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  • mf_newforms • Show schema
    {'Nk2': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 14569, 'field_disc_factorization': [[17, 1], [857, 1]], 'field_poly': [-3642, -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, [-42912, 594, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360459, 'hecke_ring_generator_nbound': 2, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.18.a.b', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '3.18.a.b', 'nf_label': '2.2.14569.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-297-\\beta )q^{2}-3^{8}q^{3}+(88258+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.a', 'trace_display': [-594, -13122, 0, -24471568], 'trace_hash': 1842889746579293491, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.933', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '8.830', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '55.841', 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  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [0.17983255108875051, 0.0], [-0.5773502691896257, 0.0], [-0.9676602535689119, 0.0], [0.0, 0.0], [-0.10382637178014724, 0.0], [-1.4996508758753877, 0.0], [-0.3538493630752352, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [-0.7597921831297013, 0.0], [0.5586789078821128, 0.0], [0.011743618157883499, 0.0], [-0.26968604275115016, 0.0], [0.0, 0.0], [0.9040266199059629, 0.0], [0.32816661920243834, 0.0], [0.059944183696250174, 0.0], [-0.030401469261074128, 0.0], [0.0, 0.0], [0.8658238368771132, 0.0], [-0.1366353665895053, 0.0], [0.9208864138171595, 0.0], [0.20429502502406463, 0.0], [0.0, 0.0], [0.0021118848123443624, 0.0], [-0.19245008972987526, 0.0], [1.4511525468144186, 0.0], [0.1899984029476415, 0.0], [0.0, 0.0], [0.02409841994342988, 0.0], [0.5164227763850646, 0.0], [0.4386662214581065, 0.0], [0.05901504031334503, 0.0], [0.0, 0.0], [-0.322553417856304, 0.0], [0.7346972399954379, 0.0], [-0.005467173774065192, 0.0], [-0.006780181104714215, 0.0], [0.0, 0.0], [-1.5661745930397954, 0.0], [0.15570330937906146, 0.0], [0.47848940552694497, 0.0], [0.735220696586964, 0.0], [0.0, 0.0], [0.16560535305971058, 0.0], [0.7202633713763459, 0.0], [-0.5219400123572951, 0.0], [1.2489527495138177, 0.0], [0.0, 0.0], [-0.18946708593557718, 0.0], [-0.011363832524474026, 0.0], [0.8605339257056909, 0.0], [-0.03460879059338241, 0.0], [0.0, 0.0], [0.5306505072637245, 0.0], [0.01755229646164128, 0.0], [0.03416789750486275, 0.0], [1.6187047001640178, 0.0], [0.0, 0.0], [0.9420586043907422, 0.0], [0.0043336803356350175, 0.0], [-0.4998836252917959, 0.0], [-0.8111569945883014, 0.0], [0.0, 0.0], [0.0788864656812741, 0.0], [0.4426070130688611, 0.0], [-0.31755379395028405, 0.0], [-0.5316740189104061, 0.0], [0.0, 0.0], [-1.3442594439139393, 0.0], [-0.11794978769174505, 0.0], [-1.9531537491296178, 0.0], [0.1321224789462436, 0.0], [0.0, 0.0], [0.02941829345403847, 0.0], [1.1394230129137297, 0.0], [-0.0012192972649045, 0.0], [-0.6212967752220061, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [-0.28164917251673205, 0.0], [1.2474966286746745, 0.0], [-0.8378233135385156, 0.0], [0.0, 0.0], [0.08604797046485019, 0.0], [-0.10969562908741981, 0.0], [0.26885198006998723, 0.0], [1.2050818381140125, 0.0], [0.0, 0.0], [-0.017611327256416096, 0.0], [-0.8911051807024785, 0.0], [-0.013913229241383886, 0.0], [0.1295267995303924, 0.0], [0.0, 0.0], [-0.298156828961571, 0.0], [-0.9608244595219804, 0.0], [0.22460235913437904, 0.0], [-0.2532640610432338, 0.0], [0.0, 0.0]], 