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mf_newforms • Show schema
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{'Nk2': 9120, 'analytic_conductor': 33.63108870327215, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [570, 3, [191, 457, 211], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 121, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [19, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518547959775802, 'hecke_ring_generator_nbound': 3, '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, 19, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [2, -2], [3, -3], [0, -4], [5, -5], [0, -6], [-19, 0], [-8, 0], [0, -9], [0, -10], [15, 0], [-12, 0], [0, -50], [-38, 38], [0, -15], [-16, 16], [42, -42], [-18, 0], [-95, 57], [-20, 0], [-57, 57], [30, -30], [0, 45], [-24, 24], [0, -25], [-100, 0], [-27, 0], [0, 76], [0, 108], [-30, 0], [-196, 0], [0, 32], [45, -45], [0, -84], [-95, 95], [-36, 36], [-43, 0], [-76, 190], [-150, 0], [-40, 40], [-213, 213], [0, 114], [-338, 338], [0, -60], [-45, 0], [90, 0], [0, -240], [0, 48], [18, 0], [-50, 0], [0, -126], [-200, 200], [0, 453], [-54, 54], [75, -75], [152, 0], [-114, 285], [216, 0], [180, -180], [-60, 60], [0, -98], [-392, 392], [0, 171], [64, 0], [-250, 0], [0, -90], [0, -110], [-168, 0], [135, 0], [0, 190], [-204, 204], [0, 72], [760, -760], [-86, 86], [-75, 0], [228, 152], [-285, 0], [-300, 300], [214, -214], [0, 80], [-81, 81], [0, 426], [-198, 0], [228, 0], [0, -210], [0, 676], [324, 0], [-120, 0], [0, -615], [-90, 90], [0, 950], [180, -180], [-588, 588], [-480, 0], [-190, 475], [96, 0], [52, -52], [36, -36], [0, -135], [-100, 100]], 'ap': [[2, -2], [3, -3], [5, -5], [-19, 0], [15, 0], [0, -50], [42, -42], [-95, 57], [0, 45], [0, 108], [-196, 0], [-43, 0], [-213, 213], [-338, 338], [0, -240], [0, 453], [180, -180], [0, -98], [0, -110], [-204, 204], [760, -760], [214, -214], [-198, 0], [0, -615], [52, -52], [0, -318], [-1003, 0], [-1122, 0], [-1046, 1046], [1590, 0], [0, 799], [-219, 219], [0, -2508], [0, 364], [-1302, 1302], [-682, 0], [2533, -2533], [3470, 0], [0, -1929], [1437, -1437], [909, 0], [0, -3836], [-2334, 0], [118, -118], [-4299, 0], [0, -1046], [763, -763], [-1901, 1901], [-1176, 0], [518, 0], [1794, -1794], [-3780, 0], [0, -2558], [0, -5292], [0, -6186], [6195, -6195], [5850, -5850], [1762, -1762], [-5722, 0], [0, -2967], [538, -538], [-1215, 0], [1708, -1708], [-1272, 0], [0, 7144], [0, -879], [5951, 0], [8422, -8422], [6546, -6546], [-11194, 0], [-114, 0], [-6072, 6072], [0, 8896], [-529, 0], [-1888, 0], [-7128, 7128], [0, 9564], [-7373, 7373], [1938, -1938], [0, -749], [-10641, 0], [-8030, 8030], [0, -3630], [0, 13468], [1354, -1354], [0, 5154], [12099, 0], [-1126, 0], [6642, -6642], [7985, 0], [10860, 0], [0, 14064], [-6415, 0], [-15993, 15993], [-9581, 9581], [0, 18867], [0, -12630], [-882, 0], [0, 4852], [0, -16388], [0, 23218], [0, -13593], [-16284, 0], [10755, 0], [-3052, 0], [9110, 0], [-21180, 21180], [0, 20424], [0, 13206], [1985, 0], [-20875, 0], [15847, -15847], [0, -672], [-8713, 0], [0, -8420], [-21762, 21762], [7570, -7570], [-21261, 0], [-11535, 0], [0, 19545], [0, -18884], [14792, 0], [14529, 0], [-2778, 0], [-16315, 0], [-3030, 3030], [0, -26378], [-1812, 1812], [25648, -25648], [32393, 0], [10099, -10099], [25845, -25845], [0, 1888], [25615, -25615], [-20505, 0], [0, -19346], [0, 12765], [28484, 0], [33399, 0], [21954, 0], [0, -2279], [0, 6354], [0, -19739], [0, 29940], [1976, 0], [-12750, 12750], [-4430, 4430], [10464, -10464], [0, -37595], [14331, 0], [48133, -48133], [1263, 0], [0, 4798], [0, 588], [25414, -25414], [3138, 0], [-35692, 0], [41037, -41037], [0, -12680], [0, -16212], [24174, -24174], [-45720, 45720], [-14540, 14540], [-29580, 29580], [23820, 0], [17373, -17373], [-47672, 47672], [0, 57529]], 'char_orbit_index': 9, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 22518547959775802, 'hecke_ring_character_values': [[191, [1, 0]], [457, [1, 0]], [211, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '570.4.i.f', 'level': 570, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'Nk2': 9120, 'analytic_conductor': 33.63108870327215, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [570, 3, [191, 457, 211], [3, 3, 1]], 'conrey_index': 121, 'cusp_dim': 704, 'dim': 80, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 549822923322, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 4, 6, 8, 10, 10, 12, 12], 'label': '570.4.i', 'level': 570, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 736, 'mf_new_dim': 80, 'num_forms': 15, 'prim_orbit_index': 3, 'relative_dim': 40, 'sturm_bound': 480, 'trace_bound': 7, 'trace_display': [0, -12, 0, -56], 'traces': [80, 0, -12, -160, 0, 0, -56, 0, -360, 40, 56, 96, 156, 168, 0, -640, -136, 0, 164, 0, 84, 288, 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mf_twists_nf • Show schema
