Embedded newform data - 10.5.c.a.7.1

Formats: - HTML - YAML - JSON - 2025-04-28T02:08:27.077756

• 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
  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_largest	boolean
  is_maximal	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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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': 250, 'analytic_conductor': 1.0336996308384432, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [162, -18, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137522839562, '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, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.5.c.a', 'level': 10, '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, 5], 'level_radical': 10, 'minimal_twist': '10.5.c.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2 i-2)q^{2}+(-9 i+9)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '4.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.5.c', 'trace_display': [-4, 18, -30, 58], 'trace_hash': 290244140562103794, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.268', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.512', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.217', 'prec': 17}, {'__RealLiteral__': 0, 'data': '93.939', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [2, -4, 18, 0, -30, -72, 58, 32, 0, 140, -236, 144, 138, 0, 90, -128, -542, -324, 0, -320, 1044, 472, 538, 0, -350, -552, 0, -464, 0, 1080, 404, 256, -2124, 0, -2030, 1296, -1302, 1120, 0, 160, 3364, -2088, 2178, 0, 3240, -2152, 2538, -1152, 0, -1700, -9756, 1104, -1222, 0, 3540, 1856, 5040, 2720, 0, -5040, -11196, -808, 4698, 0, 690, 8496, -1502, 4336, 0, 4640, 12884, -2592, -5902, 0, -13950, -4480, -6844, -4968, 0, 1920, 13122, -6728, -12462, 0, 18970, -8712, 12240, -3776, 0, -1620, 8004, 4304, 3636, 0, -11200, 4608, -14622, -2876, 0, 9600, -1756, 19512, 20858, 0, -15660, 4888, -9422, 0, 0, -16520, -23436, -3712, -4222, 0, 2690, -10880, -11178, 4640, 0, 11520, -1434, 22392, 30276, 0, 29250, -18792, 11818, -2048, 0, 8280, -12716, -16992, -16240, 0, 0, -17344, 40818, -19368, 0, -2320, 45684, -25768, -16284, 0, -27200, 23608, -12942, 10416, 0, 12600, -37996, 8960, -43902, 0, -6060, 19872, 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0, -120060, 161280, -376302, -201120, 0, -150640, -652316, 246384, -437462, 0, 18180, 19128, 118498, 89424, 0, 203040, -589356, 37120, -257004, 0, 336000, 251488, 98982, -71040, 0, -69120, -179676, 112952, 280836, 0, 511770, -472392, -247302, -179136, 0, -14380, 396884, 242208, 368560, 0, -382320, -25856, 373636, 448632, 0, -88000, 55764, -484008, 219738, 0, 26340, 253936, 342702, -94544, 0, -682920, -342316, -16384, 0, 0, 104290, 313632, -299484, -151032, 0, 88320, 594564, -220320, -50142, 0, -182700, 118168, -109484, 135936, 0, -73320, 187920, -129920, 232116, 0, 329770, -48064, -46800, 358880, 0, 0, -284956, -272808, -799164, 0, -881600, -288144, 582018, -326544, 0, 200600, -380800, -154944, -612480, 0, 351540, 150400, -166182, -65448, 0, 129920, 1151208, -9288, 86898, 0, -21110, 733688, 380538, 206144, 0, 403200, 114964, -130272, -264204, 0, -416950, -82944, 391778, 253444, 0, 163200, -722796, 526392, 144196, 0, 391230, 38808, -809262, 103536, 0, 23200, -394956, 83328, -421982, 0, 628720, -220800, -686880, -148488, 0, -345600, 734884, -252648, -121662, 0, 21510, 63216, 292938, -71680, 0, -783720, 350244, -351216, 321978, 0, 151380, -219008, 640818, -750888, 0, -64640, 0, 289112, 839840, 0, -658750, -145992, -594720, 261936, 0, 281880, -781996, 337920, 1311156, 0, -413630, -175968, -99222, -320960, 0, -10240, -1170076, 339192, -63822, 0, 784080, -607040, -561862, 209952, 0, 96600, 210888, 320144, 1047978, 0, 