Newform data - 270.4.a.i

Formats: - HTML - YAML - JSON - 2024-04-18T12:44:42.036353

• 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': 4320, 'analytic_conductor': 15.930515701549966, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 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': [270, 1, [191, 217], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[7, [4, 1]], [11, [-42, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073102, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '270.4.a.i', 'level': 270, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '270.4.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+4q^{4}-5q^{5}-4q^{7}+8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '270.4.a', 'trace_display': [2, 0, -5, -4], 'trace_hash': 340817690761064256, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.059', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.076', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.111', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.167', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 2, 0, 4, -5, 0, -4, 8, 0, -10, 42, 0, 20, -8, 0, 16, 93, 0, 59, -20, 0, 84, 9, 0, 25, 40, 0, -16, 120, 0, 47, 32, 0, 186, 20, 0, -262, 118, 0, -40, 126, 0, -178, 168, 0, 18, 144, 0, -327, 50, 0, 80, 741, 0, -210, -32, 0, 240, -444, 0, 221, 94, 0, 64, -100, 0, -538, 372, 0, 40, 690, 0, -1126, -524, 0, 236, -168, 0, 665, -80, 0, 252, 75, 0, -465, -356, 0, 336, -1086, 0, -80, 36, 0, 288, -295, 0, 1544, -654, 0, 100, -132, 0, -892, 160, 0, 1482, -1140, 0, -1735, -420, 0, -64, -1434, 0, -45, 480, 0, -888, -372, 0, 433, 442, 0, 188, -125, 0, 686, 128, 0, -200, -114, 0, -236, -1076, 0, 744, 159, 0, 2276, 80, 0, 1380, 840, 0, -600, -2252, 0, -1048, -1398, 0, 2624, 472, 0, -336, -235, 0, -394, 1330, 0, -160, -36, 0, -3346, 504, 0, 150, -1491, 0, -1797, -930, 0, -712, 2403, 0, -100, 672, 0, -2172, -2640, 0, 1073, -160, 0, 72, 1310, 0, 3906, 576, 0, -590, 1470, 0, -4720, 3088, 0, -1308, -765, 0, 668, 200, 0, -264, -480, 0, -630, 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63798, 0, 153710, 2592, 0, -20680, 57500, 0, -32130, 67960, 0, 1880, -29820, 0, 93366, -110876, 0, 11904, 32448, 0, 19577, 34700, 0, 3528, 116328, 0, -2655, -124268, 0, -16744, 28056, 0, 31600, 2544, 0, -29004, 55745, 0, -79880, 3152, 0, 8400, 32430, 0, -73060, 28320, 0, 24510, -132960, 0, -83087, -18600, 0, -10640, -8073, 0, 19245, -10928, 0, 136008, 17676, 0, -50110, -11088, 0, 36416, -27150, 0, -10602, -52104, 0, 21580, 13896, 0, -20160, 147712, 0, -14240, 52974, 0, 54272, 1280, 0, -52392, 185328, 0, 90240, -15512, 0, 44160, 48060, 0, 84260, 42672, 0, -5886, -26460, 0, -57902, 102106, 0, 28680, -21948, 0, -52922, 43504, 0, -74928, 82740, 0, -28345, -31230, 0, 22080, -11355, 0, -2000, 61488, 0, -100068, -131898, 0, 23978, 26768, 0, -59956, 21320, 0, 51014, 13440, 0, -20270, 79800, 0, -162652, -24628, 0, -4032, 38613, 0, 25547, 900, 0, -16752, -47088, 0, -51210, -25604, 0, -4264, 39684, 0, -189607, 29888, 0, -43440, -16510, 0, 32800, 26078, 0, -9600, 193242, 0, -1188, -1200, 0, 41610, -52800, 0, 14787, 4380, 0, 124488, 2742, 0, -9615, -36032, 0, 11928, -59766, 0, -113749, 147898, 0, -66024, -10760, 0, -177640, 2484, 0, 7200, 129408, 0, 21460, -95760, 0, 11092, -99909, 0, 38224, 17760, 0, -24528, 211668, 0, 37380, 14376, 0, -16768, -8028, 0, 28868, 80748, 0, -9354, -7375, 0, 168002, 30240, 0, 7440, 123216, 0, -170620, -22368, 0, -19050, -7896, 0, -65770, -64140, 0, 1440, 122061, 0, 76230, 72912, 0, -145740, -181932, 0, 101441, 7954, 0, -46972, 26200, 0, 9000, 5696, 0, -34310, -16956, 0, 40474, 128340, 0, 41984, 200166, 0, -55944, -8660, 0, -19224, -87087, 0, 38600, 13912, 0, -97672, 40464, 0, 78120, 7552, 0, 129228, 41030, 0, 144392, 13338, 0, -8840, 180006, 0, 27004, 11520, 0, 5568, 96300, 0, 31255, -16350, 0, 10688, -90636, 0, -84030, 74320, 0, 8748, -163758, 0, -10260, -96176, 0, -5376, -55800, 0, 83528, 34404, 0, -11800, 16248, 0, 70916, 149020, 0, 85232, -154959, 0, 140956, -3760, 0, -209436, 29400, 0, 13800, -120456, 0, -64896, -6726, 0, 106704, 17376, 0, -42720, 27125, 0, 131166, -80570, 0, 2500, 27846, 0, 66734, -63200, 0, 21120, -15615, 0, -94400, -73080, 0, -6304, 35112, 0, -98325, -97464, 0, 9984, 85134, 0, -127798, 61760, 0, -76060, -3300, 0, 13512, 21280, 0, -3780, 112014, 0, -130014, -8584, 0, -35352, 79032, 0, -142357, -13720, 0, 11844, -78993, 0, -73620, -63484, 0, -26160, -70446, 0, 117719, 40320, 0, 29004, -22520, 0, 4172, 66880, 0, -2560, -15300, 0, -18396, 17664, 0, 136254, 244032, 0, -3824, 37290, 0, 30320, 3525, 0, -22300, -576, 0, -70200, 77694, 0, -130320, 103144, 0, 43896, -30240, 0, 13360, 59604, 0, -10480, -32010, 0, 40862, -32504, 0, -74592, -242307, 0, -12906, 4000, 0, -4932, 9381, 0, 10290, -63680, 0, -53536, -62346, 0, -9200, -51660, 0, -141768, -59560, 0, 13730, -31248, 0, 2280, -172992, 0, -39338, 8064, 0, -5280, -180780, 0, 269388, 19560, 0, -4608, -50133, 0, -21855, -112512, 0, -165384, -9600, 0, 134284, -110126, 0, -33448, 60430, 0, 18584, -65600, 0, 37050, 144102, 0, -116, -80492, 0, 2400, -102279, 0, 217160, 4720, 0, -75432, 233448, 0, -12600, -16732, 0, 4320, -36642, 0, 242813, -23856, 0, -11760, -28500, 0, 183284, -35680, 0, 21520, 32508, 0, -50698, 37128, 0, 123690, -181224, 0, 153650, -9900, 0, 118832, -28527, 0, 68670, -76448, 0, 81420, -279306, 0, 295012, 37760, 0, -28752, 25850, 0, 212834, -27048, 0, -84950, 16566, 0, -196870, -7992, 0, -24704, 49560, 0, -282679, -14880, 0, 92496, -31752, 0, -43375, 34560, 0, 15792, 7560, 0, -173563, 76620, 0, 42426, 20930, 0, -3348, 35982, 0, -3180, -41928, 0, 92020, 21440, 0, -175134, -67788, 0, -172510, -10500, 0, -11392, 