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mf_newforms • Show schema
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{'Nk2': 7800, 'analytic_conductor': 15.570828394149675, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 65, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 25, 'char_orbit_label': 'y', 'char_order': 6, 'char_parity': 1, 'char_values': [1950, 6, [1301, 1327, 301], [6, 3, 5]], 'cm_discs': [], 'conrey_index': 49, 'conrey_indexes': [49, 199], 'dim': 12, 'field_disc': 67815879585259585536, 'field_disc_factorization': [[2, 20], [3, 6], [297853, 2]], 'field_poly': [14089, -54888, 113253, -135130, 115386, -62556, 29687, -8010, 2556, -380, 87, -6, 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': [[7, [26244, -87480, 318816, 55728, 81846, 12528, 14052, 2328, 1105, 100, 45, 4, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58548444456814494, 'hecke_ring_generator_nbound': 11, '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, 65, 12, 1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1950.2.y.n', 'level': 1950, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'minimal_twist': '1950.2.bc.h', 'prim_orbit_index': 12, 'qexp_display': 'q+(1-\\beta _{4})q^{2}+\\beta _{9}q^{3}-\\beta _{4}q^{4}+\\beta _{8}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1950.2.y', 'trace_display': [6, 0, 0, -4], 'trace_hash': 2178562210022819915, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.260', 'prec': 20}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
Hide schema
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-17, -5, -10, -5], [0, 12, 0, -5, 13, -7, 5, -6, -6, 7, 5, 1], [46, -6, 12, -3, -51, -4, -7, 6, 6, 2, 1, 6], [17, 6, -1, 3, -8, 9, 3, 0, 25, -9, -3, -3], [-14, -3, -9, 6, 18, 11, 5, 3, 6, -7, -8, 3], [19, 0, 5, 2, -12, 2, 2, -1, 11, -2, -2, -3], [-31, -3, 17, -4, 7, -7, -4, -5, -3, 7, 4, -1], [1, 9, 4, -14, -5, -5, -8, -8, 2, 7, 5, 5], [-33, -2, -1, 5, 4, 4, -2, -2, 15, 11, -4, -4], [-8, -3, 7, -6, -5, -2, -10, -7, 5, 14, -3, 7], [25, -9, -3, 6, -15, 2, -7, 9, 21, -7, -2, 9], [17, 8, -8, 0, -20, 10, 11, -8, -18, 0, -3, -8], [-33, -5, -11, 11, 22, 6, 11, 1, 20, -6, -11, -10], [29, 8, -4, -11, -2, -2, -3, -3, -14, -12, 2, 2], [-4, 0, 2, -1, 12, 0, -10, 0, 18, -9, 10, 0]], 'char_orbit_index': 25, 'field_poly': [14089, -54888, 113253, -135130, 115386, -62556, 29687, -8010, 2556, -380, 87, -6, 1], 'hecke_orbit_code': 58548444456814494, 'hecke_ring_character_values': [[1301, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [1327, [-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [301, [0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 737586, 33157458, 33157458, 33157458, 2884698846, 2884698846, 2884698846, 2884698846, 2884698846, 2884698846, 2884698846], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 1, -1, -1, 0, 0, 0, 0, 0, 0, 0], [-12, 2, 2, -4, -2, -1, -2, -2, 3, 4, 1, 1], [-15, 4, -17, 15, 32, -6, -4, -2, -1, 12, 1, 2], [242, -32, -55, 100, 85, 8, 41, 45, -95, -89, -18, -16], [592, -139, 327, -235, -684, 183, 133, 92, -158, -321, -46, -44], [-4964, 352, 1567, -2484, -2686, 108, -838, -971, 2213, 2130, 328, 329], [-19054, 3739, -5841, 2733, 13692, -4846, -3829, -3297, 8101, 8482, 1617, 1001], [96085, 1372, -41809, 59344, 77335, -10036, 16613, 19371, -43913, -51821, -4938, -7402], [551212, -83821, 91646, -156, -256271, 115911, 104755, 100886, -283244, -233457, -47752, -23870], [-1683590, -242920, 1056125, -1364810, -2117336, 418801, -307556, -348537, 697514, 1241888, 37401, 175288], [-14885497, 1551867, -1072366, -1432740, 4247176, -2508922, -2761947, -2812501, 8427566, 6570934, 1254110, 602019]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-3607897, 7317892, -9800366, 5230858, -3291723, 843982, -335904, 47836, -13279, 880, -176, 0], [-30150460, 78924115, -76354844, 103874238, -61642348, 34751213, -10618216, 3242004, -581520, 107747, -9796, 1070], [8385745, -120239919, 108949118, -81409454, 37476279, -18160751, 3281180, -1646316, 123933, -68637, 1974, -1070], [-38536205, 166006576, -185303962, 185283692, -99118627, 52911964, -13899396, 4888320, -705453, 176384, -11770, 2140], [-8896864806, 22026982222, -32665367269, 24048219416, -14204635072, 5860211676, -1815307513, 505040292, -87970594, 17298796, -1423807, 196298], [-34891536081, 58367776705, -61853002840, 