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{'Nk2': 24136, 'analytic_conductor': 48.18173257964058, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1], [431, -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': [6034, 1, [1725, 869], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 20, 'field_disc': 108951276094203821670528046541645998152956, 'field_disc_factorization': [[2, 2], [29, 1], [152077, 1], [499442213, 1], [565685600239, 1], [21860013478469, 1]], 'field_poly': [-21776, -109144, -112848, 205294, 391391, -101137, -477646, -47208, 312410, 74594, -124276, -36075, 31784, 9121, -5329, -1292, 573, 97, -36, -3, 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': [[3, [-21776, 109144, -112848, -205294, 391391, 101137, -477646, 47208, 312410, -74594, -124276, 36075, 31784, -9121, -5329, 1292, 573, -97, -36, 3, 1]], [5, [-128, 592, 4033, -9234, -47095, 11547, 138208, 6847, -178167, -24962, 118348, 23433, -42076, -10953, 7633, 2587, -566, -277, 0, 10, 1]], [11, [-345720, -6544172, 17033271, 9319078, -45473368, 7269758, 41492768, -12894744, -18994881, 5614107, 5322686, -1010760, -947182, 50528, 97570, 6516, -4654, -774, 42, 17, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539595934635922, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6034.2.a.l', 'level': 6034, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7, 431], 'level_radical': 6034, 'minimal_twist': '6034.2.a.l', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-\\beta _{1}q^{3}+q^{4}+(-1+\\beta _{7})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6034.2.a', 'trace_display': [20, -3, -10, -20], 'trace_hash': 1438242559174782801, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.254', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '682.676', 'prec': 24}, {'__RealLiteral__': 0, 'data': '423.112', 'prec': 24}, {'__RealLiteral__': 0, 'data': '49453.199', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, 'traces': [20, 20, -3, 20, -10, -3, -20, 20, 21, -10, -17, -3, -23, -20, -3, 20, -21, 21, -22, -10, 3, -17, 15, -3, 0, -23, -42, -20, -3, -3, -3, 20, -12, -21, 10, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1], [431, -1]], 33, 2], [[[2, 1], [7, -1], [431, 1]], 27, 1], [[[2, -1], [7, -1], [431, 1]], 21, 1], [[[2, -1], [7, 1], [431, 1]], 32, 2], [[[2, -1], [7, 1], [431, -1]], 23, 3], [[[2, 1], [7, 1], [431, 1]], 28, 3], [[[2, 1], [7, -1], [431, -1]], 26, 4], [[[2, 1], [7, 1], [431, -1]], 25, 2]], 'ALdims': [28, 25, 27, 26, 32, 23, 21, 33], 'Nk2': 24136, 'analytic_conductor': 48.18173257964058, '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': [6034, 1, [1725, 869], [1, 1]], 'conrey_index': 1, 'cusp_dim': 861, 'dim': 215, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 11], 'hecke_orbit_code': 33560466, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 4, 20, 20, 21, 24, 25, 27, 31, 31], 'label': '6034.2.a', 'level': 6034, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595934635922, 'source_is_minimal': True, 'source_label': '6034.2.a.l.1.1', 'source_level': 6034, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539595934635922, 'target_is_minimal': True, 'target_label': '6034.2.a.l.1.1', 'target_level': 6034, 'twist_class_label': '6034.2.a.l.1.1', 'twist_class_level': 6034, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4070800
{'charpoly_factorization': [[[-1, 1], 20]], 'hecke_orbit_code': 49539595934635922, 'p': 2}
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id: 4070801
{'charpoly_factorization': [[[-21776, 109144, -112848, -205294, 391391, 101137, -477646, 47208, 312410, -74594, -124276, 36075, 31784, -9121, -5329, 1292, 573, -97, -36, 3, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 3}
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id: 4070802
{'charpoly_factorization': [[[-128, 592, 4033, -9234, -47095, 11547, 138208, 6847, -178167, -24962, 118348, 23433, -42076, -10953, 7633, 2587, -566, -277, 0, 10, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 5}
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id: 4070803
{'charpoly_factorization': [[[1, 1], 20]], 'hecke_orbit_code': 49539595934635922, 'p': 7}
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id: 4070804
{'charpoly_factorization': [[[-345720, -6544172, 17033271, 9319078, -45473368, 7269758, 41492768, -12894744, -18994881, 5614107, 5322686, -1010760, -947182, 50528, 97570, 6516, -4654, -774, 42, 17, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 11}
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id: 4070805
{'charpoly_factorization': [[[-4949592, 27054268, -5648370, -94408608, 49550721, 127435700, -64172484, -89450619, 29056956, 37200907, -3234271, -8394393, -961355, 760720, 193441, -17065, -10466, -755, 132, 23, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 13}
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id: 4070806