44622, 0, -35400, 59280, 0, 6120, -51042, 0, 306936, 95716, 0, -91900, 13300, 0, 45164, 38448, 0, 13660, -311178, 0, -63936, -132868, 0, -80928, 172650, 0, -1088, -45520, 0, -45600, 3897, 0, 65130, -5344, 0, 46872, -128412, 0, 39755, -54008, 0, 57624, 17800, 0, 10094, -22658, 0, -1600, -179850, 0, -183328, 25800, 0, 3978, 18216, 0, 400204, -55200, 0, -61832, 185280, 0, -53340, 10752, 0, -95232, 13320, 0, -3760, 13950, 0, -32496, -35850, 0, -156618, 2112, 0, -54380, -82482, 0, -148138, -69400, 0, 138152, -165765, 0, -138663, -27600, 0, -78480, 42345, 0, -76860, 95260, 0, -34752, 44016, 0, 142463, 1692, 0, 107934, 74945, 0, 139262, 174982, 0, -16800, 165516, 0, -4004, -42240, 0, -24186, 31824, 0, 154816, 5040, 0, -70224, -167121, 0, -1125, -108456, 0, 143460, -213510, 0, 95764, -9576, 0, 14272, 5330, 0, -204448, -27024, 0, -37360, 145188, 0, -82152, 81724, 0, 17168, -175845, 0, -43160, 12000, 0, 63864, -201717, 0, 1500, -24020, 0, 944, -74184, 0, 86940, -2560, 0, 13536, -155610, 0, -230578, -33314, 0, 45040, 6174, 0, -174230, -66216, 0, -19824, 9171, 0, -15840, 82530, 0, 108512, -7176, 0, -3105, 7648, 0, -57360, 270774, 0, 223479, -18176, 0, 1152, -13865, 0, 64516, -90384, 0, -22200, 62460, 0, 18938, -36808, 0, 20996, 157563, 0, 41580, 20960, 0, -99588, -34995, 0, -100935, 165904, 0, -23712, 16962, 0, -278755, -55584, 0, 92814, -9300, 0, 40540, -161750, 0, 27960, 356790, 0, -23246, 18400, 0, -145770, -107040, 0, -72267, -1800, 0, 62496, -141876, 0, -91140, 18240, 0, -176388, 276390, 0], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [2], [0], [4], [-5], [0], [-4], [8], [0], [-10], [42], [0], [20], [-8], [0], [16], [93], [0], [59], [-20], [0], [84], [9], [0], [25], [40], [0], [-16], [120], [0], [47], [32], [0], [186], [20], [0], [-262], [118], [0], [-40], [126], [0], [-178], [168], [0], [18], [144], [0], [-327], [50], [0], [80], [741], [0], [-210], [-32], [0], [240], [-444], [0], [221], [94], [0], [64], [-100], [0], [-538], [372], [0], [40], [690], [0], [-1126], [-524], [0], [236], [-168], [0], [665], [-80], [0], [252], [75], [0], [-465], [-356], [0], [336], [-1086], [0], [-80], [36], [0], [288], [-295], [0], [1544], [-654], [0], [100]], 'ap': [[2], [0], [-5], [-4], [42], [20], [93], [59], [9], [120], [47], [-262], [126], [-178], [144], [741], [-444], [221], [-538], [690], [-1126], [665], [75], [-1086], [1544], [-132], [-892], [-1140], [-1735], [-1434], [686], [-114], [159], [2276], [-1398], [2624], [-394], [-3346], [-1491], [2403], [-2640], [1073], [1470], [-4720], [-765], [668], [4601], [-2158], [3123], [2027], [-438], [6414], [3431], [7308], [-3729], [-1956], [990], [8495], [-1366], [5520], [5438], [-8253], [9290], [-8112], [-7900], [-4419], [-8200], [-9556], [-10116], [-6751], [-4062], [-8778], [956], [2300], [29], [-8127], [7938], [272], [-4554], [1001], [1794], [-16129], [13356], [-11500], [-11149], [-3849], [-18048], [-4264], [10242], [3302], [1923], [-15246], [-8206], [16806], [-5425], [19665], [14724], [-2058], [11912], [-5170], [-4186], [-13026], [10668], [15372], [-14989], [-1066], [621], [20187], [18228], [-11743], [-24418], [2672], [8601], [21308], [-19015], [4416], [7580], [14901], [-12915], [-28128], [-8362], [29708], [-6762], [19155], [-22975], [6450], [34538], [-27114], [236], [27128], [5249], [-13896], [27665], [-8122], [-10584], [-18619], [-22251], [24854], [-3681], [5142], [-18484], [-25014], [-32146], [10977], [36602], [-11076], [36848], [26961], [-415], [45501], [35042], [-1080], [-20164], [-20067], [-26524], [-35568], [-23704], [40590], [-12964], [-29922], [-5241], [-26214], [18278], [24942], [11226], [23073], [22037], [19082], [2759], [14439], [28356], [38927], [-1884], [-29956], [-11995], [61668], [-6505], [5904], [-54862], [6122], [-55438], [1764], [-62134], [-14502], [12255], [68004], [73856], [-7756], [51053], [-8376], [-12802], [20805], [73949], [-12264], [-4677], [-9525], [3977], [6956], [64614], [2784], [4374], [-48088], [74510], [-40285], [4992], [14502], [33440], [68127], [-35100], [51572], [-16252], [-2466], [-31840], [-70884], [-82692], [-55063], [-40246], [46248], [21213], [-87567], [47858], [-11329], [-47616], [47630], [53967], [87491], [-12093], [71730], [40862], [31932], [-12010], [-16657], [-9088], [-49794], [82952], [46407], [-80875], [-72885], [-88194], [85254], [39660], [13475], [67118], [11513], [91890], [-49974], [77252], [57684], [75692], [74391], [-5650], [-45882], [64635], [-25171], [70569], [-29616], [-23611], [53804], [76281], [-68092], [92966], [16437], [83087], [86396], [-106785], [7508], [102696], [28110], [-18934], [37086], [-70861], [85166], [48494], [121151], [-48958], [-116212], [16221], [-91519], [-70783], [-12138], [3624], [-61765], [-33351], [-114361], [-145348], [50400], [18038], [38574], [8189], [105816], [-5448], [-102099], [-4650], [127518], [100730], [-71880], [-22801], [-25182], [-76848], [-44056], [-79066], [-159759], [87392], [105483], [-17839], [-134134], [142740], [-9013], [-46026], [26738], [11859], [92856], [-165156], [63428], [-73029], [12143], [52080], [57210], [-27664], [30534], [-28171], [35372], [173760], [114500], [-60927], [153710], [19577], [-73060], [-132960], [-8073], [-50110], [52974], [54272], [185328], [84260], [82740], [-28345], [-11355], [23978], [51014], [-162652], [38613], [39684], [-189607], [2742], [-59766], [-113749], [-177640], [129408], [-99909], [28868], [168002], [123216], [-170620], [-65770], [122061], [-181932], [-16956], [200166], [-87087], [144392], [180006], [96300], [-163758], [83528], [70916], [-154959], [66734], [-127798], [112014], [-142357], [-78993], [-70446], [117719], [4172], [77694], [-32010], [40862], [-62346], [13730], [-172992], [-50133], [18584], [-102279], [217160], [233448], [242813], [183284], [-50698], [-181224], [153650], [-28527], [-279306], [212834], [16566], [-196870], [-282679], [7560], [-173563], [-41928], [-172510], [44622], [45164], [172650], [-128412], [39755], [10094], [-179850], [-183328], [13320], [-148138], [-165765], [42345], [142463], [139262], [165516], [-213510], [-204448], [-175845], [-201717], [-74184], [-230578], [9171], [270774], [18938], [157563], [-34995], [16962], [-278755], [276390]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 36028797086073102, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '270.4.a.i', 'level': 270, 'maxp': 2999, 'weight': 4}
