Newform data - 115.7.d.a

Formats: - HTML - YAML - JSON - 2024-04-19T20:35:26.366485

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 5635, 'analytic_conductor': 26.456219616282866, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [115, 2, [47, 51], [2, 1]], 'cm_discs': [], 'conrey_index': 91, 'conrey_indexes': [91], 'dim': 48, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870835, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '115.7.d.a', 'level': 115, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 23], 'level_radical': 115, 'minimal_twist': '115.7.d.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 48, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '115.7.d', 'trace_display': [-20, 0, 0, 0], 'traces': [48, -20, 0, 1584, 0, 410, 0, -1210, 12896, 0, 0, 4290, -1440, 0, 0, 65400, 0, 4610, 0, 0, 0, 0, 26600, 14940, -150000, 47594, 16080, 0, 131800, 0, -1392, -225040, 0, 0, 5000, 658786, 0, 0, -236320, 0, -351496, 0, 0, 0, 0, 382692, 395680, 1042550, -637848, 62500, 0, 523890, 0, -241250, -402000, 0, 0, -479130, -466312, 0, 0, -1124330, 0, 837582, 0, 0, 0, 0, 1021060, -396000, -114336, -1960750, -498720, 0, 0, 0, 3610400, -1104610, 0, 0, 972888, 124950, 0, 0, -246000, 0, -2090960, 0, 0, 0, 0, 4913480, 3234320, -5550378, -1664000, -776990, 0, 9993220, 0, -4950000, 4498664, 0, 0, 5689572, 409000, 0, 0, -2650150, 0, 1624000, 0, 0, 0, 0, -1801500, 2779982, -25421840, -22477200, 2925248, 0, -7816776, 0, -2286560, 16131498, 0, 0, 12331200, -42270420, 0, 0, -10193288, 0, 967680, 0, 0, 0, 0, -4751490, 13708920, 224000, 1922600, 17275590, 0, 41199346, 0, 38249686, -9806320, 0, 0, -1281250, -9079248, 0, 0, -45681768, 0, -18379738, 0, 0, 0, 0, 31816860, 60995880, 7827360, -52328622, 1380000, 0, 35928000, 0, 29589768, -3847000, 0, 0, -17712880, -31151722, 0, 0, -13058800, 0, -23974760, 0, 0, 0, 0, 54327246, 12369000, -123741458, 9492960, 64798930, 0, 40036500, 0, 65665900, -7380480, 0, 0, 15908580, -70680480, 0, 0, 3781250, 0, -5638440, 0, 0, 0, 0, 38660240, 67686510, -50754128, -37222500, 41119560, 0, 170538560, 0, 13880000, -103980468, 0, 0, 13379840, -44751000, 0, 0, 30091440, 0, -40300000, 0, 0, 0, 0, -27512000, 162467800, -127592100, -125483120, 29751212, 0, 58427288, 0, 147259440, 2661208, 0, 0, -3614260, -109575280, 0, 0, -235134990, 0, -216437020, 0, 0, 0, 0, 17585880, -27573210, -7641000, -64286808, 64576240, 0, 56132208, 0, 1907160, -129950970, 0, 0, -13797000, -245895636, 0, 0, -80696848, 0, 67580400, 0, 0, 0, 0, 176442902, 253824240, -38710650, -132309512, 3939000, 0, -47599770, 0, 25143970, 58748000, 0, 0, 45074970, -79789536, 0, 0, 36278730, 0, 214087870, 0, 0, 0, 0, 161770976, -13406250, -170498616, 102701310, -3952160, 0, 9535000, 0, 69568800, 567897560, 0, 0, 67942600, -261852280, 0, 0, 128345000, 0, 141336560, 0, 0, 0, 0, -228627480, -299459600, -117535876, 4500000, 5999698, 0, 243623100, 0, 319160000, -210395976, 0, 0, 528637344, -7166000, 0, 0, 215505930, 0, -210595500, 0, 0, 0, 0, -74058500, 73072020, 158290960, -416103470, -31824984, 0, -348965240, 0, -133766640, 32493628, 0, 0, -324327600, 395388270, 0, 0, -253393608, 0, -588639120, 0, 0, 0, 0, -21141740, 37596904, 45240000, 210776976, 34682850, 0, 306639596, 0, -727827864, -351135440, 0, 0, -345027500, 704514600, 0, 0, -408436342, 0, 740872286, 0, 0, 0, 0, -12766896, 71756990, 266916160, 327428706, -34800000, 0, -505530000, 0, -980378840, -204375000, 0, 0, -173889840, 707619480, 0, 0, 219588960, 0, -416359512, 0, 0, 0, 0, -179273438, -47214000, 844560594, 516617600, -380157960, 0, -13624000, 0, 1048424680, 600339520, 0, 0, 269206850, 155762880, 0, 0, 461467500, 0, 903651830, 0, 0, 0, 0, 2511840, -1281424090, 541150272, 284558000, -243723656, 0, -234108160, 0, 14808000, -13400600, 0, 0, -57932504, -14406250, 0, 0, 762123600, 0, 137987000, 0, 0, 0, 0, -476890500, -133139712, 85438560, -266058240, -799966202, 0, -757340682, 0, -1317992020, 749501568, 0, 0, -1344432300, 585122960, 0, 0, -27831880, 0, 271536150, 0, 0, 0, 0, -242741240, -2673563244, 198637000, 1574389172, 69263760, 0, -730484680, 0, 36356008, -1315782710, 0, 0, -424234000, 1447567218, 0, 0, 83125128, 0, -541171320, 0, 0, 0, 0, -2515964, 1205099920, 844976850, -191792256, -153959500, 0, -2596437770, 0, -1561843338, -304185000, 0, 0, 566709880, 899431640, 0, 0, 2060956460, 0, 497107534, 0, 0, 0, 0, 262144452, 337366500, 298760888, 1825590480, 493089280, 0, -263106000, 0, 679613200, -701766570, 0, 0, -475630128, -1078065040, 0, 0, 337123000, 0, 245127360, 0, 0, 0, 0, -3546396860, 120862080, 457177854, 78544000, -1149255978, 0, 185454380, 0, 1048730500, 1367828640, 0, 0, 3819944518, -413262000, 0, 0, -669760860, 0, 911568000, 0, 0, 0, 0, -83125000, -1709642054, 718573680, 1210437700, 1037983648, 0, -946163328, 0, -3025190160, 1940300280, 0, 0, -2382619360, 750602730, 0, 0, 1203716152, 0, 894833600, 0, 0, 0, 0, -183919410, -1757472928, -46687500, -699812520, -2057523960, 0, 2450683146, 0, 1388520492, -106506720, 0, 0, -471301500, -929070752, 0, 0, -2085656780, 0, -1396943904, 0, 0, 0, 0, 936303600, 1821593070, 1208032560, -506262522, 468750000, 0, -2669737840, 0, -2352764408, -1427423000, 0, 0, 868920080, 988972524, 0, 0, 1950582480, 0, -1593000928, 0, 0, 0, 0, 3557190892, 2140993000, 619877472, -345408880, 550064550, 0, -148731250, 0, 6144684330, -208396400, 0, 0, -251339710, 607539360, 0, 0, -286677000, 0, 893480790, 0, 0, 0, 0, -990323760, -349563880, 1574473480, 227010000, 1383530488, 0, -711612720, 0, -50250000, -1491787950, 0, 0, -21623136, 1020777500, 0, 