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mf_newforms • Show schema
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{'Nk2': 22500, 'analytic_conductor': 115.88306313687146, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [225, 2, [101, 127], [2, 1]], 'cm_discs': [], 'conrey_index': 199, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [64, 0, 1]], [11, [-46208, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510867769360609, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '225.10.b.d', 'level': 225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '5.10.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+4iq^{2}+448q^{4}+2121iq^{7}+3840iq^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '225.10.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 229746090987808455, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.914', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.079', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.137', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.793', 'prec': 17}, {'__RealLiteral__': 0, 'data': '153.558', 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 4], [0, 0], [448, 0], [0, 0], [0, 0], [0, 2121], [0, 3840], [0, 0], [0, 0], [46208, 0], [0, 0], [0, 57967], [-33936, 0], [0, 0], [167936, 0], [0, -247421], [0, 0], [1008740, 0], [0, 0], [0, 0], [0, 184832], [0, -266277], [0, 0], [0, 0], [-927472, 0], [0, 0], [0, 950208], [4196390, 0], [0, 0], [-3365028, 0], [0, 2637824], [0, 0], [3958736, 0], [0, 0], [0, 0], [0, -7465679], [0, 4034960], [0, 0], [0, 0], [-11056262, 0], [0, 0], [0, 3198397], [20701184, 0], [0, 0], [4260432, 0], [0, 17779579], [0, 0], [22359043, 0], [0, 0], [0, 0], [0, 25969216], [0, 19869293], [0, 0], [0, 0], [-32578560, 0], [0, 0], [0, 16785560], [-85185620, 0], [0, 0], [45748642, 0], [0, -13460112], [0, 0], [43778048, 0], [0, 0], [0, 0], [0, -22643079], [0, -110844608], [0, 0], [0, 0], [189967468, 0], [0, 0], [0, -206085473], [119450864, 0], [0, 0], [451915520, 0], [0, 98007168], [0, 0], [-95040840, 0], [0, 0], [0, 0], [0, -44225048], [0, 130853163], [0, 0], [0, 0], [-51174352, 0], [0, 0], [0, 177438720], [-19938630, 0], [0, 0], [-491792028, 0], [0, -119292096], [0, 0], [-284473264, 0], [0, 0], [0, 0], [0, -9751679], [0, 89436172], [0, 0], [0, 0]], 'ap': [[0, 4], [0, 0], [0, 0], [0, 2121], [46208, 0], [0, 57967], [0, -247421], [1008740, 0], [0, -266277], [4196390, 0], [-3365028, 0], [0, -7465679], [-11056262, 0], [0, 3198397], [0, 17779579], [0, 19869293], [-85185620, 0], [45748642, 0], [0, -22643079], [189967468, 0], [0, -206085473], [-95040840, 0], [0, 130853163], [-19938630, 0], [0, -9751679], [216671898, 0], [0, 374117057], [0, -528554421], [2496591070, 0], [0, 557831933], [0, 156026921], [2817011328, 0], [0, 3576557079], [-2523227420, 0], [1465305050, 0], [3655152052, 0], [0, 2775953221], [0, 8381868317], [0, -6977466321], [0, 7850005773], [-25190159660, 0], [10448152022, 0], [9686250988, 0], [0, 10221552947], [0, 12621563079], [-8067363400, 0], [-8045889808, 0], [0, -15930902323], [0, -15131051221], [-20610100590, 0], [0, 1808675613], [2219162920, 0], [25797693262, 0], [89184805248, 0], [0, 55029120579], [0, 10318713583], [-26488963790, 0], [34400398132, 0], [0, -53011445379], [-100298985222, 0], [0, 1246481937], [0, -42353402847], [0, 3177534521], [-271252675692, 0], [0, -81749461333], [0, -126803039821], [-240064012728, 0], [0, -25690575679], [0, -138279792521], [-466592483350, 0], [0, -50498812407], [-166447470120, 0], [0, -148690325379], [0, -97856754173], [167009273660, 0], [0, 36039095163], [792249454170, 0], [0, -73643815279], [322101072798, 0], [396422948770, 0], [-1231616918140, 0], [-1175003664518, 0], [232327085628, 0], [0, 75776842687], [521385143480, 0], [0, 550847358603], [585671911750, 0], [0, -285401866579], [760278773058, 0], [0, 357144542817], [0, -391260351721], [-695738310360, 0], [0, -825977775179], [-1199886422912, 0], [-1431456972700, 0], [0, 709164956143], [-1164633994970, 0], [836945778118, 0], [0, 1301440813777], [3074063734062, 0], [0, 664858600421], [0, -1247089761921], [0, 533445688383], [-4572783918690, 0], [-2323048560568, 0], [0, 505718183221], [0, 550713088779], [0, 492183079753], [4513967513600, 0], [-1442119385098, 0], [0, -2060527317379], [0, -692348934833], [0, -311356821021], [-1894376281460, 0], [-1101596159228, 0], [4852519993938, 0], [0, -787434401103], [0, -3465126785021], [0, -4077493983707], [-2925528906620, 0], [-1629205839158, 0], [0, 1437604079127], [0, -1598098260921], [0, -273950700237], [590995901512, 0], [-7127384745602, 0], [-909268871230, 0], [10801666430760, 0], [0, -4888456556879], [0, -176147705413], [2721242355980, 0], [0, -2926553055397], [-5137227734948, 0], [0, -7285639389979], [-10393578513642, 0], [3916636065790, 0], [0, -3184468700127], [0, 327671483621], [0, -1918994165221], [2675805974330, 0], [-23258587112208, 0], [-16573982509482, 0], [0, -6866597494123], [0, -9001795459721], [-21111609462690, 0], [-3479882780080, 0], [0, -5634293232393], [0, -1876134180521], [-15701443402780, 0], [0, -6965814894917], [0, -7991587466979], [31622696231378, 0], [0, 7426285775537], [0, 4696623922479], [0, 13221451680321], [34164452537108, 0], [-31436645730160, 0], [-8770070949610, 0], [0, -8314675958379], [7560516404338, 0], [0, -17046236213121], [0, 17294257116893], [0, 22994555921821], [-27266283848232, 0], [0, 24611409949879], [0, 19916845916463], [-25638770426788, 0], [0, -24862048320579]], 'char_orbit_index': 2, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 13510867769360609, 'hecke_ring_character_values': [[101, [1, 0]], [127, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '225.10.b.d', 'level': 225, 'maxp': 997, 'weight': 10}
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mf_newspaces • Show schema