• 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

  
  {'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 1, 1], [[[2, -1], [3, -1], [5, -1]], 1, 1], [[[2, 1], [3, -1], [5, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1]], 3, 2], [[[2, 1], [3, 1], [5, -1]], 2, 2], [[[2, 1], [3, 1], [5, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1]], 2, 2]], 'ALdims': [3, 2, 1, 2, 2, 3, 2, 1], 'Nk2': 4320, 'analytic_conductor': 15.930515701549966, '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': [270, 1, [191, 217], [1, 1]], 'conrey_index': 1, 'cusp_dim': 150, 'dim': 16, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67109134, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '270.4.a', 'level': 270, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 174, 'mf_new_dim': 16, 'num_forms': 14, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 16, 'sturm_bound': 216, 'trace_bound': 7, 'trace_display': [0, 0, 0, -100], 'traces': [16, 0, 0, 64, 0, 0, -100, 0, 0, 0, 0, 0, 92, 0, 0, 256, 0, 0, 284, 0, 0, 0, 0, 0, 400, 0, 0, -400, 0, 0, 44, 0, 0, 312, 0, 0, 1412, 0, 0, 0, 0, 0, 488, 0, 0, 168, 0, 0, 2292, 0, 0, 368, 0, 0, 60, 0, 0, 48, 0, 0, -988, 0, 0, 1024, 0, 0, -940, 0, 0, 0, 0, 0, -892, 0, 0, 1136, 0, 0, 1520, 0, 0, -528, 0, 0, 0, 0, 0, 0, 0, 0, -1196, 0, 0, -2184, 0, 0, -3028, 0, 0, 1600, 0, 0, -4420, 0, 0, -1728, 0, 0, -5488, 0, 0, -1600, 0, 0, 240, 0, 0, -6720, 0, 0, -5708, 0, 0, 176, 0, 0, 4712, 0, 0, -840, 0, 0, -2612, 0, 0, 1248, 0, 0, 10340, 0, 0, -4080, 0, 0, 1140, 0, 0, 5648, 0, 0, -7144, 0, 0, 1728, 0, 0, -9448, 0, 0, 0, 0, 0, -6004, 0, 0, 2496, 0, 0, 8856, 0, 0, 1952, 0, 0, -2500, 0, 0, -2832, 0, 0, -2764, 0, 0, 672, 0, 0, 10584, 0, 0, 7440, 0, 0, -844, 0, 0, 9168, 0, 0, -20248, 0, 0, -17328, 0, 0, -3480, 0, 0, 1472, 0, 0, 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• 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: 212267
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '270.4.a.e', 'target_level': 270, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 212268
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '270.4.a.i', 'target_level': 270, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 212269
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '810.4.e.h', 'target_level': 810, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 212270
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '810.4.e.q', 'target_level': 810, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 212271
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1350.4.a.g', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 212272
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '1350.4.a.u', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 212273
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1350.4.c.d', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 212274
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '1350.4.c.q', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 212275
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '2160.4.a.e', 'target_level': 2160, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 212276
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '270.4.a.i', 'source_level': 270, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '2160.4.a.o', 'target_level': 2160, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 615525
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 2}
  • id: 615526
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 3}
  • id: 615527
    {'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 5}
  • id: 615528
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 7}
  • id: 615529
    {'charpoly_factorization': [[[-42, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 11}
  • id: 615530
    {'charpoly_factorization': [[[-20, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 13}
  • id: 615531
    {'charpoly_factorization': [[[-93, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 17}
  • id: 615532
    {'charpoly_factorization': [[[-59, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 19}
  • id: 615533
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 23}
  • id: 615534
    {'charpoly_factorization': [[[-120, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 29}
  • id: 615535
    {'charpoly_factorization': [[[-47, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 31}
  • id: 615536
    {'charpoly_factorization': [[[262, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 37}
  • id: 615537
    {'charpoly_factorization': [[[-126, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 41}
  • id: 615538
    {'charpoly_factorization': [[[178, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 43}
  • id: 615539
    {'charpoly_factorization': [[[-144, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 47}
  • id: 615540
    {'charpoly_factorization': [[[-741, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 53}
  • id: 615541