31357497929, -15838418089, 1898810217, -1069324210, -114973215, -20210311, -10853189, 43670, -199579], [-39899132821, 71688382647, -111050635981, 68030262545, -45381571559, 14392851385, -5033911301, 1058307265, -211570737, 30806433, -3011773, 292669], [-13717956122, 36245295240, -53595055148, 44029180333, -25708183318, 11487231632, -3282046186, 981881669, -154475736, 32929734, -2416592, 370049], [-3683244445, -1967511735, 7276280393, -18680221561, 9813617281, -7474956287, 1695380863, -763671335, 94203315, -29116509, 1653947, -370049], [14213570375, -71180117206, 95735578536, -118312226931, 62438213831, -39075448160, 9381467744, -3738605045, 487832491, -136318210, 8187240, -1663873], [-52508450723, 168521884530, -244027871345, 228688296268, -128944017517, 63195515414, -17140264765, 5578721594, -827318553, 192374130, -13193117, 2230220]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 12, 'label': '1950.2.y.n', 'level': 1950, 'maxp': 1999, 'weight': 2}
-
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{'Nk2': 7800, 'analytic_conductor': 15.570828394149675, 'char_conductor': 65, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 25, 'char_orbit_label': 'y', 'char_order': 6, 'char_parity': 1, 'char_values': [1950, 6, [1301, 1327, 301], [6, 3, 5]], 'conrey_index': 49, 'cusp_dim': 792, 'dim': 88, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 1649300998046, 'hecke_orbit_dims': [4, 4, 4, 4, 4, 4, 4, 4, 8, 8, 8, 8, 12, 12], 'label': '1950.2.y', 'level': 1950, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 888, 'mf_new_dim': 88, 'num_forms': 14, 'prim_orbit_index': 12, 'relative_dim': 44, 'sturm_bound': 840, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [88, 0, 0, -44, 0, 0, 0, 0, 44, 0, -24, 0, 0, -16, 0, -44, 0, 0, -36, 0, 0, 0, 0, 0, 0, -24, 0, 0, -8, 0, 0, 0, 0, 0, 0, 44, 0, 0, -12, 0, 96, 0, 0, 0, 0, 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-32, 0, 0, 0, 0, 0, 0, -24, 0, 0, 16, 0, -24, 0, 0, 0, 0, 156, 0, 0, -164, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 848609
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 25, 'target_dim': 12, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1950.2.y.m', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 848610
{'conductor': 13, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 25, 'target_dim': 12, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1950.2.y.m', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 848611
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 25, 'target_dim': 12, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1950.2.y.n', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 848612
{'conductor': 65, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 25, 'target_dim': 12, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '1950.2.y.n', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '65.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 848613
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 29, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '1950.2.bc.h', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 848614
{'conductor': 65, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 29, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '1950.2.bc.h', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '65.r', 'twisting_char_orbit': 18, 'weight': 2}
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id: 848615
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 29, 'target_dim': 12, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '1950.2.bc.k', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 848616
{'conductor': 65, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 25, 'source_dim': 12, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '1950.2.y.n', 'source_level': 1950, 'target_char_orbit': 29, 'target_dim': 12, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '1950.2.bc.k', 'target_level': 1950, 'twist_class_label': '1950.2.bc.h', 'twist_class_level': 1950, 'twisting_char_label': '65.r', 'twisting_char_orbit': 18, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2325675
{'charpoly_factorization': [[[1, -1, 1], 6]], 'hecke_orbit_code': 58548444456814494, 'p': 2}
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id: 2325676