0, -1781603120, 0, 375051000, 0, 0, 0, 0, -958180500, 1601479992, -3470586960, 1231802480, -535660284, 0, 6980011084, 0, 888857990, 942799440, 0, 0, -3944135070, -1570089840, 0, 0, -785507322, 0, -148044980, 0, 0, 0, 0, 3587172760, -5951125540, -1605798000, -3844846538, 491137120, 0, -261316544, 0, -1737221016, -2308491620, 0, 0, -411875000, -2606985470, 0, 0, -3728982664, 0, -3093870880, 0, 0, 0, 0, -236761224, 5800842640, -6307676460, -2661776040, -2135792500, 0, 5234081400, 0, -4132945684, -110517000, 0, 0, 6428920560, -2524284432, 0, 0, 3080634590, 0, -2175268314, 0, 0, 0, 0, 3720935800, 3764334000, -361095472, -7846278970, 5308352160, 0, -1241478000, 0, 3528197440, -1317844790, 0, 0, -3232395248, -2630607030, 0, 0, 4350000, 0, 1732626000, 0, 0, 0, 0, -4797972040, 4070865920, -1124754804, 397465000, -149384890, 0, 2067554810, 0, 2926287000, 4230953696, 0, 0, 10220956498, 413640000, 0, 0, -10552921640, 0, 703250000, 0, 0, 0, 0, -257662500, -4478716230, -3967925040, 4101220260, 4616553104, 0, 1093409736, 0, -1479574240, -214125384, 0, 0, -6850608240, 364437350, 0, 0, 2504467592, 0, -1819333680, 0, 0, 0, 0, 5685034850, 3305620128, -3384053000, -4948730368, 509943060, 0, 10717957150, 0, 4015903144, 4282528640, 0, 0, -4454052500, -3261789432, 0, 0, -4782994608, 0, 917426324, 0, 0, 0, 0, 3027517304, 11893306410, -4221738240, 4511313416, 83899000, 0, -152795200, 0, -1851403080, -143803000, 0, 0, 3403237680, -14075117282, 0, 0, 3968533040, 0, -9771818352, 0, 0, 0, 0, 2554344492, -15625000, 4887807790, -9216865440, -9300579970, 0, -1084204500, 0, 15817605650, 2984645520, 0, 0, 5517819090, -492585840, 0, 0, 171011000, 0, 16113491400, 0, 0, 0, 0, -824266760, -6368430840, -3831601856, -2058706250, 5627610696, 0, -5182504960, 0, 809814000, -6752861990, 0, 0, 4779164344, 2772952500, 0, 0, -1707631680, 0, 4488710000, 0, 0, 0, 0, -1635760000, 1630926800, -5615027130, 2148944880, 13958446340, 0, 4331718680, 0, -2635604790, 3581801584, 0, 0, -5810868030, -6517636960, 0, 0, -4477841996, 0, -7812860880, 0, 0, 0, 0, 232740360, -6685214352, -1954791000, -2892502296, -6236432320, 0, -2383961088, 0, -4109747840, 2576262840, 0, 0, -2098014000, -2565122490, 0, 0, 8430156680, 0, -2583916320, 0, 0, 0, 0, -3127709120, 11312427120, -2546624930, 8471377320, -2891835000, 0, -2581433220, 0, 4580348070, 738500000, 0, 0, 4670009950, -4869776064, 0, 0, -7617686850, 0, -14771271560, 0, 0, 0, 0, 7486211892, 6943140500, 8377149072, -14792021430, 11024054880, 0, -1433200000, 0, -2547865440, -11029211010, 0, 0], 'weight': 7, 'weight_parity': -1}
• label 115.7.d.a does not appear in mf_hecke_nf
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 5635, 'analytic_conductor': 26.456219616282866, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [115, 2, [47, 51], [2, 1]], 'conrey_index': 91, 'cusp_dim': 70, 'dim': 48, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_orbit_code': 206275870835, 'hecke_orbit_dims': [48], 'label': '115.7.d', 'level': 115, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 23], 'level_radical': 115, 'mf_dim': 74, 'mf_new_dim': 48, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 48, 'sturm_bound': 84, 'trace_bound': 0, 'trace_display': [-20, 0, 0, 0], 'traces': [48, -20, 0, 1584, 0, 410, 0, -1210, 12896, 0, 0, 4290, -1440, 0, 0, 65400, 0, 4610, 0, 0, 0, 0, 26600, 14940, -150000, 47594, 16080, 0, 131800, 0, -1392, -225040, 0, 0, 5000, 658786, 0, 0, -236320, 0, -351496, 0, 0, 0, 0, 382692, 395680, 1042550, -637848, 62500, 0, 523890, 0, -241250, -402000, 0, 0, -479130, -466312, 0, 0, -1124330, 0, 837582, 0, 0, 0, 0, 1021060, -396000, -114336, -1960750, -498720, 0, 0, 0, 3610400, -1104610, 0, 0, 972888, 124950, 0, 0, -246000, 0, -2090960, 0, 0, 0, 0, 4913480, 3234320, -5550378, -1664000, -776990, 0, 9993220, 0, -4950000, 4498664, 0, 0, 5689572, 409000, 0, 0, -2650150, 0, 1624000, 0, 0, 0, 0, -1801500, 2779982, -25421840, -22477200, 2925248, 0, -7816776, 0, -2286560, 16131498, 0, 0, 12331200, -42270420, 0, 0, -10193288, 0, 967680, 0, 0, 0, 0, -4751490, 13708920, 224000, 1922600, 17275590, 0, 41199346, 0, 38249686, -9806320, 0, 0, -1281250, -9079248, 0, 0, -45681768, 0, -18379738, 0, 0, 0, 0, 31816860, 60995880, 7827360, -52328622, 1380000, 0, 35928000, 0, 29589768, -3847000, 0, 0, -17712880, -31151722, 0, 0, -13058800, 0, -23974760, 0, 0, 0, 0, 54327246, 12369000, -123741458, 9492960, 64798930, 0, 40036500, 0, 65665900, -7380480, 0, 0, 15908580, -70680480, 0, 0, 3781250, 0, -5638440, 0, 0, 0, 0, 38660240, 67686510, -50754128, -37222500, 41119560, 0, 170538560, 0, 13880000, -103980468, 0, 0, 13379840, -44751000, 0, 0, 30091440, 0, -40300000, 0, 0, 0, 0, -27512000, 162467800, -127592100, -125483120, 29751212, 0, 58427288, 0, 147259440, 2661208, 0, 0, -3614260, -109575280, 0, 0, -235134990, 0, -216437020, 0, 0, 0, 0, 17585880, -27573210, -7641000, -64286808, 64576240, 0, 56132208, 0, 1907160, -129950970, 0, 0, -13797000, -245895636, 0, 0, -80696848, 0, 67580400, 0, 0, 0, 0, 176442902, 253824240, -38710650, -132309512, 3939000, 0, -47599770, 0, 25143970, 58748000, 0, 0, 45074970, -79789536, 0, 0, 36278730, 0, 214087870, 0, 0, 0, 0, 161770976, -13406250, -170498616, 102701310, -3952160, 0, 9535000, 0, 69568800, 567897560, 0, 0, 67942600, -261852280, 0, 0, 128345000, 0, 141336560, 0, 0, 0, 0, -228627480, -299459600, -117535876, 4500000, 5999698, 0, 243623100, 0, 319160000, -210395976, 0, 0, 528637344, -7166000, 0, 0, 215505930, 0, -210595500, 0, 0, 0, 0, -74058500, 73072020, 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-242741240, -2673563244, 