    {'charpoly_factorization': [[[444, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 59}
  • id: 615542
    {'charpoly_factorization': [[[-221, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 61}
  • id: 615543
    {'charpoly_factorization': [[[538, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 67}
  • id: 615544
    {'charpoly_factorization': [[[-690, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 71}
  • id: 615545
    {'charpoly_factorization': [[[1126, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 73}
  • id: 615546
    {'charpoly_factorization': [[[-665, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 79}
  • id: 615547
    {'charpoly_factorization': [[[-75, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 83}
  • id: 615548
    {'charpoly_factorization': [[[1086, 1], 1]], 'hecke_orbit_code': 36028797086073102, 'p': 89}
  • id: 615549
    {'charpoly_factorization': [[[-1544, 1], 1]], 'hecke_orbit_code': 36028797086073102, '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': 1, 'hecke_orbit': 9, 'label': '270.4.a.i', 'level': 270, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 199843000
    {'hecke_orbit_code': 36028797086073102, 'n': 1, 'trace_an': 1}
  • id: 199843001
    {'hecke_orbit_code': 36028797086073102, 'n': 2, 'trace_an': 2}
  • id: 199843002
    {'hecke_orbit_code': 36028797086073102, 'n': 3, 'trace_an': 0}
  • id: 199843003
    {'hecke_orbit_code': 36028797086073102, 'n': 4, 'trace_an': 4}
  • id: 199843004
    {'hecke_orbit_code': 36028797086073102, 'n': 5, 'trace_an': -5}
  • id: 199843005
    {'hecke_orbit_code': 36028797086073102, 'n': 6, 'trace_an': 0}
  • id: 199843006
    {'hecke_orbit_code': 36028797086073102, 'n': 7, 'trace_an': -4}
  • id: 199843007
    {'hecke_orbit_code': 36028797086073102, 'n': 8, 'trace_an': 8}
  • id: 199843008
    {'hecke_orbit_code': 36028797086073102, 'n': 9, 'trace_an': 0}
  • id: 199843009
    {'hecke_orbit_code': 36028797086073102, 'n': 10, 'trace_an': -10}
  • id: 199843010
    {'hecke_orbit_code': 36028797086073102, 'n': 11, 'trace_an': 42}
  • id: 199843011
    {'hecke_orbit_code': 36028797086073102, 'n': 12, 'trace_an': 0}
  • id: 199843012
    {'hecke_orbit_code': 36028797086073102, 'n': 13, 'trace_an': 20}
  • id: 199843013
    {'hecke_orbit_code': 36028797086073102, 'n': 14, 'trace_an': -8}
  • id: 199843014
    {'hecke_orbit_code': 36028797086073102, 'n': 15, 'trace_an': 0}
  • id: 199843015
    {'hecke_orbit_code': 36028797086073102, 'n': 16, 'trace_an': 16}
  • id: 199843016
    {'hecke_orbit_code': 36028797086073102, 'n': 17, 'trace_an': 93}
  • id: 199843017
    {'hecke_orbit_code': 36028797086073102, 'n': 18, 'trace_an': 0}
  • id: 199843018
    {'hecke_orbit_code': 36028797086073102, 'n': 19, 'trace_an': 59}
  • id: 199843019
    {'hecke_orbit_code': 36028797086073102, 'n': 20, 'trace_an': -20}
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  • id: 199843024
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  • id: 199843025
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  • id: 199843027
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  • id: 199843028
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  • id: 199843033
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  • id: 199843034
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  • id: 199843046
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  • id: 199843088
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  • id: 199843117
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  • id: 199843119
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  • id: 199843120
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  • id: 199843121
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  • id: 199843122
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  • id: 199843123
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  • id: 199843124
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  • id: 199843125
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  • id: 199843126
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  • id: 199843127
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  • id: 199843128
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  • id: 199843129
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  • id: 199843130
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  • id: 199843131
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  • id: 199843132
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  • id: 199843135
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  • id: 199843136
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  • id: 199843144
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  • id: 199843145
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  • id: 199843146
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  • id: 199843147
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  • id: 199843148
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  • id: 199843152
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  • id: 199843153
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  • id: 199843158
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  • id: 199843159
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  • id: 199843162
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  • id: 199843163
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  • id: 199843166
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  • id: 199843168
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  • id: 199843171