190740, -215296, 478062, 294408, 0, 594720, -10556, 216152, -673164, 0, -81200, 421848, 365840, -24784, 0, -120160, 1321128, 133632, -664222, 0, 0, -304624, 1156618, 151992, 0, 260160, -1976796, 95344, -698622, 0, -1428630, -723840, -905040, -139392, 0, -96840, 565524, 44624, -554364, 0, 376000, 391680, -911644, -90080, 0, 359600, 540484, 0, 364560, 0, -685260, 356088, -50924, -167040, 0, 901880, 1710720, -463360, 108676, 0, -81420, 41600, -319680, -38720, 0, -207360, 1209764, -207684, -508284, 0, 816000, 51624, -835302, 128064, 0, -354120, -1180476, -806112, 789098, 0, 452970, 137728, 177236, -544968, 0, 52080, 695520, 141752, -932902, 0, -552000, 110488, 1009422, -511648, 0, -1053000, 2021844, -162432, 2178036, 0, 569940, 0, 626538, 1004320, 0, -313600, 284164, -425448, -1278320, 0, -219510, 688728, 160080, 73728, 0, -547520, -2607516, 685584, -1564422, 0, -70700, -467904, -679644, -300000, 0, -298080, -1520312, 583192, 0, 0, 1145970, 457776, 402818, 175536, 0, 211200, -244876, 305856, -772524, 0, -439920, 610560, -72582, 584640, 0, 108800, -2345760, 183672, 696436, 0, -468060, -111504, 1614960, -28096, 0, 918540, -206636, -315520, 1227636, 0, 200090, 624384, 609840, 314880, 0, -538240, -314876, -1469448, 1582618, 0, 1646100, 269120, -1779342, 348624, 0, -747720, 667764, -70656, -389698, 0, -108430, 528640, 0, -59040, 0, 83520, 489762, -885128, 41796, 0, -761560, -822312, -41586, 78208, 0, 1300800, -700476, 927648, -1396582, 0, -680400, -301504, 288978, 586224, 0, -609840, 1756008, -850088, 876298, 0, 27890, -1163272, 1140498, -93728, 0, 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'weight': 5, 'weight_parity': -1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.5, -0.5], [1.0, -1.0], [0.0, 0.5], [-0.6, 0.8], [-1.0, 0.0], [0.5918367346938775, 0.5918367346938775], [0.25, -0.25], [0.0, -1.0], [0.7, -0.1], [-0.9752066115702479, 0.0], [0.5, 0.5], [0.40828402366863903, -0.40828402366863903], [0.0, -0.5918367346938775], [0.2, 1.4], [-0.25, 0.0], [-0.9377162629757786, -0.9377162629757786], [-0.5, 0.5], [0.0, 0.775623268698061], [-0.4, -0.3], [1.183673469387755, 0.0], [0.48760330578512395, 0.48760330578512395], [0.5085066162570888, -0.5085066162570888], [0.0, -0.5], [-0.28, -0.96], [-0.40828402366863903, 0.0], [0.0, 0.0], [-0.29591836734693877, 0.29591836734693877], [0.0, 0.8085612366230678], [0.6, -0.8], [0.21019771071800208, 0.0], [0.125, 0.125], [-0.9752066115702479, 0.9752066115702479], [0.0, 0.9377162629757786], [-0.8285714285714286, 0.11836734693877551], [0.5, 0.0], [-0.47552958363769177, -0.47552958363769177], [0.3878116343490305, -0.3878116343490305], [0.0, -0.8165680473372781], [0.05, 0.35], [1.0005948839976204, 0.0], [-0.5918367346938775, -0.5918367346938775], [0.588967009194159, -0.588967009194159], [0.0, -0.48760330578512395], [0.8, 0.6], [-0.5085066162570888, 0.0], [0.574468085106383, 0.574468085106383], [-0.25, 0.25], [0.0, -0.2994585589337776], [-0.34, 0.62], [-1.8754325259515572, 0.0], [0.20414201183431951, 0.20414201183431951], [-0.21751512993948025, 0.21751512993948025], [0.0, 0.0], [0.5851239669421487, -0.7801652892561983], [0.29591836734693877, 0.0], [0.775623268698061, 0.775623268698061], [0.4042806183115339, -0.4042806183115339], [0.0, 0.3332375754093651], [-0.7, 0.1], [-1.5044342918570277, 0.0], [-0.10509885535900104, -0.10509885535900104], [0.5918367346938775, -0.5918367346938775], [0.0, -0.125], [0.08165680473372781, 0.5715976331360947], [0.9752066115702479, 0.0], [-0.16729783916239696, -0.16729783916239696], [0.4688581314878893, -0.4688581314878893], [0.0, -1.0170132325141776], [0.47346938775510206, 0.3551020408163265], [1.277921047411228, 0.0], [-0.25, -0.25], [-0.5537624319759805, 0.5537624319759805], [0.0, 0.47552958363769177], [-1.24, -0.68], [-0.3878116343490305, 