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{'Nk2': 22500, 'analytic_conductor': 115.88306313687146, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [225, 2, [101, 127], [2, 1]], 'conrey_index': 199, 'cusp_dim': 258, 'dim': 66, 'eis_dim': 24, 'eis_new_dim': 2, 'hecke_cutter_primes': [2, 11], 'hecke_orbit_code': 68887249121, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 6, 8, 12], 'label': '225.10.b', 'level': 225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 282, 'mf_new_dim': 68, 'num_forms': 15, 'prim_orbit_index': 2, 'relative_dim': 66, 'sturm_bound': 300, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [66, 0, 0, -17066, 0, 0, 0, 0, 0, 0, 24934, 0, 0, -161496, 0, 4935626, 0, 0, -1156570, 0, 0, 0, 0, 0, 0, 11922340, 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-404939214648972, 0, 0, -57880220137926, 0, 0, 0, 0, 0, 0, -107343440891056, 0, 0, -128127186415344, 0, 212976546097572, 0, 0, -52051949277168, 0, 0, 0, 0, 0, 0], 'weight': 10, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 184016
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.10.a.a', 'target_level': 5, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10}
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id: 184017
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.10.a.a', 'target_level': 25, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10}
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id: 184018
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.10.b.a', 'target_level': 25, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 184019
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.10.b.a', 'target_level': 25, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 184020
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '45.10.a.c', 'target_level': 45, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 184021
{'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '80.10.a.d', 'target_level': 80, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 10}
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id: 184022
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.10.a.b', 'target_level': 225, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 184023
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.10.b.d', 'target_level': 225, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 184024
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.10.b.d', 'target_level': 225, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 184025
{'conductor': 105, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '245.10.a.a', 'target_level': 245, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 10}
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id: 184026
{'conductor': 120, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '320.10.a.c', 'target_level': 320, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '120.q', 'twisting_char_orbit': 17, 'weight': 10}
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id: 184027
{'conductor': 120, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '320.10.a.h', 'target_level': 320, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '120.w', 'twisting_char_orbit': 23, 'weight': 10}
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id: 184028
{'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '400.10.a.c', 'target_level': 400, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 10}
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id: 184029
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '400.10.c.e', 'target_level': 400, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 184030
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '225.10.b.d', 'source_level': 225, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '400.10.c.e', 'target_level': 400, 'twist_class_label': '5.10.a.a', 'twist_class_level': 5, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 10}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 543600
{'charpoly_factorization': [[[64, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 2}
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id: 543601
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 3}
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id: 543602
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 5}
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id: 543603
{'charpoly_factorization': [[[17994564, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 7}
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id: 543604
{'charpoly_factorization': [[[-46208, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 11}
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id: 543605
{'charpoly_factorization': [[[13440692356, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 13}
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id: 543606
{'charpoly_factorization': [[[244868604964, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 17}
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id: 543607
{'charpoly_factorization': [[[-1008740, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 19}
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id: 543608
{'charpoly_factorization': [[[283613762916, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 23}
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id: 543609
{'charpoly_factorization': [[[-4196390, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 29}
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id: 543610
{'charpoly_factorization': [[[3365028, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 31}
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id: 543611
{'charpoly_factorization': [[[222945451724164, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 37}
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id: 543612
{'charpoly_factorization': [[[11056262, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 41}
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id: 543613
{'charpoly_factorization': [[[40918973478436, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 43}
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id: 543614