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id: 389487
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '570.4.i.f', 'source_level': 570, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '570.4.i.f', 'target_level': 570, 'twist_class_label': '570.4.i.f', 'twist_class_level': 570, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 389488
{'conductor': 19, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '570.4.i.f', 'source_level': 570, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '570.4.i.f', 'target_level': 570, 'twist_class_label': '570.4.i.f', 'twist_class_level': 570, 'twisting_char_label': '19.c', 'twisting_char_orbit': 3, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1061200
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 2}
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id: 1061201
{'charpoly_factorization': [[[9, -3, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 3}
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id: 1061202
{'charpoly_factorization': [[[25, -5, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 5}
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id: 1061203
{'charpoly_factorization': [[[19, 1], 2]], 'hecke_orbit_code': 22518547959775802, 'p': 7}
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id: 1061204
{'charpoly_factorization': [[[-15, 1], 2]], 'hecke_orbit_code': 22518547959775802, 'p': 11}
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id: 1061205
{'charpoly_factorization': [[[2500, 50, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 13}
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id: 1061206
{'charpoly_factorization': [[[1764, -42, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 17}
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id: 1061207
{'charpoly_factorization': [[[6859, 133, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 19}
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id: 1061208
{'charpoly_factorization': [[[2025, -45, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 23}
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id: 1061209
{'charpoly_factorization': [[[11664, -108, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 29}
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id: 1061210
{'charpoly_factorization': [[[196, 1], 2]], 'hecke_orbit_code': 22518547959775802, 'p': 31}
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id: 1061211
{'charpoly_factorization': [[[43, 1], 2]], 'hecke_orbit_code': 22518547959775802, 'p': 37}
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id: 1061212
{'charpoly_factorization': [[[45369, 213, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 41}
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id: 1061213
{'charpoly_factorization': [[[114244, 338, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 43}
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id: 1061214
{'charpoly_factorization': [[[57600, 240, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 47}
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id: 1061215
{'charpoly_factorization': [[[205209, -453, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 53}
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id: 1061216
{'charpoly_factorization': [[[32400, -180, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 59}
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id: 1061217
{'charpoly_factorization': [[[9604, 98, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 61}
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id: 1061218
{'charpoly_factorization': [[[12100, 110, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 67}
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id: 1061219