0.0], [-0.5771630966436161, -0.5771630966436161], [-0.40828402366863903, 0.40828402366863903], [0.0, 1.692036532606954], [0.15, -0.2], [1.0, 0.0], [-0.5002974419988102, -0.5002974419988102], [-0.9044854115256206, 0.9044854115256206], [0.0, 0.5918367346938775], [1.3128027681660899, -0.1875432525951557], [-0.588967009194159, 0.0], [0.8085612366230678, 0.8085612366230678], [-0.24380165289256198, 0.24380165289256198], [0.0, -1.828052013634642], [-0.1, -0.7], [0.4832749667914503, 0.0], [0.2542533081285444, 0.2542533081285444], [0.21019771071800208, -0.21019771071800208], [0.0, -0.574468085106383], [-0.6204986149584487, -0.46537396121883656], [0.25, 0.0], [-0.7770220002125624, -0.7770220002125624], [-0.1497292794668888, 0.1497292794668888], [0.0, 0.9752066115702479], [0.48, -0.14], [-0.08606999313792765, 0.0], [0.9377162629757786, 0.9377162629757786], [0.9830332736355925, 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[0.5088091187057843, -0.5088091187057843], [0.0, -0.08330939385234128], [0.0, 0.0], [0.5743645213628988, 0.0], [-0.21377015618710338, -0.21377015618710338], [-0.846018266303477, 0.846018266303477], [0.0, 0.4521847077673687], [-0.4808864265927978, -0.26371191135734073], [0.5005323965807202, 0.0], [-0.2774874655744651, -0.2774874655744651], [-0.6939272788532155, 0.6939272788532155], [0.0, -0.21751512993948025], [0.2414078561442943, -0.3218771415257257], [0.1554594632446911, 0.0], [-0.7885142638142314, -0.7885142638142314], [0.5958830374693276, -0.5958830374693276], [0.0, 1.2871006359813892], [0.175, -0.025], [-0.9558169224089111, 0.0], [0.1941511317810694, 0.1941511317810694], [-0.41147698488951, 0.41147698488951], [0.0, -0.24309154456707013], [0.2300679212864775, 1.6104754490053423], [-0.6019057906716562, 0.0], [-0.3694739217336532, -0.3694739217336532], [-0.012243016187418892, 0.012243016187418892], [0.0, -1.4546291060012078], [-0.62161760017005, -0.4662132001275375], 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-0.5406403990345421], [0.0, 0.0], [0.322, -0.146]], 'angles': [None, -0.25, None, -0.05627943585403001, -0.33106437548900053, -0.3283884251002999, -0.24037246834125703, 0.06338444793495607, -0.31646195259010435, 0.06623904121538161, -0.23324204981049354, -0.17957938746937802, -0.1666119984552947, -0.30663484706718563, -0.05842502310854817, -0.3995766091413636, 0.026642461284333854, -0.38550777953859056, -0.14387181382721714, -0.1396823556376375, -0.4390338141207343, 0.16050333157235006, -0.48544332386859423, -0.3164783788805795, -0.21757898172617407, -0.2568513483359947, -0.25267793582852827, -0.17198702429545723, 0.1890366964082233, -0.3936479300942388, -0.0832944960743906, -0.27965403506491704, 0.014595931338144161, -0.4608918124166218, 0.05029793491848333, -0.31839000666670497, -0.2028073272206474, -0.28562272825622365, -0.11874776464915751, -0.3645051503169592, -0.49354083100033663, -0.3684909172322732, -0.28223770484415706, -0.22380350680696126, -0.15702981602008392, 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-0.08807351195718907, -0.13143140159730302, -0.49128990430650477, -0.2625133027573624, -0.26862968849818425, -0.22027793280711008, -0.4391667851245068, -0.42574270467420333, -0.4008575300659054, -0.4937097228718115, -0.10278792991192703, -0.38960854959098795, -0.3067171708496049, -0.08334117291788244, -0.1544803160634026, -0.42298474241430895, -0.19554166820888458, 0.0775549739394746, -0.339384120527444, 0.1312555100073054, 0.12590437524754777, -0.4595600668686436, -0.19892302630799655, -0.14915016462352454, -0.4566259189337604, -0.1670685881948047, -0.1526232503556125, -0.14233629313771046, -0.3195032956963552, -0.3258676187779171, -0.10774020963248661], 'char_orbit_index': 3, 'conrey_index': 7, 'dual_conrey_index': 3, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': 1.