{'charpoly_factorization': [[[1264453717668964, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 47}
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id: 543615
{'charpoly_factorization': [[[1579155217279396, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 53}
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id: 543616
{'charpoly_factorization': [[[85185620, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 59}
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id: 543617
{'charpoly_factorization': [[[-45748642, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 61}
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id: 543618
{'charpoly_factorization': [[[2050836106400964, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 67}
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id: 543619
{'charpoly_factorization': [[[-189967468, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 71}
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id: 543620
{'charpoly_factorization': [[[169884888726534916, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 73}
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id: 543621
{'charpoly_factorization': [[[95040840, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 79}
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id: 543622
{'charpoly_factorization': [[[68490201068418276, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 83}
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id: 543623
{'charpoly_factorization': [[[19938630, 1], 2]], 'hecke_orbit_code': 13510867769360609, 'p': 89}
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id: 543624
{'charpoly_factorization': [[[380380973276164, 0, 1], 1]], 'hecke_orbit_code': 13510867769360609, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 4, 'label': '225.10.b.d', 'level': 225, 'portrait': 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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
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id: 139353000
{'hecke_orbit_code': 13510867769360609, 'n': 1, 'trace_an': 2}
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id: 139353001
{'hecke_orbit_code': 13510867769360609, 'n': 2, 'trace_an': 0}
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id: 139353002
{'hecke_orbit_code': 13510867769360609, 'n': 3, 'trace_an': 0}
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id: 139353003
{'hecke_orbit_code': 13510867769360609, 'n': 4, 'trace_an': 896}
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id: 139353004
{'hecke_orbit_code': 13510867769360609, 'n': 5, 'trace_an': 0}
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id: 139353005
{'hecke_orbit_code': 13510867769360609, 'n': 6, 'trace_an': 0}
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id: 139353006
{'hecke_orbit_code': 13510867769360609, 'n': 7, 'trace_an': 0}
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id: 139353007
{'hecke_orbit_code': 13510867769360609, 'n': 8, 'trace_an': 0}
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id: 139353008
{'hecke_orbit_code': 13510867769360609, 'n': 9, 'trace_an': 0}
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id: 139353009
{'hecke_orbit_code': 13510867769360609, 'n': 10, 'trace_an': 0}
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id: 139353010
{'hecke_orbit_code': 13510867769360609, 'n': 11, 'trace_an': 92416}
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id: 139353011
{'hecke_orbit_code': 13510867769360609, 'n': 12, 'trace_an': 0}
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id: 139353012
{'hecke_orbit_code': 13510867769360609, 'n': 13, 'trace_an': 0}
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id: 139353013
{'hecke_orbit_code': 13510867769360609, 'n': 14, 'trace_an': -67872}
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id: 139353014
{'hecke_orbit_code': 13510867769360609, 'n': 15, 'trace_an': 0}
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id: 139353015
{'hecke_orbit_code': 13510867769360609, 'n': 16, 'trace_an': 335872}
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id: 139353016
{'hecke_orbit_code': 13510867769360609, 'n': 17, 'trace_an': 0}
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id: 139353017
{'hecke_orbit_code': 13510867769360609, 'n': 18, 'trace_an': 0}
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id: 139353018
{'hecke_orbit_code': 13510867769360609, 'n': 19, 'trace_an': 2017480}
-
id: 139353019
{'hecke_orbit_code': 13510867769360609, 'n': 20, 'trace_an': 0}
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id: 139353020
{'hecke_orbit_code': 13510867769360609, 'n': 21, 'trace_an': 0}
-
id: 139353021
{'hecke_orbit_code': 13510867769360609, 'n': 22, 'trace_an': 0}
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id: 139353022
{'hecke_orbit_code': 13510867769360609, 'n': 23, 'trace_an': 0}
-
id: 139353023
{'hecke_orbit_code': 13510867769360609, 'n': 24, 'trace_an': 0}
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id: 139353024
{'hecke_orbit_code': 13510867769360609, 'n': 25, 'trace_an': 0}
-
id: 139353025
{'hecke_orbit_code': 13510867769360609, 'n': 26, 'trace_an': -1854944}
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id: 139353026
{'hecke_orbit_code': 13510867769360609, 'n': 27, 'trace_an': 0}
-
id: 139353027
{'hecke_orbit_code': 13510867769360609, 'n': 28, 'trace_an': 0}
-
id: 139353028
{'hecke_orbit_code': 13510867769360609, 'n': 29, 'trace_an': 8392780}
-
id: 139353029
{'hecke_orbit_code': 13510867769360609, 'n': 30, 'trace_an': 0}
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id: 139353030
{'hecke_orbit_code': 13510867769360609, 'n': 31, 'trace_an': -6730056}
-
id: 139353031
{'hecke_orbit_code': 13510867769360609, 'n': 32, 'trace_an': 0}
-
id: 139353032
{'hecke_orbit_code': 13510867769360609, 'n': 33, 'trace_an': 0}
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id: 139353033
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