198637000, 1574389172, 69263760, 0, -730484680, 0, 36356008, -1315782710, 0, 0, -424234000, 1447567218, 0, 0, 83125128, 0, -541171320, 0, 0, 0, 0, -2515964, 1205099920, 844976850, -191792256, -153959500, 0, -2596437770, 0, -1561843338, -304185000, 0, 0, 566709880, 899431640, 0, 0, 2060956460, 0, 497107534, 0, 0, 0, 0, 262144452, 337366500, 298760888, 1825590480, 493089280, 0, -263106000, 0, 679613200, -701766570, 0, 0, -475630128, -1078065040, 0, 0, 337123000, 0, 245127360, 0, 0, 0, 0, -3546396860, 120862080, 457177854, 78544000, -1149255978, 0, 185454380, 0, 1048730500, 1367828640, 0, 0, 3819944518, -413262000, 0, 0, -669760860, 0, 911568000, 0, 0, 0, 0, -83125000, -1709642054, 718573680, 1210437700, 1037983648, 0, -946163328, 0, -3025190160, 1940300280, 0, 0, -2382619360, 750602730, 0, 0, 1203716152, 0, 894833600, 0, 0, 0, 0, -183919410, -1757472928, -46687500, -699812520, -2057523960, 0, 2450683146, 0, 1388520492, -106506720, 0, 0, -471301500, -929070752, 0, 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11024054880, 0, -1433200000, 0, -2547865440, -11029211010, 0, 0], 'weight': 7, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 100305
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 48, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '115.7.d.a', 'source_level': 115, 'target_char_orbit': 4, 'target_dim': 48, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '115.7.d.a', 'target_level': 115, 'twist_class_label': '115.7.d.a', 'twist_class_level': 115, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
  • id: 100306
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 48, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '115.7.d.a', 'source_level': 115, 'target_char_orbit': 4, 'target_dim': 48, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '115.7.d.a', 'target_level': 115, 'twist_class_label': '115.7.d.a', 'twist_class_level': 115, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 7}
• hecke_orbit_code 206275870835 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '115.7.d.a', 'level': 115, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27379000
    {'hecke_orbit_code': 206275870835, 'n': 1, 'trace_an': 48}
  • id: 27379001
    {'hecke_orbit_code': 206275870835, 'n': 2, 'trace_an': -20}
  • id: 27379002
    {'hecke_orbit_code': 206275870835, 'n': 3, 'trace_an': 0}
  • id: 27379003
    {'hecke_orbit_code': 206275870835, 'n': 4, 'trace_an': 1584}
  • id: 27379004
    {'hecke_orbit_code': 206275870835, 'n': 5, 'trace_an': 0}
  • id: 27379005
    {'hecke_orbit_code': 206275870835, 'n': 6, 'trace_an': 410}
  • id: 27379006
    {'hecke_orbit_code': 206275870835, 'n': 7, 'trace_an': 0}
  • id: 27379007
    {'hecke_orbit_code': 206275870835, 'n': 8, 'trace_an': -1210}
  • id: 27379008
    {'hecke_orbit_code': 206275870835, 'n': 9, 'trace_an': 12896}
  • id: 27379009
    {'hecke_orbit_code': 206275870835, 'n': 10, 'trace_an': 0}
  • id: 27379010
    {'hecke_orbit_code': 206275870835, 'n': 11, 'trace_an': 0}
  • id: 27379011
    {'hecke_orbit_code': 206275870835, 'n': 12, 'trace_an': 4290}
  • id: 27379012
    {'hecke_orbit_code': 206275870835, 'n': 13, 'trace_an': -1440}
  • id: 27379013
    {'hecke_orbit_code': 206275870835, 'n': 14, 'trace_an': 0}
  • id: 27379014
    {'hecke_orbit_code': 206275870835, 'n': 15, 'trace_an': 0}
  • id: 27379015
    {'hecke_orbit_code': 206275870835, 'n': 16, 'trace_an': 65400}
  • id: 27379016
    {'hecke_orbit_code': 206275870835, 'n': 17, 'trace_an': 0}
  • id: 27379017
    {'hecke_orbit_code': 206275870835, 'n': 18, 'trace_an': 4610}
  • id: 27379018
    {'hecke_orbit_code': 206275870835, 'n': 19, 'trace_an': 0}
  • id: 27379019
    {'hecke_orbit_code': 206275870835, 'n': 20, 'trace_an': 0}
  • id: 27379020
    {'hecke_orbit_code': 206275870835, 'n': 21, 'trace_an': 0}
  • id: 27379021
    {'hecke_orbit_code': 206275870835, 'n': 22, 'trace_an': 0}
  • id: 27379022
    {'hecke_orbit_code': 206275870835, 'n': 23, 'trace_an': 26600}
  • id: 27379023
    {'hecke_orbit_code': 206275870835, 'n': 24, 'trace_an': 14940}
  • id: 27379024
    {'hecke_orbit_code': 206275870835, 'n': 25, 'trace_an': -150000}
  • id: 27379025
    {'hecke_orbit_code': 206275870835, 'n': 26, 'trace_an': 47594}
  • id: 27379026
    {'hecke_orbit_code': 206275870835, 'n': 27, 'trace_an': 16080}
  • id: 27379027
    {'hecke_orbit_code': 206275870835, 'n': 28, 'trace_an': 0}
  • id: 27379028
    {'hecke_orbit_code': 206275870835, 'n': 29, 'trace_an': 131800}
  • id: 27379029
    {'hecke_orbit_code': 206275870835, 'n': 30, 'trace_an': 0}
  • id: 27379030
    {'hecke_orbit_code': 206275870835, 'n': 31, 'trace_an': -1392}
  • id: 27379031
    {'hecke_orbit_code': 206275870835, 'n': 32, 'trace_an': -225040}
  • id: 27379032
    {'hecke_orbit_code': 206275870835, 'n': 33, 'trace_an': 0}
  • id: 27379033
    {'hecke_orbit_code': 206275870835, 'n': 34, 'trace_an': 0}
  • id: 27379034
    {'hecke_orbit_code': 206275870835, 'n': 35, 'trace_an': 5000}
  • id: 27379035
    {'hecke_orbit_code': 206275870835, 'n': 36, 'trace_an': 658786}
  • id: 27379036
    {'hecke_orbit_code': 206275870835, 'n': 37, 'trace_an': 0}
  • id: 27379037
    {'hecke_orbit_code': 206275870835, 'n': 38, 'trace_an': 0}
  • id: 27379038
    {'hecke_orbit_code': 206275870835, 'n': 39, 'trace_an': -236320}
  • id: 27379039
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  • id: 27379040
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  • id: 27379041