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  • id: 199843172
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  • id: 199843213
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  • id: 199843216
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  • id: 199843218
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  • id: 199843219
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  • id: 199843220
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  • id: 199843221
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  • id: 199843222
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  • id: 199843223
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  • id: 199843224
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  • id: 199843225
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  • id: 199843226
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  • id: 199843227
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  • id: 199843228
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  • id: 199843229
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  • id: 199843231
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  • id: 199843232
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  • id: 199843233
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  • id: 199843234
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  • id: 199843235
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  • id: 199843237
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  • id: 199843240
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  • id: 199843316
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  • id: 199843317
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  • id: 199843318
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  • id: 199843319
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  • id: 199843321
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  • id: 199843323
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  • id: 199843325
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  • id: 199843330
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  • id: 199843331
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  • id: 199843333
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  • id: 199843370
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  • id: 199843372
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  • id: 199843411
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  • id: 199843412
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  • id: 199843413
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  • id: 199843414
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  • id: 199843415
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  • id: 199843416
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  • id: 199843417
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  • id: 199843418
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  • id: 199843419
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  • id: 199843420
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  • id: 199843421
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  • id: 199843422
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  • id: 199843423
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  • id: 199843424
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  • id: 199843425
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  • id: 199843426
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  • id: 199843427
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  • id: 199843428
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  • id: 199843429
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  • id: 199843430
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  • id: 199843431
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  • id: 199843432
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  • id: 199843433
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  • id: 199843434
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  • id: 199843435
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  • id: 199843436
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  • id: 199843437
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  • id: 199843438
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  • id: 199843439
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  • id: 199843441
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  • id: 199843442
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  • id: 199843444
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  • id: 199843445
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  • id: 199843447
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  • id: 199843448
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  • id: 199843451
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  • id: 199843453
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  • id: 199843456
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  • id: 199843457
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  • id: 199843460
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  • id: 199843462
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  • id: 199843463
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  • id: 199843466
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  • id: 199843472
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  • id: 199843478
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  • id: 199843480