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 137522839562, 'label': '10.5.c.a.7.1', 'level': 10, 'weight': 5}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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': 250, 'analytic_conductor': 1.0336996308384432, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'conrey_index': 3, 'cusp_dim': 8, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137522839562, 'hecke_orbit_dims': [2, 2], 'label': '10.5.c', 'level': 10, '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, 5], 'level_radical': 10, 'mf_dim': 16, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 2, 'sturm_bound': 7, 'trace_bound': 2, 'trace_display': [0, 20, -60, 20], 'traces': [4, 0, 20, 0, -60, -64, 20, 0, 0, 160, 168, 160, -60, 0, 20, -256, -1020, -640, 0, 0, 968, 1280, 1620, 0, -700, -1344, 320, -160, 0, 960, -1112, 0, -1720, 0, -2220, 32, -1020, 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-2078700, -384000, 0, -1084800, -4004312, -1054560, -673920, 0, -1212800, -196608, -453960, -1149440, 0, -5600, 2401288, 1635840, 1194600, 0, 2548680, 1177472, 3208660, 1976160, 0, 635520, 537768, -327680, 3927240, 0, -649560, -775680, -285240, 305920, 0, 1036800, 1696968, 2201600, 1577640, 0, -771900, -198144, -580180, -225280, 0, 309120, 536960, 821280, -1242680, 0, -2721240, 142848, -1989500, 598080, 0, -358560, -1213752, 1416960, 2032360, 0, -243200, -198528, -1046700, -1397760, 0, -936000, 1240488, -793600, -2407740, 0, -549720, 1013760, -1525120, -243200, 0, 317440, -2463348, 247680, -422060, 0, 2052420, -1287808, -790700, -860160, 0, -1080000, -656472, 640160, 14720, 0, -1728000, 450048, -1710780, -1339520, 0, -575520, 3614720, -1130240, 1402260, 0, 598980, -1856640, 1359720, -245760, 0, 2425280, -4952, 245760, -760120, 0, 2092800, -1599936, -142460, 1744320, 0, 352000], 'weight': 5, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 1527715
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 7, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137522839562, 'target_is_minimal': True, 'target_label': '10.5.c.a.7.1', 'target_level': 10, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
  • id: 1527716
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 37, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504012028117082, 'target_is_minimal': False, 'target_label': '90.5.g.b.37.1', 'target_level': 90, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 1527717
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630503407696, 'target_is_minimal': False, 'target_label': '80.5.p.b.17.1', 'target_level': 80, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 5}
  • id: 1527718
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 43, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737150210098, 'target_is_minimal': False, 'target_label': '50.5.c.b.43.1', 'target_level': 50, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 1527719
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 3, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137522839562, 'target_is_minimal': True, 'target_label': '10.5.c.a.3.1', 'target_level': 10, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 5}
  • id: 1527720
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 7, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737150210098, 'target_is_minimal': False, 'target_label': '50.5.c.b.7.1', 'target_level': 50, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 5}
  • id: 1527721
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 257, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029827895001408, 'target_is_minimal': False, 'target_label': '320.5.p.i.257.1', 'target_level': 320, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 5}