'angles': [-0.23567002637701723, None, None, -0.38493127513750025, -0.3120201291112912, -0.24906546718998296, -0.22376670497520643, -0.25241936523187447, -0.17384524852292285, -0.23485757263229198, -0.24808226226677355, -0.1901327987354211, -0.39317811393352764, -0.211550093312285, -0.1913658791357347, -0.17920971259355473, -0.09990915986019344, -0.17194130130351606, -0.2144844285040126, -0.36731014256868905, -0.46548491663567676, -0.3002730824272553, -0.14280451135485547, -0.14707751349408893, -0.329756469024185, -0.30893787657536176, -0.29180609187343065, -0.12090506971965262, -0.18385434404075754, -0.3396364601654569, -0.26934478637755144, -0.2421528302174101, -0.22955431857970998, -0.22997591856822777, -0.09972402102089527, -0.3827469518840534, -0.3721337430036396, -0.14443089690227429, -0.36513809376117434, -0.18658119907080348, -0.2665050981434528, -0.39967426686742086, -0.3176743714349782, -0.3976822777223205, -0.35873106995831316, -0.14388174130146877, -0.23118311751809348, -0.2009568886005221, -0.25771339744169974, -0.13158496932193398, -0.240116199326989, -0.28589600995909636, -0.20416687355843813, -0.13320960221114309, -0.2333583876113463, -0.16751429490244235, -0.22437805694676888, -0.14151785137933576, -0.2933728246113033, -0.1677789490660723, -0.21004626409882737, -0.2881631609269798, -0.23526798174357547, -0.17908149282686633, -0.21004554376651716, -0.10352620658791062, -0.15538416414479264, -0.2421482313630575, -0.2754449303328836, -0.250192290312815, -0.3726274346034974, -0.23361077986726422, -0.3096495942315127, -0.32532589540531337, -0.08785116101554628, -0.12712193478447625, -0.2059028891400813, -0.28667836783915057, -0.3757421077213052, -0.18666550813735017, -0.3420143971966388, -0.2774206907977284, -0.3197333967400918, -0.22585690501892353, -0.2599744231504765, -0.3674767948183784, -0.33650905728601593, -0.17136670731717563, -0.3157389389195229, -0.14515110663136616, -0.20800605474015776, -0.14021693262923748, -0.2076099396067037, -0.24057688884431289, -0.27977546243742646, -0.39713944972652315, -0.2596037242814698, -0.37050175107712174, -0.2545638112406457, -0.10530721333266928], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -59.85105632878351, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360459, 'label': '75.18.a.b.1.2', 'level': 75, 'weight': 18}
  • mf_newspaces • Show schema
    {'ALdims': [12, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 28, 27], 'Nk2': 24300, 'analytic_conductor': 137.41656550841975, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 53, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989963, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 8, 8], 'label': '75.18.a', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 53, 'num_forms': 12, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 180, 'trace_bound': 2, 'trace_display': [286, 6561, 0, 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  • mf_twists_cc • Show schema
    • id: 34484707
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599929360459, 'source_is_minimal': False, 'source_label': '75.18.a.b.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599929360459, 'target_is_minimal': False, 'target_label': '75.18.a.b.1.2', 'target_level': 75, 'twist_class_label': '3.18.a.b.1.1', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
    • id: 34484708
      {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599929360459, 'source_is_minimal': False, 'source_label': '75.18.a.b.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007268276207691, 'target_is_minimal': False, 'target_label': '75.18.b.c.49.3', 'target_level': 75, 'twist_class_label': '3.18.a.b.1.1', 'twist_class_level': 3, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
    • id: 34484709
      {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599929360459, 'source_is_minimal': False, 'source_label': '75.18.a.b.1.2', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268276207691, 'target_is_minimal': False, 'target_label': '75.18.b.c.49.2', 'target_level': 75, 'twist_class_label': '3.18.a.b.1.1', 'twist_class_level': 3, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
