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{'Nk2': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [11, 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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 1023399893418761748374616156760, 'field_disc_factorization': [[2, 3], [5, 1], [7, 1], [23, 1], [11593, 1], [935732969, 1], [14649126617887, 1]], 'field_poly': [-33248, 149572, -118840, -15851, 9055, 272, -176, -1, 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': [[2, [-277200, 305880, -22268, -45922, 5160, 1251, -141, -9, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594138592057, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 180, 'hecke_ring_index_factorization': [[2, 2], [3, 2], [5, 1]], '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': '825.6.a.q', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '825.6.a.p', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{2}-9q^{3}+(13+\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [9, -72, 0, -66], 'trace_hash': 586252426400616793, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_cc • Show schema
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id: 48050552
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 72057594138592057, 'source_is_minimal': True, 'source_label': '825.6.a.q.1.4', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 72057594138592057, 'target_is_minimal': True, 'target_label': '825.6.a.q.1.4', 'target_level': 825, 'twist_class_label': '825.6.a.p.1.5', 'twist_class_level': 825, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 48050553
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 72057594138592057, 'source_is_minimal': True, 'source_label': '825.6.a.q.1.4', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 67553994511221561, 'target_is_minimal': True, 'target_label': '825.6.a.p.1.5', 'target_level': 825, 'twist_class_label': '825.6.a.p.1.5', 'twist_class_level': 825, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1315350
{'charpoly_factorization': [[[-277200, 305880, -22268, -45922, 5160, 1251, -141, -9, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 2}
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id: 1315351
{'charpoly_factorization': [[[9, 1], 8]], 'hecke_orbit_code': 72057594138592057, 'p': 3}
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id: 1315352
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 72057594138592057, 'p': 5}
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id: 1315353
{'charpoly_factorization': [[[-16208419192764, 956749065620, 447350231285, 21428297834, 229947387, -2993728, -43317, 66, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 7}
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id: 1315354
{'charpoly_factorization': [[[121, 1], 8]], 'hecke_orbit_code': 72057594138592057, 'p': 11}
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id: 1315355
{'charpoly_factorization': [[[29768594901532270592, 269346234065601280, -13279307638628560, 19399964975608, 409444035723, 209409990, -1233660, -382, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 13}
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id: 1315356
{'charpoly_factorization': [[[-292649235990719260953600, -1988650484532328777200, -2770652410257892908, 3322137594471736, 7453158971889, -756711112, -5036646, -288, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 17}
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id: 1315357
{'charpoly_factorization': [[[-27332013204042933152281023, -93730456380197130991140, -67612185614305884284, 54859898442344996, 58138788158518, -11869788124, -13849084, 988, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 19}
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id: 1315358
{'charpoly_factorization': [[[-3113163287280747459049428, -15281666798746891572444, 69967844531909239279, 31761263884922556, -173962094878713, 109438953460, -9368739, -5972, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 23}
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id: 1315359
{'charpoly_factorization': [[[721019268277435490735381184, -701056658308509683974080, -3900637172314241359728, -1171904833692208288, 1164954080577988, 136385794628, -80275817, -1032, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 29}
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id: 1315360
{'charpoly_factorization': [[[-9548811089779667728137570000, -16686681599728745996899200, -5352600958391634074264, 3873373443108252792, 1670428542873099, -281234671730, -78081908, 4682, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 31}
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id: 1315361
{'charpoly_factorization': [[[-2979488468179736121867155552464, -4912958443181432923706281776, -701894273609355809601168, 280435296785225505916, 19959697548846457, -3983713586852, -230184946, 17200, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 37}
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id: 1315362
{'charpoly_factorization': [[[-3387960619781355463160179959696, -5767152566317059591942235632, 132384930015974154504480, 335176746239433359676, 11528132540235433, -5533488078480, -370964634, 13220, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 41}