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  • id: 27379042
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  • id: 27379043
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  • id: 27379044
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  • id: 27379045
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  • id: 27379046
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  • id: 27379047
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  • id: 27379048
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  • id: 27379049
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  • id: 27379050
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  • id: 27379051
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  • id: 27379052
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  • id: 27379053
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  • id: 27379054
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  • id: 27379055
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  • id: 27379056
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  • id: 27379057
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  • id: 27379058
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  • id: 27379059
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  • id: 27379060
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  • id: 27379061
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  • id: 27379062
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  • id: 27379063
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  • id: 27379064
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  • id: 27379065
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  • id: 27379066
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  • id: 27379067
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  • id: 27379068
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  • id: 27379069
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  • id: 27379070
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  • id: 27379071
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  • id: 27379072
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  • id: 27379073
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  • id: 27379074
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  • id: 27379075
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  • id: 27379076
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  • id: 27379077
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  • id: 27379078
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  • id: 27379079
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  • id: 27379080
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  • id: 27379081
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  • id: 27379082
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  • id: 27379083
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  • id: 27379084
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  • id: 27379085
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  • id: 27379086
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  • id: 27379087
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  • id: 27379088
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  • id: 27379089
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  • id: 27379090
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  • id: 27379091
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  • id: 27379092
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  • id: 27379093
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  • id: 27379094
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  • id: 27379095
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  • id: 27379096
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  • id: 27379097
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  • id: 27379098
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  • id: 27379099
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  • id: 27379100
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  • id: 27379101
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  • id: 27379102
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  • id: 27379103
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  • id: 27379104
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  • id: 27379105
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  • id: 27379106
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  • id: 27379107
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  • id: 27379108
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  • id: 27379109
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  • id: 27379110
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  • id: 27379111
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  • id: 27379112
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  • id: 27379113
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  • id: 27379114
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  • id: 27379115
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  • id: 27379116
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  • id: 27379117
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  • id: 27379118
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  • id: 27379119
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  • id: 27379120