    • id: 34484710
      {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599929360459, 'source_is_minimal': False, 'source_label': '75.18.a.b.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599929360387, 'target_is_minimal': True, 'target_label': '3.18.a.b.1.1', 'target_level': 3, 'twist_class_label': '3.18.a.b.1.1', 'twist_class_level': 3, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
    • id: 34484711
      {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599929360459, 'source_is_minimal': False, 'source_label': '75.18.a.b.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199556730889, 'target_is_minimal': False, 'target_label': '9.18.a.c.1.2', 'target_level': 9, 'twist_class_label': '3.18.a.b.1.1', 'twist_class_level': 3, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 18}
    • id: 34484712
      {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599929360459, 'source_is_minimal': False, 'source_label': '75.18.a.b.1.2', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197693583408, 'target_is_minimal': False, 'target_label': '48.18.a.h.1.2', 'target_level': 48, 'twist_class_label': '3.18.a.b.1.1', 'twist_class_level': 3, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 18}
  • mf_hecke_charpolys • Show schema
    • id: 237750
      {'charpoly_factorization': [[[-42912, 594, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 2}
    • id: 237751
      {'charpoly_factorization': [[[6561, 1], 2]], 'hecke_orbit_code': 4503599929360459, 'p': 3}
    • id: 237752
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599929360459, 'p': 5}
    • id: 237753
      {'charpoly_factorization': [[[36563624964160, 24471568, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 7}
    • id: 237754
      {'charpoly_factorization': [[[241662899580669072, 987553512, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 11}
    • id: 237755
      {'charpoly_factorization': [[[85826630199297988, -2519398244, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 13}
    • id: 237756
      {'charpoly_factorization': [[[234781594617081830724, -34313126364, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 17}
    • id: 237757
      {'charpoly_factorization': [[[-185234520277889694320, -80053542184, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 19}
    • id: 237758
      {'charpoly_factorization': [[[-222412635685819130166720, 297228742704, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 23}
    • id: 237759
      {'charpoly_factorization': [[[-502734177663602624512380, 470374069572, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 29}
    • id: 237760
      {'charpoly_factorization': [[[376073386682108523443200, -3400754454592, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 31}
    • id: 237761
      {'charpoly_factorization': [[[-413610177451119192548099420, 10652012180428, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 37}
    • id: 237762
      {'charpoly_factorization': [[[2666589765699308594999488740, 113376799448748, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 41}
    • id: 237763
      {'charpoly_factorization': [[[-3605412239982138048161680496, 61637031489880, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 43}
    • id: 237764
      {'charpoly_factorization': [[[19055553710579005582938491136, -279645641926560, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 47}
    • id: 237765
      {'charpoly_factorization': [[[54965175144381085457532216420, -530964038611476, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 53}
    • id: 237766
      {'charpoly_factorization': [[[-179080275397350121743603037680, -1727524231086456, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 59}
    • id: 237767
      {'charpoly_factorization': [[[1937726483198503748375663473156, -2784287656027900, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 61}