  • id: 1527722
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 257, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630503407936, 'target_is_minimal': False, 'target_label': '320.5.p.b.257.1', 'target_level': 320, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 5}
  • id: 1527723
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 343, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412400746946, 'target_is_minimal': False, 'target_label': '450.5.g.a.343.1', 'target_level': 450, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 5}
  • id: 1527724
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 73, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504012028117082, 'target_is_minimal': False, 'target_label': '90.5.g.b.73.1', 'target_level': 90, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 5}
  • id: 1527725
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 307, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412400746946, 'target_is_minimal': False, 'target_label': '450.5.g.a.307.1', 'target_level': 450, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 5}
  • id: 1527726
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 33, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630503407696, 'target_is_minimal': False, 'target_label': '80.5.p.b.33.1', 'target_level': 80, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 5}
  • id: 1527727
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 193, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008230130778512, 'target_is_minimal': False, 'target_label': '400.5.p.c.193.1', 'target_level': 400, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 5}
  • id: 1527728
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 257, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008230130778512, 'target_is_minimal': False, 'target_label': '400.5.p.c.257.1', 'target_level': 400, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 5}
  • id: 1527729
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 193, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029827895001408, 'target_is_minimal': False, 'target_label': '320.5.p.i.193.1', 'target_level': 320, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '40.3', 'twisting_conrey_index': 3, 'weight': 5}
  • id: 1527730
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137522839562, 'source_is_minimal': True, 'source_label': '10.5.c.a.7.1', 'source_level': 10, 'target_conrey_index': 193, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630503407936, 'target_is_minimal': False, 'target_label': '320.5.p.b.193.1', 'target_level': 320, 'twist_class_label': '10.5.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '40.13', 'twisting_conrey_index': 13, 'weight': 5}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 43700
    {'charpoly_factorization': [[[8, 4, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 2}
  • id: 43701
    {'charpoly_factorization': [[[162, -18, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 3}
  • id: 43702
    {'charpoly_factorization': [[[625, 30, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 5}
  • id: 43703
    {'charpoly_factorization': [[[1682, -58, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 7}
  • id: 43704
    {'charpoly_factorization': [[[118, 1], 2]], 'hecke_orbit_code': 137522839562, 'p': 11}
  • id: 43705
    {'charpoly_factorization': [[[9522, -138, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 13}
  • id: 43706
    {'charpoly_factorization': [[[146882, 542, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 17}
  • id: 43707
    {'charpoly_factorization': [[[78400, 0, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 19}