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  • id: 27379121
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  • id: 27379122
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  • id: 27379123
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  • id: 27379124
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  • id: 27379125
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  • id: 27379126
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  • id: 27379127
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  • id: 27379128
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  • id: 27379129
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  • id: 27379130
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  • id: 27379131
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  • id: 27379132
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  • id: 27379133
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  • id: 27379134
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  • id: 27379135
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  • id: 27379136
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  • id: 27379137
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  • id: 27379138
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  • id: 27379139
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  • id: 27379140
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  • id: 27379141
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  • id: 27379142
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  • id: 27379143
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  • id: 27379144
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  • id: 27379145
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  • id: 27379146
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  • id: 27379147
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  • id: 27379148
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  • id: 27379149
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  • id: 27379150
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  • id: 27379151
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  • id: 27379152
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  • id: 27379153
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  • id: 27379154
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  • id: 27379155
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  • id: 27379156
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  • id: 27379157
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  • id: 27379158
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  • id: 27379159
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  • id: 27379160
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  • id: 27379161
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  • id: 27379162
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  • id: 27379163
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  • id: 27379164
    {'hecke_orbit_code': 206275870835, 'n': 165, 'trace_an': 1380000}
  • id: 27379165
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  • id: 27379166
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  • id: 27379167
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  • id: 27379168
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  • id: 27379169
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  • id: 27379170
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  • id: 27379171
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  • id: 27379172
    {'hecke_orbit_code': 206275870835, 'n': 173, 'trace_an': -17712880}
  • id: 27379173
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  • id: 27379174
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  • id: 27379175
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  • id: 27379176
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  • id: 27379177
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  • id: 27379178
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  • id: 27379179
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  • id: 27379180
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  • id: 27379181
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  • id: 27379182
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  • id: 27379183
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  • id: 27379184
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  • id: 27379185
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  • id: 27379186
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  • id: 27379187
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  • id: 27379188
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  • id: 27379189
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  • id: 27379190
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  • id: 27379191
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  • id: 27379192
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  • id: 27379193
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  • id: 27379194
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  • id: 27379195
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  • id: 27379196
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  • id: 27379197
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  • id: 27379198