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id: 1315363
{'charpoly_factorization': [[[6887036086166804667936632047872, -3030980410046186134722525696, -5231402269785562644416800, -845947348005770357728, 61204830520082089, 10754530573240, -496401418, -22872, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 43}
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id: 1315364
{'charpoly_factorization': [[[21882747586496394614956372224000, 19018659575461717435612723200, -25597009613620819483028592, -543270367207572356888, 327679652914896601, 3349876481676, -1101305122, -6700, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 47}
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id: 1315365
{'charpoly_factorization': [[[-5565713576458488972322419291193344, 835679046409407538885553356800, 89231236716795802152845312, -20127833720973047417600, 766189953687893440, 27648711321968, -1790258940, -6224, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 53}
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id: 1315366
{'charpoly_factorization': [[[2743366557991731049312886402035200, 1201987195469857775907153442560, -121990767575788156464951188, -50001908149771677262728, -4173064390571672647, -120710773688212, 384019458, 77556, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 59}
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id: 1315367
{'charpoly_factorization': [[[-5953365423227504215502221643468800, -4569623846238468125786049745920, -1001275706637601500104153152, -34244146190891554634016, 5386676365093523372, 40297627546416, -4464951563, -11554, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 61}
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id: 1315368
{'charpoly_factorization': [[[4519088189120266954217039132912844800, 85509077318569733895162778255360, -20183939111853728106147580992, -121789067973570269886688, 22755249451230039724, 99364436136032, -8412920251, -20894, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 67}
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id: 1315369
{'charpoly_factorization': [[[3948948409880827551191314442077559088, 64871194129720108579538376654024, -16069398508580500083112614893, -84148821849415474130392, 20414056284410490259, -52475445464896, -7915443863, 21648, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 71}
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id: 1315370
{'charpoly_factorization': [[[5948872230043400057717821823170297856, 202778762153810349231365351985152, -15219584061782581039710435584, -440256258967588567465344, 14271378369496915760, 302465422876720, -5948944640, -64660, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 73}
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id: 1315371
{'charpoly_factorization': [[[2168301608717830410466240741593408512, -877639895206039790104616385085376, -46479903432030673144809840272, 862923930759189981514796, 51467418121802758577, -209974290040624, -13891355874, 22660, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 79}
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id: 1315372
{'charpoly_factorization': [[[2792046883843657358798194707919156800, 223370555808740738247352179656640, -7282880488687068724280229072, -625589214241151298190656, 9024689880809608652, 460773963541612, -4972035075, -100390, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 83}
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id: 1315373
{'charpoly_factorization': [[[21230202926167962665082065539949740032, -1760997321138284670668345213564928, -61986895828297739631189121984, 4017676642241720337104864, 71583238270923338260, -1192707941416588, -21705015635, 25578, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 89}
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id: 1315374
{'charpoly_factorization': [[[-134234489650421206365056584305842794775, 4897025978787858395861019111565380, 303156441158629197296100587756, -13869675173250767116553844, 47547144985686806894, 3003974779671580, -21162252612, -142828, 1], 1]], 'hecke_orbit_code': 72057594138592057, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 17, 'label': '825.6.a.q', 'level': 825, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 240271000
{'hecke_orbit_code': 72057594138592057, 'n': 1, 'trace_an': 8}
-
id: 240271001
{'hecke_orbit_code': 72057594138592057, 'n': 2, 'trace_an': 9}
-
id: 240271002
{'hecke_orbit_code': 72057594138592057, 'n': 3, 'trace_an': -72}
-
id: 240271003
{'hecke_orbit_code': 72057594138592057, 'n': 4, 'trace_an': 107}
-
id: 240271004
{'hecke_orbit_code': 72057594138592057, 'n': 5, 'trace_an': 0}
-
id: 240271005
{'hecke_orbit_code': 72057594138592057, 'n': 6, 'trace_an': -81}
-
id: 240271006
{'hecke_orbit_code': 72057594138592057, 'n': 7, 'trace_an': -66}
-
id: 240271007
{'hecke_orbit_code': 72057594138592057, 'n': 8, 'trace_an': 207}
-
id: 240271008
{'hecke_orbit_code': 72057594138592057, 'n': 9, 'trace_an': 648}
-
id: 240271009
{'hecke_orbit_code': 72057594138592057, 'n': 10, 'trace_an': 0}
-
id: 240271010
{'hecke_orbit_code': 72057594138592057, 'n': 11, 'trace_an': -968}
-
id: 240271011
{'hecke_orbit_code': 72057594138592057, 'n': 12, 'trace_an': -963}
-
id: 240271012