    • id: 237768
      {'charpoly_factorization': [[[2733616113184466986354889000464, -3329301676696184, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 67}
    • id: 237769
      {'charpoly_factorization': [[[45166429353916529613725667660864, 13489402206504816, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 71}
    • id: 237770
      {'charpoly_factorization': [[[-175242316299457817977086373843100, 436589918136724, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 73}
    • id: 237771
      {'charpoly_factorization': [[[-106848883990011720062065941804800, -4376041565214880, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 79}
    • id: 237772
      {'charpoly_factorization': [[[365757457501467273571999574646672, -39886442265612888, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 83}
    • id: 237773
      {'charpoly_factorization': [[[-1690885178941200888313319251706460, -6972184096107444, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 89}
    • id: 237774
      {'charpoly_factorization': [[[8114017702591983179536147275888004, 183569555712460996, 1], 1]], 'hecke_orbit_code': 4503599929360459, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '75.18.a.b', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 18}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 19964880
      {'hecke_orbit_code': 4503599929360459, 'n': 1, 'trace_an': 2}
    • id: 19964881
      {'hecke_orbit_code': 4503599929360459, 'n': 2, 'trace_an': -594}
    • id: 19964882
      {'hecke_orbit_code': 4503599929360459, 'n': 3, 'trace_an': -13122}
    • id: 19964883
      {'hecke_orbit_code': 4503599929360459, 'n': 4, 'trace_an': 176516}
    • id: 19964884
      {'hecke_orbit_code': 4503599929360459, 'n': 5, 'trace_an': 0}
    • id: 19964885
      {'hecke_orbit_code': 4503599929360459, 'n': 6, 'trace_an': 3897234}
    • id: 19964886
      {'hecke_orbit_code': 4503599929360459, 'n': 7, 'trace_an': -24471568}
    • id: 19964887
      {'hecke_orbit_code': 4503599929360459, 'n': 8, 'trace_an': -130340232}
    • id: 19964888
      {'hecke_orbit_code': 4503599929360459, 'n': 9, 'trace_an': 86093442}
    • id: 19964889
      {'hecke_orbit_code': 4503599929360459, 'n': 10, 'trace_an': 0}
    • id: 19964890
      {'hecke_orbit_code': 4503599929360459, 'n': 11, 'trace_an': -987553512}
    • id: 19964891
      {'hecke_orbit_code': 4503599929360459, 'n': 12, 'trace_an': -1158121476}
    • id: 19964892
      {'hecke_orbit_code': 4503599929360459, 'n': 13, 'trace_an': 2519398244}
    • id: 19964893
      {'hecke_orbit_code': 4503599929360459, 'n': 14, 'trace_an': -435565296}
    • id: 19964894
      {'hecke_orbit_code': 4503599929360459, 'n': 15, 'trace_an': 0}
    • id: 19964895
      {'hecke_orbit_code': 4503599929360459, 'n': 16, 'trace_an': 50611323920}
    • id: 19964896
      {'hecke_orbit_code': 4503599929360459, 'n': 17, 'trace_an': 34313126364}
    • id: 19964897
      {'hecke_orbit_code': 4503599929360459, 'n': 18, 'trace_an': -25569752274}
    • id: 19964898
      {'hecke_orbit_code': 4503599929360459, 'n': 19, 'trace_an': 80053542184}
    • id: 19964899
      {'hecke_orbit_code': 4503599929360459, 'n': 20, 'trace_an': 0}
    • id: 19964900
      {'hecke_orbit_code': 4503599929360459, 'n': 21, 'trace_an': 160557957648}
    • id: 19964901
      {'hecke_orbit_code': 4503599929360459, 'n': 22, 'trace_an': 259702850088}
    • id: 19964902
      {'hecke_orbit_code': 4503599929360459, 'n': 23, 'trace_an': -297228742704}
    • id: 19964903
      {'hecke_orbit_code': 4503599929360459, 'n': 24, 'trace_an': 855162262152}
    • id: 19964904
      {'hecke_orbit_code': 4503599929360459, 'n': 25, 'trace_an': 0}
    • id: 19964905
      {'hecke_orbit_code': 4503599929360459, 'n': 26, 'trace_an': -1635537155076}
    • id: 19964906