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  • id: 27379199
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  • id: 27379200
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  • id: 27379201
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  • id: 27379202
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  • id: 27379203
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  • id: 27379204
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  • id: 27379205
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  • id: 27379206
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  • id: 27379207
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  • id: 27379208
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  • id: 27379209
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  • id: 27379210
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  • id: 27379212
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  • id: 27379215
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  • id: 27379219
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  • id: 27379221
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  • id: 27379222
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  • id: 27379223
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  • id: 27379224
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  • id: 27379226
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  • id: 27379227
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  • id: 27379228
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  • id: 27379229
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  • id: 27379230
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  • id: 27379231
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  • id: 27379233
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  • id: 27379234
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  • id: 27379235
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  • id: 27379236
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  • id: 27379237
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  • id: 27379238
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  • id: 27379239
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  • id: 27379240
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  • id: 27379241
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  • id: 27379242
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  • id: 27379243
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  • id: 27379244
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  • id: 27379245
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  • id: 27379247
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  • id: 27379248
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  • id: 27379250
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  • id: 27379251
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  • id: 27379252
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  • id: 27379253
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  • id: 27379254
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  • id: 27379255
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  • id: 27379256
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  • id: 27379257
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  • id: 27379258
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  • id: 27379259
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  • id: 27379260
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  • id: 27379261
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  • id: 27379262
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  • id: 27379263
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  • id: 27379264
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  • id: 27379265
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  • id: 27379267
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  • id: 27379268
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  • id: 27379269
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  • id: 27379270
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  • id: 27379271
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  • id: 27379272
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  • id: 27379276
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  • id: 27379277
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  • id: 27379278
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  • id: 27379279
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  • id: 27379280
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  • id: 27379281
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  • id: 27379282
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  • id: 27379283
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  • id: 27379284
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  • id: 27379287
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  • id: 27379288
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  • id: 27379289
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  • id: 27379291
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  • id: 27379292
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  • id: 27379293
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  • id: 27379299
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  • id: 27379300