{'charpoly_factorization': [[[41616, 204, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 71}
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id: 1061220
{'charpoly_factorization': [[[577600, -760, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 73}
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id: 1061221
{'charpoly_factorization': [[[45796, -214, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 79}
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id: 1061222
{'charpoly_factorization': [[[198, 1], 2]], 'hecke_orbit_code': 22518547959775802, 'p': 83}
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id: 1061223
{'charpoly_factorization': [[[378225, 615, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 89}
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id: 1061224
{'charpoly_factorization': [[[2704, -52, 1], 1]], 'hecke_orbit_code': 22518547959775802, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 9, 'hecke_orbit': 6, 'label': '570.4.i.f', 'level': 570, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 173006000
{'hecke_orbit_code': 22518547959775802, 'n': 1, 'trace_an': 2}
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id: 173006001
{'hecke_orbit_code': 22518547959775802, 'n': 2, 'trace_an': 2}
-
id: 173006002
{'hecke_orbit_code': 22518547959775802, 'n': 3, 'trace_an': 3}
-
id: 173006003
{'hecke_orbit_code': 22518547959775802, 'n': 4, 'trace_an': -4}
-
id: 173006004
{'hecke_orbit_code': 22518547959775802, 'n': 5, 'trace_an': 5}
-
id: 173006005
{'hecke_orbit_code': 22518547959775802, 'n': 6, 'trace_an': -6}
-
id: 173006006
{'hecke_orbit_code': 22518547959775802, 'n': 7, 'trace_an': -38}
-
id: 173006007
{'hecke_orbit_code': 22518547959775802, 'n': 8, 'trace_an': -16}
-
id: 173006008
{'hecke_orbit_code': 22518547959775802, 'n': 9, 'trace_an': -9}
-
id: 173006009
{'hecke_orbit_code': 22518547959775802, 'n': 10, 'trace_an': -10}
-
id: 173006010
{'hecke_orbit_code': 22518547959775802, 'n': 11, 'trace_an': 30}
-
id: 173006011
{'hecke_orbit_code': 22518547959775802, 'n': 12, 'trace_an': -24}
-
id: 173006012
{'hecke_orbit_code': 22518547959775802, 'n': 13, 'trace_an': -50}
-
id: 173006013
{'hecke_orbit_code': 22518547959775802, 'n': 14, 'trace_an': -38}
-
id: 173006014
{'hecke_orbit_code': 22518547959775802, 'n': 15, 'trace_an': -15}
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id: 173006015
{'hecke_orbit_code': 22518547959775802, 'n': 16, 'trace_an': -16}
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id: 173006016
{'hecke_orbit_code': 22518547959775802, 'n': 17, 'trace_an': 42}
-
id: 173006017
{'hecke_orbit_code': 22518547959775802, 'n': 18, 'trace_an': -36}
-
id: 173006018
{'hecke_orbit_code': 22518547959775802, 'n': 19, 'trace_an': -133}
-
id: 173006019
{'hecke_orbit_code': 22518547959775802, 'n': 20, 'trace_an': -40}
-
id: 173006020
{'hecke_orbit_code': 22518547959775802, 'n': 21, 'trace_an': -57}
-
id: 173006021
{'hecke_orbit_code': 22518547959775802, 'n': 22, 'trace_an': 30}
-
id: 173006022
{'hecke_orbit_code': 22518547959775802, 'n': 23, 'trace_an': 45}
-
id: 173006023
{'hecke_orbit_code': 22518547959775802, 'n': 24, 'trace_an': -24}
-
id: 173006024
{'hecke_orbit_code': 22518547959775802, 'n': 25, 'trace_an': -25}
-
id: 173006025
{'hecke_orbit_code': 22518547959775802, 'n': 26, 'trace_an': -200}
-
id: 173006026
{'hecke_orbit_code': 22518547959775802, 'n': 27, 'trace_an': -54}
-
id: 173006027
{'hecke_orbit_code': 22518547959775802, 'n': 28, 'trace_an': 76}
-
id: 173006028
{'hecke_orbit_code': 22518547959775802, 'n': 29, 'trace_an': 108}
-
id: 173006029
{'hecke_orbit_code': 22518547959775802, 'n': 30, 'trace_an': -60}
-
id: 173006030
{'hecke_orbit_code': 22518547959775802, 'n': 31, 'trace_an': -392}
-
id: 173006031
{'hecke_orbit_code': 22518547959775802, 'n': 32, 'trace_an': 32}
-
id: 173006032
{'hecke_orbit_code': 22518547959775802, 'n': 33, 'trace_an': 45}
-
id: 173006033
{'hecke_orbit_code': 22518547959775802, 'n': 34, 'trace_an': -84}
-
id: 173006034
{'hecke_orbit_code': 22518547959775802, 'n': 35, 'trace_an': -95}
-
id: 173006035
{'hecke_orbit_code': 22518547959775802, 'n': 36, 'trace_an': -36}
-
id: 173006036
{'hecke_orbit_code': 22518547959775802, 'n': 37, 'trace_an': -86}
-
id: 173006037
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