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  • id: 199843483
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  • id: 199843484
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  • id: 199843485
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  • id: 199843486
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  • id: 199843487
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  • id: 199843489
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  • id: 199843490
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  • id: 199843491
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  • id: 199843492
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  • id: 199843493
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  • id: 199843495
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  • id: 199843496
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  • id: 199843497
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  • id: 199843498
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  • id: 199843499
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  • id: 199843500
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  • id: 199843502
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  • id: 199843503
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  • id: 199843504
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  • id: 199843505
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  • id: 199843507
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  • id: 199843508
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  • id: 199843509
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  • id: 199843510
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  • id: 199843511
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  • id: 199843512
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  • id: 199843513
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  • id: 199843514
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  • id: 199843515
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  • id: 199843516
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  • id: 199843517
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  • id: 199843518
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  • id: 199843519
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  • id: 199843520
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  • id: 199843521
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  • id: 199843522
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  • id: 199843523
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  • id: 199843524
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  • id: 199843525
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  • id: 199843526
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  • id: 199843527
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  • id: 199843528
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  • id: 199843529
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  • id: 199843530
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  • id: 199843531
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  • id: 199843532
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  • id: 199843533
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  • id: 199843534
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  • id: 199843535
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  • id: 199843537
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  • id: 199843538
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  • id: 199843539
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  • id: 199843540
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  • id: 199843541
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  • id: 199843542
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  • id: 199843543
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  • id: 199843544
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  • id: 199843545
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  • id: 199843546
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  • id: 199843547
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  • id: 199843549
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  • id: 199843550
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  • id: 199843552
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  • id: 199843553
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  • id: 199843554
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  • id: 199843555
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  • id: 199843556
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  • id: 199843558
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  • id: 199843559
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  • id: 199843561
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  • id: 199843562
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  • id: 199843564
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  • id: 199843565
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  • id: 199843567
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  • id: 199843571
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  • id: 199843573
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  • id: 199843574
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  • id: 199843592
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  • id: 199843595
