203, 'n': 80, 'trace_an': -6546259968}
-
id: 19837080
{'hecke_orbit_code': 68904026203, 'n': 81, 'trace_an': 3486784401}
-
id: 19837081
{'hecke_orbit_code': 68904026203, 'n': 82, 'trace_an': 0}
-
id: 19837082
{'hecke_orbit_code': 68904026203, 'n': 83, 'trace_an': -893026839}
-
id: 19837083
{'hecke_orbit_code': 68904026203, 'n': 84, 'trace_an': 0}
-
id: 19837084
{'hecke_orbit_code': 68904026203, 'n': 85, 'trace_an': 0}
-
id: 19837085
{'hecke_orbit_code': 68904026203, 'n': 86, 'trace_an': 0}
-
id: 19837086
{'hecke_orbit_code': 68904026203, 'n': 87, 'trace_an': 0}
-
id: 19837087
{'hecke_orbit_code': 68904026203, 'n': 88, 'trace_an': 0}
-
id: 19837088
{'hecke_orbit_code': 68904026203, 'n': 89, 'trace_an': -3850158675}
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