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  • id: 27379302
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  • id: 27379303
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  • id: 27379304
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  • id: 27379306
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  • id: 27379308
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  • id: 27379310
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  • id: 27379311
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  • id: 27379312
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  • id: 27379315
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  • id: 27379316
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  • id: 27379321
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  • id: 27379322
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  • id: 27379324
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  • id: 27379328
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  • id: 27379329
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  • id: 27379330
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  • id: 27379331
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  • id: 27379333
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  • id: 27379334
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  • id: 27379337
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  • id: 27379338
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  • id: 27379340
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  • id: 27379343
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  • id: 27379344
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  • id: 27379345
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  • id: 27379346
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  • id: 27379347
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  • id: 27379348
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  • id: 27379349
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  • id: 27379350
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  • id: 27379351
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  • id: 27379352
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  • id: 27379353
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  • id: 27379354
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  • id: 27379355
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  • id: 27379356
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  • id: 27379357
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  • id: 27379358
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  • id: 27379359
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  • id: 27379360
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  • id: 27379361
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  • id: 27379362
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  • id: 27379363
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  • id: 27379364
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  • id: 27379365
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  • id: 27379366
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  • id: 27379367
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  • id: 27379368
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  • id: 27379369
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  • id: 27379370
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  • id: 27379371
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  • id: 27379372
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  • id: 27379373
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  • id: 27379374
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  • id: 27379375
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  • id: 27379376
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  • id: 27379377
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  • id: 27379378
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  • id: 27379379
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  • id: 27379380
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  • id: 27379381
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  • id: 27379383
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  • id: 27379384
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  • id: 27379385
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  • id: 27379386
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  • id: 27379387
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  • id: 27379388
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  • id: 27379389
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  • id: 27379390
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  • id: 27379391
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  • id: 27379392
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  • id: 27379393
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  • id: 27379394
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  • id: 27379395
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  • id: 27379396
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  • id: 27379397
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  • id: 27379402
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  • id: 27379448
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