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  • id: 199843597
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  • id: 199843598
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  • id: 199843600
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  • id: 199843602
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  • id: 199843603
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  • id: 199843604
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  • id: 199843606
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  • id: 199843607
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  • id: 199843608
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  • id: 199843609
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  • id: 199843610
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  • id: 199843611
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  • id: 199843612
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  • id: 199843613
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  • id: 199843614
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  • id: 199843615
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  • id: 199843616
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  • id: 199843617
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  • id: 199843618
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  • id: 199843619
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  • id: 199843620
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  • id: 199843621
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  • id: 199843622
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  • id: 199843623
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  • id: 199843624
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  • id: 199843625
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  • id: 199843626
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  • id: 199843627
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  • id: 199843628
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  • id: 199843629
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  • id: 199843630
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  • id: 199843633
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  • id: 199843648
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  • id: 199843649
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  • id: 199843684
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  • id: 199843687
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  • id: 199843690
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  • id: 199843693
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  • id: 199843696
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  • id: 199843702
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  • id: 199843703
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  • id: 199843704
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  • id: 199843705
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  • id: 199843706
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  • id: 199843708
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  • id: 199843709
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  • id: 199843711
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  • id: 199843712
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  • id: 199843713
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  • id: 199843714
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  • id: 199843717
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  • id: 199843718
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  • id: 199843720
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  • id: 199843721
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  • id: 199843722
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  • id: 199843723
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  • id: 199843726
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  • id: 199843729
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  • id: 199843732
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  • id: 199843747
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  • id: 199843798
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  • id: 199843799
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  • id: 199843801
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  • id: 199843802
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  • id: 199843803
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  • id: 199843804
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  • id: 199843805
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  • id: 199843806
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  • id: 199843807
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  • id: 199843808
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  • id: 199843809
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  • id: 199843810
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  • id: 199843811
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  • id: 199843812
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  • id: 199843813
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  • id: 199843814
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  • id: 199843816
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  • id: 199843817
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  • id: 199843819
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  • id: 199843820
