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mf_newforms • Show schema
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{'Nk2': 294, 'analytic_conductor': 1.380324501719106, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, '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': [6, 2, [5], [1]], 'cm_discs': [], 'conrey_index': 5, 'conrey_indexes': [5], 'dim': 2, 'field_disc': -8, 'field_disc_factorization': [[-1, 1], [2, 3]], 'field_poly': [2, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68836917254, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6.7.b.a', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.7.b.a', 'nf_label': '2.0.8.1', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta q^{2}+(21+3\\beta )q^{3}-2^{5}q^{4}-30\\beta q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6.7.b', 'trace_display': [0, 42, 0, 4], 'trace_hash': 1989122386731228063, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.875', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.093', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.122', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.341', 'prec': 17}, {'__RealLiteral__': 0, 'data': '133.606', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 1], [21, 3], [-32, 0], [0, -30], [-96, 21], [2, 0], [0, -32], [153, 126], [960, 0], [0, -6], [-672, -96], [-2950, 0], [0, 2], [2880, -630], [1024, 0], [0, 792], [-4032, 153], [5258, 0], [0, 960], [42, 6], [192, 0], [0, -1812], [3072, -672], [-13175, 0], [0, -2950], [-8883, 3105], [-64, 0], [0, 390], [20160, 2880], [22898, 0], [0, 1024], [576, -126], [-25344, 0], [0, -60], [-4896, -4032], [34058, 0], [0, 5258], [-61950, -8850], [-30720, 0], [0, -2964], [-192, 42], [-6406, 0], [0, 192], [120960, -4590], [57984, 0], [0, 31800], [21504, 3072], [-117645, 0], [0, -13175], [-76032, 16632], [94400, 0], [0, -34038], [-99360, -8883], [-5760, 0], [0, -64], [110418, 15774], [-12480, 0], [0, -57774], [-92160, 20160], [-62566, 0], [0, 22898], [306, 252], [-32768, 0], [0, 88500], [4032, 576], [438698, 0], [0, -25344], [173952, -38052], [1920, 0], [0, -12060], [129024, -4896], [-730510, 0], [0, 34058], [-276675, -39525], [-168256, 0], [0, -12], [283200, -61950], [340562, 0], [0, -30720], [-484623, 38556], [94848, 0], [0, 87726], [-1344, -192], [760320, 0], [0, -6406], [-37440, 8190], [-6144, 0], [0, -68364], [146880, 120960], [-5900, 0], [0, 57984], [480858, 68694], [-1017600, 0], [0, -157740], [-98304, 21504], [-281086, 0], [0, -117645], [24192, -918], [421600, 0]], 'ap': [[0, 1], [21, 3], [0, -30], [2, 0], [0, -6], [-2950, 0], [0, 792], [5258, 0], [0, -1812], [0, 390], [22898, 0], [34058, 0], [0, -2964], [-6406, 0], [0, 31800], [0, -34038], [0, -57774], [-62566, 0], [438698, 0], [0, -12060], [-730510, 0], [340562, 0], [0, 87726], [0, -68364], [-281086, 0], [0, -167118], [-865726, 0], [0, 260586], [650810, 0], [0, 308328], [-2280526, 0], [0, -189498], [0, -492036], [4573946, 0], [0, 788442], [-2208094, 0], [-1288870, 0], [879914, 0], [0, 1054932], [0, 74046], [0, 53406], [-6476182, 0], [0, -887712], [3500930, 0], [0, 858114], [-9509758, 0], [7064138, 0], [4668914, 0], [0, 3474102], [-4481782, 0], [0, 405324], [0, -467688], [-6995806, 0], [0, -5037966], [0, -33024], [0, -1523004], [0, -1334898], [13944530, 0], [28129322, 0], [0, 3949716], [10141850, 0], [0, -4922670], [-36325366, 0], [0, 6362556], [40109906, 0], [0, -6971658], [27836282, 0], [-23789662, 0], [0, -9441246], [47167706, 0], [0, -3101424], [0, 10929204], [-34046062, 0], [-51578134, 0], [42882842, 0], [0, 2674752], [0, -10877406], [-85581574, 0], [0, 7243224], [61055570, 0], [0, -5990250], [-19615606, 0], [0, 7099128], [-845854, 0], [-74820382, 0], [0, 22140498], [0, -19942560], [157358450, 0], [0, 32369070], [177977810, 0], [0, 16542702], [0, -19032144], [-4144318, 0], [0, -21097686], [117435530, 0], [0, -35311716], [0, -19927146], [0, 20255292], [-149806150, 0], [-157017382, 0], [-279468502, 0], [0, -26568450], [0, -14634210], [0, 45472260], [28403930, 0], [65247554, 0], [0, -11786406], [0, 27104184], [0, 38589324], [108477650, 0], [-343321486, 0], [296325002, 0], [0, -23453940], [-414773062, 0], [303858146, 0], [0, -32107776], [173810666, 0], [0, 42980868], [0, -7911858], [0, -20077170], [-99346390, 0], [-279411838, 0], [0, 7235346], [0, 66160458], [115164362, 0], [0, 10000566], [-128651830, 0], [0, -35541432], [523207586, 0], [-657372454, 0], [350495210, 0], [0, -82495884], [-33699310, 0], [298551530, 0], [0, -70481244], [-517372414, 0], [0, 32392674], [314717834, 0], [0, 139329798], [0, -185164308], [-117929734, 0], [0, -10640886], [16062050, 0], [0, -64817838], [-363153382, 0], [0, 155687268], [-384724438, 0], [0, 60571956], [-387442726, 0], [0, -11429136], [-499281478, 0], [0, 161714664], [7852106, 0], [0, -195756708], [1161927866, 0], [0, 63893928], [1204308002, 0], [0, -112063056], [-247137550, 0], [0, -165702594], [0, -264733026], [0, 7571268], [-1163220478, 0], [0, 246237786], [0, -138231624], [0, 155602380], [-1839149710, 0], [569927306, 0]], 'char_orbit_index': 2, 'field_poly': [2, 0, 1], 'hecke_orbit_code': 68836917254, 'hecke_ring_character_values': [[5, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 4], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '6.7.b.a', 'level': 6, 'maxp': 997, 'weight': 7}