  • id: 43708
    {'charpoly_factorization': [[[144722, -538, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 23}
  • id: 43709
    {'charpoly_factorization': [[[462400, 0, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 29}
  • id: 43710
    {'charpoly_factorization': [[[-202, 1], 2]], 'hecke_orbit_code': 137522839562, 'p': 31}
  • id: 43711
    {'charpoly_factorization': [[[847602, 1302, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 37}
  • id: 43712
    {'charpoly_factorization': [[[-1682, 1], 2]], 'hecke_orbit_code': 137522839562, 'p': 41}
  • id: 43713
    {'charpoly_factorization': [[[2371842, -2178, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 43}
  • id: 43714
    {'charpoly_factorization': [[[3220722, -2538, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 47}
  • id: 43715
    {'charpoly_factorization': [[[746642, 1222, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 53}
  • id: 43716
    {'charpoly_factorization': [[[1345600, 0, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 59}
  • id: 43717
    {'charpoly_factorization': [[[5598, 1], 2]], 'hecke_orbit_code': 137522839562, 'p': 61}
  • id: 43718
    {'charpoly_factorization': [[[1128002, 1502, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 67}
  • id: 43719
    {'charpoly_factorization': [[[-6442, 1], 2]], 'hecke_orbit_code': 137522839562, 'p': 71}
  • id: 43720
    {'charpoly_factorization': [[[17416802, 5902, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 73}
  • id: 43721
    {'charpoly_factorization': [[[111513600, 0, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 79}
  • id: 43722
    {'charpoly_factorization': [[[77650722, 12462, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 83}
  • id: 43723
    {'charpoly_factorization': [[[209670400, 0, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 89}
  • id: 43724
    {'charpoly_factorization': [[[106901442, 14622, 1], 1]], 'hecke_orbit_code': 137522839562, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '10.5.c.a', 'level': 10, 'portrait': 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', 'weight': 5}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5972989
    {'hecke_orbit_code': 137522839562, 'n': 1, 'trace_an': 2}
  • id: 5972990
    {'hecke_orbit_code': 137522839562, 'n': 2, 'trace_an': -4}
  • id: 5972991
    {'hecke_orbit_code': 137522839562, 'n': 3, 'trace_an': 18}
  • id: 5972992
    {'hecke_orbit_code': 137522839562, 'n': 4, 'trace_an': 0}
  • id: 5972993
    {'hecke_orbit_code': 137522839562, 'n': 5, 'trace_an': -30}
  • id: 5972994
    {'hecke_orbit_code': 137522839562, 'n': 6, 'trace_an': -72}
  • id: 5972995
    {'hecke_orbit_code': 137522839562, 'n': 7, 'trace_an': 58}
  • id: 5972996
    {'hecke_orbit_code': 137522839562, 'n': 8, 'trace_an': 32}
  • id: 5972997
    {'hecke_orbit_code': 137522839562, 'n': 9, 'trace_an': 0}
  • id: 5972998
    {'hecke_orbit_code': 137522839562, 'n': 10, 'trace_an': 140}
  • id: 5972999
    {'hecke_orbit_code': 137522839562, 'n': 11, 'trace_an': -236}
  • id: 5973000
    {'hecke_orbit_code': 137522839562, 'n': 12, 'trace_an': 144}
  • id: 5973001
    {'hecke_orbit_code': 137522839562, 'n': 13, 'trace_an': 138}
  • id: 5973002
    {'hecke_orbit_code': 137522839562, 'n': 14, 'trace_an': 0}
  • id: 5973003
    {'hecke_orbit_code': 137522839562, 'n': 15, 'trace_an': 90}
  • id: 5973004
    {'hecke_orbit_code': 137522839562, 'n': 16, 'trace_an': -128}
  • id: 5973005
    {'hecke_orbit_code': 137522839562, 'n': 17, 'trace_an': -542}
  • id: 5973006
    {'hecke_orbit_code': 137522839562, 'n': 18, 'trace_an': -324}
  • id: 5973007
    {'hecke_orbit_code': 137522839562, 'n': 19, 'trace_an': 0}
  • id: 5973008