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  • id: 199843821
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  • id: 199843822
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  • id: 199843823
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  • id: 199843825
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  • id: 199843828
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  • id: 199843829
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  • id: 199843831
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  • id: 199843837
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  • id: 199843840
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  • id: 199843843
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  • id: 199843846
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  • id: 199843864
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  • id: 199843870
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  • id: 199843879
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  • id: 199843882
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  • id: 199843886
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  • id: 199843891
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  • id: 199843892
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  • id: 199843894
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  • id: 199843895
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  • id: 199843896
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  • id: 199843897
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  • id: 199843898
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  • id: 199843899
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  • id: 199843900
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  • id: 199843901
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  • id: 199843902
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  • id: 199843903
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  • id: 199843904
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  • id: 199843906
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  • id: 199843907
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  • id: 199843909
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  • id: 199843912
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  • id: 199843913
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  • id: 199843916
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  • id: 199843918
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  • id: 199843919
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  • id: 199843921
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  • id: 199843922
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  • id: 199843923
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  • id: 199843924
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  • id: 199843925
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  • id: 199843926
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  • id: 199843927
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  • id: 199843928
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  • id: 199843930
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  • id: 199843931
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  • id: 199843933
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  • id: 199843934
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  • id: 199843936
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  • id: 199843937
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  • id: 199843939
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  • id: 199843940
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  • id: 199843942
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  • id: 199843948
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  • id: 199843951
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  • id: 199843957
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  • id: 199843972
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  • id: 199843978
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  • id: 199843979
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  • id: 199843981
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  • id: 199843986
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  • id: 199843987
    {'hecke_orbit_code': 36028797086073102, 'n': 988, 'trace_an': 4720}
  • id: 199843988
    {'hecke_orbit_code': 36028797086073102, 'n': 989, 'trace_an': -1602}
  • id: 199843989
    {'hecke_orbit_code': 36028797086073102, 'n': 990, 'trace_an': 0}
  • id: 199843990
    {'hecke_orbit_code': 36028797086073102, 'n': 991, 'trace_an': 22037}
  • id: 199843991
    {'hecke_orbit_code': 36028797086073102, 'n': 992, 'trace_an': 1504}
  • id: 199843992
    {'hecke_orbit_code': 36028797086073102, 'n': 993, 'trace_an': 0}
  • id: 199843993
    {'hecke_orbit_code': 36028797086073102, 'n': 994, 'trace_an': -5520}
  • id: 199843994
    {'hecke_orbit_code': 36028797086073102, 'n': 995, 'trace_an': -3340}
  • id: 199843995
    {'hecke_orbit_code': 36028797086073102, 'n': 996, 'trace_an': 0}
  • id: 199843996
    {'hecke_orbit_code': 36028797086073102, 'n': 997, 'trace_an': 19082}
  • id: 199843997
    {'hecke_orbit_code': 36028797086073102, 'n': 998, 'trace_an': -10850}
  • id: 199843998
    {'hecke_orbit_code': 36028797086073102, 'n': 999, 'trace_an': 0}
  • id: 199843999
    {'hecke_orbit_code': 36028797086073102, 'n': 1000, 'trace_an': -1000}