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mf_newspaces • Show schema
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{'Nk2': 294, 'analytic_conductor': 1.380324501719106, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [6, 2, [5], [1]], 'conrey_index': 5, 'cusp_dim': 4, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68836917254, 'hecke_orbit_dims': [2], 'label': '6.7.b', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 8, 'mf_new_dim': 2, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 7, 'trace_bound': 0, 'trace_display': [0, 42, 0, 4], 'traces': [2, 0, 42, -64, 0, -192, 4, 0, 306, 1920, 0, -1344, -5900, 0, 5760, 2048, 0, -8064, 10516, 0, 84, 384, 0, 6144, -26350, 0, -17766, -128, 0, 40320, 45796, 0, 1152, -50688, 0, -9792, 68116, 0, -123900, -61440, 0, -384, -12812, 0, 241920, 115968, 0, 43008, 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-1058732928, 0, -761241600, -494275100, 0, 1684616052, -1953792000, 0, 247463040, -343729152, 0, 11923200, -2459904, 0, -457715328, 4310009000, 0, 1338558336, 3244032, 0, 333300096, -1704407040, 0, 3144960, 1218057216, 0, -188743680, -726370554, 0, -2101365504, 447731584, 0, 4870656, -2326440956, 0, -799552512, -539685120, 0, 888221376, 18295784, 0, 1632382500, -128135168, 0, -168943488, -26251776, 0, 199147860, 1350251904, 0, -127475712, 1647578880, 0, -12211200, 992710400, 0, 46448640, -3678299420, 0, 1169123844, 1543680, 0, 538988544, 1139854612, 0, -605074428, -150528000], 'weight': 7, 'weight_parity': -1}
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mf_twists_nf • Show schema
Hide schema
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id: 2718
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.7.b.a', 'target_level': 6, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
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id: 2719
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.7.b.a', 'target_level': 6, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 2720
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.7.e.b', 'target_level': 48, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 2721
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.7.e.b', 'target_level': 48, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 2722
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.b.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 7}
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id: 2723
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.b.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 7}
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id: 2724
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.d.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 2725
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.d.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 7}
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id: 2726
{'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '162.7.d.b', 'target_level': 162, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 7}
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id: 2727
{'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '162.7.d.b', 'target_level': 162, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 7}
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id: 2728
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.7.e.c', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 2729
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.7.e.c', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 7}
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id: 2730
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '192.7.e.f', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 7}
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id: 2731
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '192.7.e.f', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 7}
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id: 2732
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.7.b.a', 'target_level': 294, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 2733
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.7.b.a', 'source_level': 6, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.7.b.a', 'target_level': 294, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 7}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 22350
{'charpoly_factorization': [[[32, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 2}
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id: 22351
{'charpoly_factorization': [[[729, -42, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 3}
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id: 22352
{'charpoly_factorization': [[[28800, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 5}
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id: 22353
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 7}