{'charpoly_factorization': [[[1, 0, -1, 0, 1], 3]], 'hecke_orbit_code': 58548444456814494, 'p': 3}
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id: 2325677
{'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 58548444456814494, 'p': 5}
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id: 2325678
{'charpoly_factorization': [[[26244, -87480, 318816, 55728, 81846, 12528, 14052, 2328, 1105, 100, 45, 4, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 7}
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id: 2325679
{'charpoly_factorization': [[[11664, 23328, -4212, -39528, 10809, 62388, 43314, 7440, -725, -264, 26, 12, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 11}
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id: 2325680
{'charpoly_factorization': [[[4826809, -1485172, -57122, -70304, 41236, -5044, 614, -388, 244, -32, -2, -4, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 13}
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id: 2325681
{'charpoly_factorization': [[[876096, -2089152, 2018160, -852624, 58804, 68760, -10172, -6768, 2118, 0, -50, 0, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 17}
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id: 2325682
{'charpoly_factorization': [[[73513476, 28602864, -7951008, -4536960, 867214, 405516, -48452, -20520, 3009, 426, -59, -6, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 19}
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id: 2325683
{'charpoly_factorization': [[[46656, 69984, 4536, -45684, -1719, 21096, 6288, -2364, -557, 192, 32, -12, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 23}
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id: 2325684
{'charpoly_factorization': [[[56070144, -52475904, 37670400, -14302464, 4705600, -922752, 213152, -29088, 6936, -480, 92, 0, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 29}
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id: 2325685
{'charpoly_factorization': [[[248629824, 0, 95507424, 0, 11994948, 0, 649176, 0, 17008, 0, 212, 0, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 31}
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id: 2325686
{'charpoly_factorization': [[[56070144, 28394496, 19493568, 4059408, 2210041, 453780, 161144, 23736, 6075, 792, 152, 12, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 37}
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id: 2325687
{'charpoly_factorization': [[[876096, -2089152, 2018160, -852624, 58804, 68760, -10172, -6768, 2118, 0, -50, 0, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 41}
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id: 2325688
{'charpoly_factorization': [[[45077796, -74203128, 42031512, -2166192, -3109946, 273432, 251200, -58812, 909, 852, -23, -12, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 43}
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id: 2325689
{'charpoly_factorization': [[[-1728, 288, 1140, 192, -68, -8, 1], 2]], 'hecke_orbit_code': 58548444456814494, 'p': 47}
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id: 2325690
{'charpoly_factorization': [[[248629824, 0, 95507424, 0, 11994948, 0, 649176, 0, 17008, 0, 212, 0, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 53}
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id: 2325691
{'charpoly_factorization': [[[746496, -3856896, 4814208, 9445824, 4066192, -457056, -202784, 18000, 8700, 0, -104, 0, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 59}
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id: 2325692
{'charpoly_factorization': [[[82955664, 30712176, 32673996, -5482596, 4349449, -1069812, 518876, -131604, 28755, -3864, 404, -24, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 61}
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id: 2325693
{'charpoly_factorization': [[[753831936, -332107776, 297431040, 1999872, 42185152, -5075328, 1615424, -176328, 40953, -4392, 491, -24, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 67}
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id: 2325694
{'charpoly_factorization': [[[438439973904, 233057555856, 17030349468, -12898013940, 623152233, 141565824, -7873572, -1133148, 79531, 4368, -316, -12, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 71}
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id: 2325695