    {'hecke_orbit_code': 137522839562, 'n': 20, 'trace_an': -320}
  • id: 5973009
    {'hecke_orbit_code': 137522839562, 'n': 21, 'trace_an': 1044}
  • id: 5973010
    {'hecke_orbit_code': 137522839562, 'n': 22, 'trace_an': 472}
  • id: 5973011
    {'hecke_orbit_code': 137522839562, 'n': 23, 'trace_an': 538}
  • id: 5973012
    {'hecke_orbit_code': 137522839562, 'n': 24, 'trace_an': 0}
  • id: 5973013
    {'hecke_orbit_code': 137522839562, 'n': 25, 'trace_an': -350}
  • id: 5973014
    {'hecke_orbit_code': 137522839562, 'n': 26, 'trace_an': -552}
  • id: 5973015
    {'hecke_orbit_code': 137522839562, 'n': 27, 'trace_an': 0}
  • id: 5973016
    {'hecke_orbit_code': 137522839562, 'n': 28, 'trace_an': -464}
  • id: 5973017
    {'hecke_orbit_code': 137522839562, 'n': 29, 'trace_an': 0}
  • id: 5973018
    {'hecke_orbit_code': 137522839562, 'n': 30, 'trace_an': 1080}
  • id: 5973019
    {'hecke_orbit_code': 137522839562, 'n': 31, 'trace_an': 404}
  • id: 5973020
    {'hecke_orbit_code': 137522839562, 'n': 32, 'trace_an': 256}
  • id: 5973021
    {'hecke_orbit_code': 137522839562, 'n': 33, 'trace_an': -2124}
  • id: 5973022
    {'hecke_orbit_code': 137522839562, 'n': 34, 'trace_an': 0}
  • id: 5973023
    {'hecke_orbit_code': 137522839562, 'n': 35, 'trace_an': -2030}
  • id: 5973024
    {'hecke_orbit_code': 137522839562, 'n': 36, 'trace_an': 1296}
  • id: 5973025
    {'hecke_orbit_code': 137522839562, 'n': 37, 'trace_an': -1302}
  • id: 5973026
    {'hecke_orbit_code': 137522839562, 'n': 38, 'trace_an': 1120}
  • id: 5973027
    {'hecke_orbit_code': 137522839562, 'n': 39, 'trace_an': 0}
  • id: 5973028
    {'hecke_orbit_code': 137522839562, 'n': 40, 'trace_an': 160}
  • id: 5973029
    {'hecke_orbit_code': 137522839562, 'n': 41, 'trace_an': 3364}
  • id: 5973030
    {'hecke_orbit_code': 137522839562, 'n': 42, 'trace_an': -2088}
  • id: 5973031
    {'hecke_orbit_code': 137522839562, 'n': 43, 'trace_an': 2178}
  • id: 5973032
    {'hecke_orbit_code': 137522839562, 'n': 44, 'trace_an': 0}
  • id: 5973033
    {'hecke_orbit_code': 137522839562, 'n': 45, 'trace_an': 3240}
  • id: 5973034
    {'hecke_orbit_code': 137522839562, 'n': 46, 'trace_an': -2152}
  • id: 5973035
    {'hecke_orbit_code': 137522839562, 'n': 47, 'trace_an': 2538}
  • id: 5973036
    {'hecke_orbit_code': 137522839562, 'n': 48, 'trace_an': -1152}
  • id: 5973037
    {'hecke_orbit_code': 137522839562, 'n': 49, 'trace_an': 0}
  • id: 5973038
    {'hecke_orbit_code': 137522839562, 'n': 50, 'trace_an': -1700}
  • id: 5973039
    {'hecke_orbit_code': 137522839562, 'n': 51, 'trace_an': -9756}
  • id: 5973040
    {'hecke_orbit_code': 137522839562, 'n': 52, 'trace_an': 1104}
  • id: 5973041
    {'hecke_orbit_code': 137522839562, 'n': 53, 'trace_an': -1222}
  • id: 5973042
    {'hecke_orbit_code': 137522839562, 'n': 54, 'trace_an': 0}
  • id: 5973043
    {'hecke_orbit_code': 137522839562, 'n': 55, 'trace_an': 3540}
  • id: 5973044
    {'hecke_orbit_code': 137522839562, 'n': 56, 'trace_an': 1856}
  • id: 5973045
    {'hecke_orbit_code': 137522839562, 'n': 57, 'trace_an': 5040}
  • id: 5973046
    {'hecke_orbit_code': 137522839562, 'n': 58, 'trace_an': 2720}
  • id: 5973047
    {'hecke_orbit_code': 137522839562, 'n': 59, 'trace_an': 0}
  • id: 5973048
    {'hecke_orbit_code': 137522839562, 'n': 60, 'trace_an': -5040}
  • id: 5973049
    {'hecke_orbit_code': 137522839562, 'n': 61, 'trace_an': -11196}
  • id: 5973050
    {'hecke_orbit_code': 137522839562, 'n': 62, 'trace_an': -808}
  • id: 5973051
    {'hecke_orbit_code': 137522839562, 'n': 63, 'trace_an': 4698}
  • id: 5973052
    {'hecke_orbit_code': 137522839562, 'n': 64, 'trace_an': 0}
  • id: 5973053
    {'hecke_orbit_code': 137522839562, 'n': 65, 'trace_an': 690}
  • id: 5973054