{'charpoly_factorization': [[[1401308, 69198060, 368950815, 673319817, 260814256, -585031879, -670436661, -75735402, 225996744, 111154319, -8427908, -18320562, -3150271, 905678, 340423, 5564, -10950, -1279, 75, 21, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 17}
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id: 4070807
{'charpoly_factorization': [[[-1695859280, -40341384496, -39135642368, 38475368536, 61643200721, 10264240541, -18244384591, -8476412453, 1201500238, 1494015429, 165411209, -97163538, -25424984, 1496428, 1150269, 73098, -18828, -2671, 30, 22, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 19}
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id: 4070808
{'charpoly_factorization': [[[597971184, 5314117768, 16529006440, 21368545430, 6507530433, -10092627337, -8425165712, 17028140, 1922514425, 397353601, -174258200, -56088245, 7789918, 3433568, -211348, -112502, 4838, 1982, -98, -15, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 23}
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id: 4070809
{'charpoly_factorization': [[[36255296, -800838640, -4735817572, -2514105892, 9677806223, 11734358808, -747979761, -7872351534, -4349644649, -223433071, 536202983, 157652032, -5122434, -8124514, -672162, 156437, 21850, -1230, -249, 3, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 29}
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id: 4070810
{'charpoly_factorization': [[[-413038058464, -1180240446976, 797925053164, 1865376120014, 194821210655, -577209336753, -127222214711, 79839200773, 21414962958, -6012389605, -1781618001, 264426283, 83802083, -6910703, -2306377, 105347, 36427, -867, -302, 3, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 31}
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id: 4070811
{'charpoly_factorization': [[[33233417986, -613283798242, 366126746557, 1907397277528, -57653925349, -959819124369, 32147471004, 176473784270, -3851540567, -16437851247, 43023364, 867909706, 15351582, -26713927, -964330, 465543, 23942, -4140, -262, 14, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 37}
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id: 4070812
{'charpoly_factorization': [[[38665816371776, -6731863573824, -35070775876716, -3210452336622, 10133180805167, 2198951228414, -1284490841034, -421293409481, 68550832960, 37595930940, -23379067, -1674763200, -150925358, 33319758, 5897787, -116913, -82758, -4167, 319, 37, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 41}
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id: 4070813
{'charpoly_factorization': [[[9609523776, 20710748000, -139164478032, 182936545920, -40910211640, -90406904646, 72505532652, -7879951033, -12380523469, 5407625103, -227134434, -324555784, 58793063, 5949582, -2165186, -8084, 35766, -737, -296, 5, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 43}
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id: 4070814
{'charpoly_factorization': [[[-282678353948960, -613627822242176, 725357100481508, 136638532813762, -211092946267399, -16957435649543, 24569847558707, 1754992479335, -1445097618616, -116992745708, 47646296287, 4572980733, -903551761, -104931480, 9273836, 1392961, -37348, -9891, -104, 29, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 47}
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id: 4070815
{'charpoly_factorization': [[[451766512, -1563385240, -32376365048, -76694023394, 75402919557, 359953163111, 126039183060, -340277870478, -214634489760, 3828971728, 23097045645, 2552999137, -700162711, -106613711, 7938262, 1654119, -19687, -11225, -205, 28, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 53}
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id: 4070816
{'charpoly_factorization': [[[-7999222586736, -10971425906048, 20854486051128, 28045699366004, 707601998717, -9342289041371, -2799886526328, 751183180142, 457896254753, 23858033467, -22534275774, -4081206585, 250449462, 129720158, 7926690, -1164970, -180100, -4568, 608, 47, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 59}
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id: 4070817
{'charpoly_factorization': [[[-9961870290248, -141867460771876, -455108343523075, -515247135465560, -148144691238924, 109307721714539, 76541942318175, 8285342001354, -4162801608052, -964619956613, 57542270717, 29355883894, 510053722, -400318047, -18773112, 2769086, 171712, -9530, -677, 13, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 61}
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id: 4070818
{'charpoly_factorization': [[[-743708690140232, -7805461037708500, -24964373016268502, -28348306033926546, -12528498101736611, -879164550964869, 821195823738070, 156141929758610, -19230617445966, -5759645842391, 178741800246, 103662490346, 281022093, -1048069031, -20539415, 6063901, 180011, -18745, -685, 24, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 67}