      {'hecke_orbit_code': 4503599929360459, 'n': 27, 'trace_an': -564859072962}
    • id: 19964907
      {'hecke_orbit_code': 4503599929360459, 'n': 28, 'trace_an': 2416139220704}
    • id: 19964908
      {'hecke_orbit_code': 4503599929360459, 'n': 29, 'trace_an': -470374069572}
    • id: 19964909
      {'hecke_orbit_code': 4503599929360459, 'n': 30, 'trace_an': 0}
    • id: 19964910
      {'hecke_orbit_code': 4503599929360459, 'n': 31, 'trace_an': 3400754454592}
    • id: 19964911
      {'hecke_orbit_code': 4503599929360459, 'n': 32, 'trace_an': -5026499631648}
    • id: 19964912
      {'hecke_orbit_code': 4503599929360459, 'n': 33, 'trace_an': 6479338592232}
    • id: 19964913
      {'hecke_orbit_code': 4503599929360459, 'n': 34, 'trace_an': -15780403538748}
    • id: 19964914
      {'hecke_orbit_code': 4503599929360459, 'n': 35, 'trace_an': 0}
    • id: 19964915
      {'hecke_orbit_code': 4503599929360459, 'n': 36, 'trace_an': 7598435004036}
    • id: 19964916
      {'hecke_orbit_code': 4503599929360459, 'n': 37, 'trace_an': -10652012180428}
    • id: 19964917
      {'hecke_orbit_code': 4503599929360459, 'n': 38, 'trace_an': -54393717084264}
    • id: 19964918
      {'hecke_orbit_code': 4503599929360459, 'n': 39, 'trace_an': -16529771878884}
    • id: 19964919
      {'hecke_orbit_code': 4503599929360459, 'n': 40, 'trace_an': 0}
    • id: 19964920
      {'hecke_orbit_code': 4503599929360459, 'n': 41, 'trace_an': -113376799448748}
    • id: 19964921
      {'hecke_orbit_code': 4503599929360459, 'n': 42, 'trace_an': 2857743907056}
    • id: 19964922
      {'hecke_orbit_code': 4503599929360459, 'n': 43, 'trace_an': -61637031489880}
    • id: 19964923
      {'hecke_orbit_code': 4503599929360459, 'n': 44, 'trace_an': -67200775334352}
    • id: 19964924
      {'hecke_orbit_code': 4503599929360459, 'n': 45, 'trace_an': 0}
    • id: 19964925
      {'hecke_orbit_code': 4503599929360459, 'n': 46, 'trace_an': 446377123388592}
    • id: 19964926
      {'hecke_orbit_code': 4503599929360459, 'n': 47, 'trace_an': 279645641926560}
    • id: 19964927
      {'hecke_orbit_code': 4503599929360459, 'n': 48, 'trace_an': -332060896239120}
    • id: 19964928
      {'hecke_orbit_code': 4503599929360459, 'n': 49, 'trace_an': 60469362475890}
    • id: 19964929
      {'hecke_orbit_code': 4503599929360459, 'n': 50, 'trace_an': 0}
    • id: 19964930
      {'hecke_orbit_code': 4503599929360459, 'n': 51, 'trace_an': -225128422074204}
    • id: 19964931
      {'hecke_orbit_code': 4503599929360459, 'n': 52, 'trace_an': 749398920924104}
    • id: 19964932
      {'hecke_orbit_code': 4503599929360459, 'n': 53, 'trace_an': 530964038611476}
    • id: 19964933
      {'hecke_orbit_code': 4503599929360459, 'n': 54, 'trace_an': 167763144669714}
    • id: 19964934
      {'hecke_orbit_code': 4503599929360459, 'n': 55, 'trace_an': 0}
    • id: 19964935
      {'hecke_orbit_code': 4503599929360459, 'n': 56, 'trace_an': 565580346246720}
    • id: 19964936
      {'hecke_orbit_code': 4503599929360459, 'n': 57, 'trace_an': -525231290269224}
    • id: 19964937
      {'hecke_orbit_code': 4503599929360459, 'n': 58, 'trace_an': 680706445363812}
    • id: 19964938
      {'hecke_orbit_code': 4503599929360459, 'n': 59, 'trace_an': 1727524231086456}
    • id: 19964939
      {'hecke_orbit_code': 4503599929360459, 'n': 60, 'trace_an': 0}
    • id: 19964940
      {'hecke_orbit_code': 4503599929360459, 'n': 61, 'trace_an': 2784287656027900}
    • id: 19964941
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    • id: 19964947
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    • id: 19964950
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    • id: 19964954
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    • id: 19964955
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    • id: 19964956
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