{'charpoly_factorization': [[[1629, -5148, 4719, -1224, -29, 20, 1], 2]], 'hecke_orbit_code': 58548444456814494, 'p': 73}
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id: 2325696
{'charpoly_factorization': [[[320086, 80600, -30184, -5824, -73, 26, 1], 2]], 'hecke_orbit_code': 58548444456814494, 'p': 79}
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id: 2325697
{'charpoly_factorization': [[[948888, -265932, -7887, 5868, -278, -16, 1], 2]], 'hecke_orbit_code': 58548444456814494, 'p': 83}
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id: 2325698
{'charpoly_factorization': [[[77158656, -471173760, 945819360, 80996400, -42031004, -3467544, 1436620, 155856, -13602, -2064, 106, 24, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 89}
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id: 2325699
{'charpoly_factorization': [[[21233664, -42024960, 55973376, -42997344, 24498145, -8327016, 2076686, -177792, 40851, -4320, 494, -24, 1], 1]], 'hecke_orbit_code': 58548444456814494, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 25, 'hecke_orbit': 14, 'label': '1950.2.y.n', 'level': 1950, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 230022000
{'hecke_orbit_code': 58548444456814494, 'n': 1, 'trace_an': 12}
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id: 230022001
{'hecke_orbit_code': 58548444456814494, 'n': 2, 'trace_an': 6}
-
id: 230022002
{'hecke_orbit_code': 58548444456814494, 'n': 3, 'trace_an': 0}
-
id: 230022003
{'hecke_orbit_code': 58548444456814494, 'n': 4, 'trace_an': -6}
-
id: 230022004
{'hecke_orbit_code': 58548444456814494, 'n': 5, 'trace_an': 0}
-
id: 230022005
{'hecke_orbit_code': 58548444456814494, 'n': 6, 'trace_an': 0}
-
id: 230022006
{'hecke_orbit_code': 58548444456814494, 'n': 7, 'trace_an': -4}
-
id: 230022007
{'hecke_orbit_code': 58548444456814494, 'n': 8, 'trace_an': -12}
-
id: 230022008
{'hecke_orbit_code': 58548444456814494, 'n': 9, 'trace_an': 6}
-
id: 230022009
{'hecke_orbit_code': 58548444456814494, 'n': 10, 'trace_an': 0}
-
id: 230022010
{'hecke_orbit_code': 58548444456814494, 'n': 11, 'trace_an': -12}
-
id: 230022011
{'hecke_orbit_code': 58548444456814494, 'n': 12, 'trace_an': 0}
-
id: 230022012
{'hecke_orbit_code': 58548444456814494, 'n': 13, 'trace_an': 4}
-
id: 230022013
{'hecke_orbit_code': 58548444456814494, 'n': 14, 'trace_an': -8}
-
id: 230022014
{'hecke_orbit_code': 58548444456814494, 'n': 15, 'trace_an': 0}
-
id: 230022015
{'hecke_orbit_code': 58548444456814494, 'n': 16, 'trace_an': -6}
-
id: 230022016
{'hecke_orbit_code': 58548444456814494, 'n': 17, 'trace_an': 0}
-
id: 230022017
{'hecke_orbit_code': 58548444456814494, 'n': 18, 'trace_an': 12}
-
id: 230022018
{'hecke_orbit_code': 58548444456814494, 'n': 19, 'trace_an': 6}
-
id: 230022019
{'hecke_orbit_code': 58548444456814494, 'n': 20, 'trace_an': 0}
-
id: 230022020
{'hecke_orbit_code': 58548444456814494, 'n': 21, 'trace_an': 0}
-
id: 230022021
{'hecke_orbit_code': 58548444456814494, 'n': 22, 'trace_an': -12}
-
id: 230022022
{'hecke_orbit_code': 58548444456814494, 'n': 23, 'trace_an': 12}
-
id: 230022023
{'hecke_orbit_code': 58548444456814494, 'n': 24, 'trace_an': 0}
-
id: 230022024
{'hecke_orbit_code': 58548444456814494, 'n': 25, 'trace_an': 0}
-
id: 230022025
{'hecke_orbit_code': 58548444456814494, 'n': 26, 'trace_an': -4}
-
id: 230022026
{'hecke_orbit_code': 58548444456814494, 'n': 27, 'trace_an': 0}
-
id: 230022027
{'hecke_orbit_code': 58548444456814494, 'n': 28, 'trace_an': -4}
-
id: 230022028
{'hecke_orbit_code': 58548444456814494, 'n': 29, 'trace_an': 0}
-
id: 230022029
{'hecke_orbit_code': 58548444456814494, 'n': 30, 'trace_an': 0}
-
id: 230022030
{'hecke_orbit_code': 58548444456814494, 'n': 31, 'trace_an': 0}
-
id: 230022031
{'hecke_orbit_code': 58548444456814494, 'n': 32, 'trace_an': 6}
-
id: 230022032
{'hecke_orbit_code': 58548444456814494, 'n': 33, 'trace_an': 4}
-
id: 230022033
{'hecke_orbit_code': 58548444456814494, 'n': 34, 'trace_an': 0}
-
id: 230022034
{'hecke_orbit_code': 58548444456814494, 'n': 35, 'trace_an': 0}
-
id: 230022035
{'hecke_orbit_code': 58548444456814494, 'n': 36, 'trace_an': 6}
-
id: 230022036
{'hecke_orbit_code': 58548444456814494, 'n': 37, 'trace_an': -12}
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id: 230022037
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