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id: 22354
{'charpoly_factorization': [[[1152, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 11}
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id: 22355
{'charpoly_factorization': [[[2950, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 13}
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id: 22356
{'charpoly_factorization': [[[20072448, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 17}
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id: 22357
{'charpoly_factorization': [[[-5258, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 19}
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id: 22358
{'charpoly_factorization': [[[105067008, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 23}
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id: 22359
{'charpoly_factorization': [[[4867200, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 29}
-
id: 22360
{'charpoly_factorization': [[[-22898, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 31}
-
id: 22361
{'charpoly_factorization': [[[-34058, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 37}
-
id: 22362
{'charpoly_factorization': [[[281129472, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 41}
-
id: 22363
{'charpoly_factorization': [[[6406, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 43}
-
id: 22364
{'charpoly_factorization': [[[32359680000, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 47}
-
id: 22365
{'charpoly_factorization': [[[37074734208, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 53}
-
id: 22366
{'charpoly_factorization': [[[106810722432, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 59}
-
id: 22367
{'charpoly_factorization': [[[62566, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 61}
-
id: 22368
{'charpoly_factorization': [[[-438698, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 67}
-
id: 22369
{'charpoly_factorization': [[[4654195200, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 71}
-
id: 22370
{'charpoly_factorization': [[[730510, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 73}
-
id: 22371
{'charpoly_factorization': [[[-340562, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 79}
-
id: 22372
{'charpoly_factorization': [[[246267234432, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 83}
-
id: 22373
{'charpoly_factorization': [[[149556367872, 0, 1], 1]], 'hecke_orbit_code': 68836917254, 'p': 89}
-
id: 22374
{'charpoly_factorization': [[[281086, 1], 2]], 'hecke_orbit_code': 68836917254, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '6.7.b.a', 'level': 6, 'portrait': 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', 'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19297000
{'hecke_orbit_code': 68836917254, 'n': 1, 'trace_an': 2}
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id: 19297001
{'hecke_orbit_code': 68836917254, 'n': 2, 'trace_an': 0}
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id: 19297002
{'hecke_orbit_code': 68836917254, 'n': 3, 'trace_an': 42}
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id: 19297003
{'hecke_orbit_code': 68836917254, 'n': 4, 'trace_an': -64}
-
id: 19297004
{'hecke_orbit_code': 68836917254, 'n': 5, 'trace_an': 0}
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id: 19297005
{'hecke_orbit_code': 68836917254, 'n': 6, 'trace_an': -192}
-
id: 19297006
{'hecke_orbit_code': 68836917254, 'n': 7, 'trace_an': 4}
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id: 19297007
{'hecke_orbit_code': 68836917254, 'n': 8, 'trace_an': 0}
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id: 19297008
{'hecke_orbit_code': 68836917254, 'n': 9, 'trace_an': 306}
-
id: 19297009
{'hecke_orbit_code': 68836917254, 'n': 10, 'trace_an': 1920}
-
id: 19297010
{'hecke_orbit_code': 68836917254, 'n': 11, 'trace_an': 0}
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id: 19297011
{'hecke_orbit_code': 68836917254, 'n': 12, 'trace_an': -1344}
-
id: 19297012
{'hecke_orbit_code': 68836917254, 'n': 13, 'trace_an': -5900}
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id: 19297013
{'hecke_orbit_code': 68836917254, 'n': 14, 'trace_an': 0}
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id: 19297014
{'hecke_orbit_code': 68836917254, 'n': 15, 'trace_an': 5760}
-
id: 19297015
{'hecke_orbit_code': 68836917254, 'n': 16, 'trace_an': 2048}
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id: 19297016
{'hecke_orbit_code': 68836917254, 'n': 17, 'trace_an': 0}
-
id: 19297017
{'hecke_orbit_code': 68836917254, 'n': 18, 'trace_an': -8064}
-
id: 19297018
{'hecke_orbit_code': 68836917254, 'n': 19, 'trace_an': 10516}
-
id: 19297019
{'hecke_orbit_code': 68836917254, 'n': 20, 'trace_an': 0}
-
id: 19297020
{'hecke_orbit_code': 68836917254, 'n': 21, 'trace_an': 84}
-
id: 19297021
{'hecke_orbit_code': 68836917254, 'n': 22, 'trace_an': 384}
-
id: 19297022
{'hecke_orbit_code': 68836917254, 'n': 23, 'trace_an': 0}
-
id: 19297023
{'hecke_orbit_code': 68836917254, 'n': 24, 'trace_an': 6144}
-
id: 19297024
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