{'hecke_orbit_code': 72057594138592057, 'n': 13, 'trace_an': 382}
-
id: 240271013
{'hecke_orbit_code': 72057594138592057, 'n': 14, 'trace_an': 1048}
-
id: 240271014
{'hecke_orbit_code': 72057594138592057, 'n': 15, 'trace_an': 0}
-
id: 240271015
{'hecke_orbit_code': 72057594138592057, 'n': 16, 'trace_an': -325}
-
id: 240271016
{'hecke_orbit_code': 72057594138592057, 'n': 17, 'trace_an': 288}
-
id: 240271017
{'hecke_orbit_code': 72057594138592057, 'n': 18, 'trace_an': 729}
-
id: 240271018
{'hecke_orbit_code': 72057594138592057, 'n': 19, 'trace_an': -988}
-
id: 240271019
{'hecke_orbit_code': 72057594138592057, 'n': 20, 'trace_an': 0}
-
id: 240271020
{'hecke_orbit_code': 72057594138592057, 'n': 21, 'trace_an': 594}
-
id: 240271021
{'hecke_orbit_code': 72057594138592057, 'n': 22, 'trace_an': -1089}
-
id: 240271022
{'hecke_orbit_code': 72057594138592057, 'n': 23, 'trace_an': 5972}
-
id: 240271023
{'hecke_orbit_code': 72057594138592057, 'n': 24, 'trace_an': -1863}
-
id: 240271024
{'hecke_orbit_code': 72057594138592057, 'n': 25, 'trace_an': 0}
-
id: 240271025
{'hecke_orbit_code': 72057594138592057, 'n': 26, 'trace_an': -14579}
-
id: 240271026
{'hecke_orbit_code': 72057594138592057, 'n': 27, 'trace_an': -5832}
-
id: 240271027
{'hecke_orbit_code': 72057594138592057, 'n': 28, 'trace_an': 5942}
-
id: 240271028
{'hecke_orbit_code': 72057594138592057, 'n': 29, 'trace_an': 1032}
-
id: 240271029
{'hecke_orbit_code': 72057594138592057, 'n': 30, 'trace_an': 0}
-
id: 240271030
{'hecke_orbit_code': 72057594138592057, 'n': 31, 'trace_an': -4682}
-
id: 240271031
{'hecke_orbit_code': 72057594138592057, 'n': 32, 'trace_an': 3863}
-
id: 240271032
{'hecke_orbit_code': 72057594138592057, 'n': 33, 'trace_an': 8712}
-
id: 240271033
{'hecke_orbit_code': 72057594138592057, 'n': 34, 'trace_an': 2206}
-
id: 240271034
{'hecke_orbit_code': 72057594138592057, 'n': 35, 'trace_an': 0}
-
id: 240271035
{'hecke_orbit_code': 72057594138592057, 'n': 36, 'trace_an': 8667}
-
id: 240271036
{'hecke_orbit_code': 72057594138592057, 'n': 37, 'trace_an': -17200}
-
id: 240271037
{'hecke_orbit_code': 72057594138592057, 'n': 38, 'trace_an': 11011}
-
id: 240271038
{'hecke_orbit_code': 72057594138592057, 'n': 39, 'trace_an': -3438}
-
id: 240271039
{'hecke_orbit_code': 72057594138592057, 'n': 40, 'trace_an': 0}
-
id: 240271040
{'hecke_orbit_code': 72057594138592057, 'n': 41, 'trace_an': -13220}
-
id: 240271041
{'hecke_orbit_code': 72057594138592057, 'n': 42, 'trace_an': -9432}
-
id: 240271042
{'hecke_orbit_code': 72057594138592057, 'n': 43, 'trace_an': 22872}
-
id: 240271043
{'hecke_orbit_code': 72057594138592057, 'n': 44, 'trace_an': -12947}
-
id: 240271044
{'hecke_orbit_code': 72057594138592057, 'n': 45, 'trace_an': 0}
-
id: 240271045
{'hecke_orbit_code': 72057594138592057, 'n': 46, 'trace_an': 9101}
-
id: 240271046
{'hecke_orbit_code': 72057594138592057, 'n': 47, 'trace_an': 6700}
-
id: 240271047
{'hecke_orbit_code': 72057594138592057, 'n': 48, 'trace_an': 2925}
-
id: 240271048
{'hecke_orbit_code': 72057594138592057, 'n': 49, 'trace_an': -43466}
-
id: 240271049
{'hecke_orbit_code': 72057594138592057, 'n': 50, 'trace_an': 0}
-
id: 240271050
{'hecke_orbit_code': 72057594138592057, 'n': 51, 'trace_an': -2592}
-
id: 240271051
{'hecke_orbit_code': 72057594138592057, 'n': 52, 'trace_an': 5009}
-
id: 240271052
{'hecke_orbit_code': 72057594138592057, 'n': 53, 'trace_an': 6224}
-
id: 240271053
{'hecke_orbit_code': 72057594138592057, 'n': 54, 'trace_an': -6561}
-
id: 240271054
{'hecke_orbit_code': 72057594138592057, 'n': 55, 'trace_an': 0}
-
id: 240271055
{'hecke_orbit_code': 72057594138592057, 'n': 56, 'trace_an': 20992}
-
id: 240271056
{'hecke_orbit_code': 72057594138592057, 'n': 57, 'trace_an': 8892}
-
id: 240271057
{'hecke_orbit_code': 72057594138592057, 'n': 58, 'trace_an': 33015}
-
id: 240271058
{'hecke_orbit_code': 72057594138592057, 'n': 59, 'trace_an': -77556}
-
id: 240271059
{'hecke_orbit_code': 72057594138592057, 'n': 60, 'trace_an': 0}
-
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id: 240271982
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id: 240271983
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id: 240271984
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id: 240271985
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id: 240271986
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id: 240271987
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id: 240271988
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id: 240271989
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id: 240271990
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id: 240271991
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id: 240271992
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id: 240271993
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id: 240271994
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id: 240271995
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id: 240271996
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id: 240271997
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id: 240271998
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id: 240271999
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