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id: 4070819
{'charpoly_factorization': [[[114538969971040, 30290144978216, -836563044576499, -398731492717877, 314695623096040, 246698315648490, 24038263581443, -20940507534399, -6149537236269, -28441338319, 195667089215, 18688143544, -2232615276, -389856059, 6128474, 3429435, 65766, -14064, -507, 22, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 71}
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id: 4070820
{'charpoly_factorization': [[[-3290613122772592, 4672372439017520, 7875307665062400, -4708779442975044, -2269096567581905, 705339642648270, 274437624418516, -33578903823791, -15370503650430, 383850135155, 427104605851, 11387955116, -6143931895, -366908953, 44300853, 4030251, -123699, -19862, -138, 37, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 73}
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id: 4070821
{'charpoly_factorization': [[[58222444652928, 2294252570131136, -3199957540335112, 875785575884752, 554515199307074, -353824490629015, 36573453260803, 17449331993770, -4425570233837, -148182084893, 144536447541, -7860270099, -2113216852, 228420175, 13172180, -2534835, -1846, 12947, -330, -25, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 79}
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id: 4070822
{'charpoly_factorization': [[[-1127287264581760, 866590353882576, 16729975203643958, 5831070046513578, -9415373598602471, -731124068754348, 1064128013755060, 82075802690767, -46719295123094, -4299610674960, 960314114266, 105748729441, -9532180206, -1321034693, 38706023, 8522290, 15933, -26964, -526, 33, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 83}
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id: 4070823
{'charpoly_factorization': [[[-339011361266068, -452614644276768, 1278081368713967, 1336303082402747, -830426328925209, -1094009165746733, -252767955301789, 48190383030592, 24735030562526, 1305281513202, -617500627933, -86893711533, 3256212564, 1301779127, 50007462, -6434368, -596037, -2859, 1563, 71, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 89}
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id: 4070824
{'charpoly_factorization': [[[199030369440987648, 210323513277361152, -16965819230533200, -55048633494757740, -2058537704504269, 5090476951018717, 398817896718747, -225547649384849, -24578565439976, 5135787247372, 740768443113, -55647904002, -11925144370, 122242530, 101197730, 2784426, -395853, -22728, 353, 51, 1], 1]], 'hecke_orbit_code': 49539595934635922, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '6034.2.a.l', 'level': 6034, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 217715000
{'hecke_orbit_code': 49539595934635922, 'n': 1, 'trace_an': 20}
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id: 217715001
{'hecke_orbit_code': 49539595934635922, 'n': 2, 'trace_an': 20}
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id: 217715002
{'hecke_orbit_code': 49539595934635922, 'n': 3, 'trace_an': -3}
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id: 217715003
{'hecke_orbit_code': 49539595934635922, 'n': 4, 'trace_an': 20}
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id: 217715004
{'hecke_orbit_code': 49539595934635922, 'n': 5, 'trace_an': -10}
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id: 217715005
{'hecke_orbit_code': 49539595934635922, 'n': 6, 'trace_an': -3}
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id: 217715006
{'hecke_orbit_code': 49539595934635922, 'n': 7, 'trace_an': -20}
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id: 217715007
{'hecke_orbit_code': 49539595934635922, 'n': 8, 'trace_an': 20}
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id: 217715008
{'hecke_orbit_code': 49539595934635922, 'n': 9, 'trace_an': 21}
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id: 217715009
{'hecke_orbit_code': 49539595934635922, 'n': 10, 'trace_an': -10}
-
id: 217715010
{'hecke_orbit_code': 49539595934635922, 'n': 11, 'trace_an': -17}
-
id: 217715011
{'hecke_orbit_code': 49539595934635922, 'n': 12, 'trace_an': -3}
-
id: 217715012
{'hecke_orbit_code': 49539595934635922, 'n': 13, 'trace_an': -23}
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id: 217715013
{'hecke_orbit_code': 49539595934635922, 'n': 14, 'trace_an': -20}
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id: 217715014
{'hecke_orbit_code': 49539595934635922, 'n': 15, 'trace_an': -3}
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id: 217715015
{'hecke_orbit_code': 49539595934635922, 'n': 16, 'trace_an': 20}
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id: 217715016
{'hecke_orbit_code': 49539595934635922, 'n': 17, 'trace_an': -21}
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id: 217715017
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