    {'hecke_orbit_code': 137522839562, 'n': 66, 'trace_an': 8496}
  • id: 5973055
    {'hecke_orbit_code': 137522839562, 'n': 67, 'trace_an': -1502}
  • id: 5973056
    {'hecke_orbit_code': 137522839562, 'n': 68, 'trace_an': 4336}
  • id: 5973057
    {'hecke_orbit_code': 137522839562, 'n': 69, 'trace_an': 0}
  • id: 5973058
    {'hecke_orbit_code': 137522839562, 'n': 70, 'trace_an': 4640}
  • id: 5973059
    {'hecke_orbit_code': 137522839562, 'n': 71, 'trace_an': 12884}
  • id: 5973060
    {'hecke_orbit_code': 137522839562, 'n': 72, 'trace_an': -2592}
  • id: 5973061
    {'hecke_orbit_code': 137522839562, 'n': 73, 'trace_an': -5902}
  • id: 5973062
    {'hecke_orbit_code': 137522839562, 'n': 74, 'trace_an': 0}
  • id: 5973063
    {'hecke_orbit_code': 137522839562, 'n': 75, 'trace_an': -13950}
  • id: 5973064
    {'hecke_orbit_code': 137522839562, 'n': 76, 'trace_an': -4480}
  • id: 5973065
    {'hecke_orbit_code': 137522839562, 'n': 77, 'trace_an': -6844}
  • id: 5973066
    {'hecke_orbit_code': 137522839562, 'n': 78, 'trace_an': -4968}
  • id: 5973067
    {'hecke_orbit_code': 137522839562, 'n': 79, 'trace_an': 0}
  • id: 5973068
    {'hecke_orbit_code': 137522839562, 'n': 80, 'trace_an': 1920}
  • id: 5973069
    {'hecke_orbit_code': 137522839562, 'n': 81, 'trace_an': 13122}
  • id: 5973070
    {'hecke_orbit_code': 137522839562, 'n': 82, 'trace_an': -6728}
  • id: 5973071
    {'hecke_orbit_code': 137522839562, 'n': 83, 'trace_an': -12462}
  • id: 5973072
    {'hecke_orbit_code': 137522839562, 'n': 84, 'trace_an': 0}
  • id: 5973073
    {'hecke_orbit_code': 137522839562, 'n': 85, 'trace_an': 18970}
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  • id: 5973171
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  • id: 5973176
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  • id: 5973178
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  • id: 5973179
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  • id: 5973180
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  • id: 5973181
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  • id: 5973182
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  • id: 5973186
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  • id: 5973191
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  • id: 5973192
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  • id: 5973193
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  • id: 5973216
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  • id: 5973217
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  • id: 5973218
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  • id: 5973219
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  • id: 5973220
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  • id: 5973221
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  • id: 5973223
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  • id: 5973224
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  • id: 5973225
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  • id: 5973227
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  • id: 5973228
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  • id: 5973229
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  • id: 5973230
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  • id: 5973231
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  • id: 5973232
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  • id: 5973233
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  • id: 5973235
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  • id: 5973236
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  • id: 5973238
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