Newform data - 525.4.a.i

Formats: - HTML - YAML - JSON - 2024-10-15T08:32:58.276530

• 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': 8400, 'analytic_conductor': 30.976002753013823, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [7, 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': [525, 1, [176, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 41, 'field_disc_factorization': [[41, 1]], 'field_poly': [-10, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-8, 3, 1]], [11, [920, -62, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073357, 'hecke_ring_generator_nbound': 2, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '525.4.a.i', 'level': 525, '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': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.4.a.g', 'nf_label': '2.2.41.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta )q^{2}-3q^{3}+(3+3\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '525.4.a', 'trace_display': [-3, -6, 0, -14], 'trace_hash': 617154272303441525, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.927', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.227', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.375', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.199', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.334', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -3, -6, 9, 0, 9, -14, -51, 18, 0, 62, -27, 6, 21, 0, 25, -40, -27, -122, 0, 42, -52, -16, 153, 0, -214, -54, -63, 352, 0, 66, 309, -186, -186, 0, 81, 188, 224, -18, 0, 16, -63, 396, 156, 0, -960, 188, -75, 98, 0, 120, 642, -982, 81, 0, 357, 366, -774, 516, 0, -880, 680, -126, -479, 0, 156, 356, 558, 48, 0, 310, -459, -326, 1358, 0, -672, -434, 642, 1832, 0, 162, 2190, 680, 189, 0, 1456, -1056, -1540, 796, 0, -42, 2880, -198, 2588, 0, -927, 670, -147, 558, 0, 1552, 558, -96, -358, 0, 2662, -1052, -243, 2048, 0, -564, -175, 1690, -672, 0, 2322, 54, -2332, 280, 0, -658, 3042, -48, -2040, 0, 189, -1112, 1629, -1188, 0, 832, -468, 854, -5208, 0, 774, 934, 2880, -2130, 0, -564, -2228, -224, 225, 0, -290, -294, -4074, -564, 0, 1300, 3152, -360, 364, 0, 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19260, 0, 36396, -141312, 3864, -201364, 0, 139656, -70938, 20860, 26208, 0, 344, -78522, 192716, -1666, 0, -268950, -157104, -71874, 214976, 0, -882, -38324, -217638, 48120, 0, 219768, -8370, -9422, -108940, 0, 28684, 93117, 9192, -28212, 0, 76932, 311464, 58186, 32148, 0, 29064, 60480, 41160, -144376, 0, -15851, -72212, -33792, -47572, 0, 81012, 207148, 118744, 12393, 0, 33600, -38640, -179736, -264508, 0, -99850, -120462, -4158, 301266, 0, -115704, 13728, -213560, -12402, 0, 2812, 18846, 11280, -73164, 0, 202596, -31360, 19326, -60300, 0, 8802, 96732, 22116, 54348, 0, 32416, 570, -58880, 130796, 0, 1680, 291536, 80640, 112728, 0, 190524, 128356, -46788, 21060, 0, -196436, 65796, -3630, 291714, 0, 210180, 212710, -36666, -23196, 0, -26976, 41272, -169392, 33372, 0, -44872, -14940, 69532, 784, 0, 205524, -142452, 71508, -186080, 0, -19467, -83980, 60026, -28440, 0, 324224, -140970, 42518, 32000, 0, 104118, -25020, 20331, 61976, 0, 25704, 18080, 78112, -69678, 0, -232518, 14070, -51396, 34718, 0, 128276, -10206, -41832, -6090, 0, -60288, 324256, -70035, -140496, 0, -1792, 18144, 173304, -193072, 0, 134798, -17344, -3087, 75716, 0, -49248, 123844, -203028, 3600, 0, -48458, 44508, -226416, -157200, 0, -114596, 22078, 40674, 78396, 0, 4302, -165864, -216712, 11718, 0, -2980, 99612, 191876, 307446, 0, -55286, 162664, -82998, 308816, 0, 80664, -40596, -68544, 5826, 0, 5972, 20538, 63222, 111080, 0, 173804, -305292, -21840, -300632, 0, -17334, 19404, 23088, 24564, 0, -166070, 24252, -140802, 18816, 0, 56385, -48028, 144870, 77536, 0, 32592, -258726, 284596, 62964, 0, 65024, 167172, 11536, 70188, 0, -113302, -114420, -49464, 142152, 0, 81558, 7360, 203274, 113760, 0, 152796, 11718, -77312, 12936, 0, 245404, -113504, -89892, -65940, 0, 17766, 76034, 73254, -142044, 0, 7644, -83796, -155416, 150160, 0, 26152, 93440, -2016, 123438, 0, -12867, 85208, -275432, -29016, 0, -56616, 122778, 120556, 199464, 0, 104934, -50792, 31761, 75964, 0, 6084, -203492, -76136, -7518, 0, -260834, -4374, 146136, 83380, 0, -22946, 3434, 97560, -138306, 0, -82134, -7860, 96530, -64170, 0, -56764, 85728, 95080, -165504, 0, 45120, -223120, 33984, 211826, 0, -5064, -54264, -102838, -59130, 0, -180842, 1260, -210326, -2030, 0, 46608, -240104, -6984, -2640, 0, 55902, -34352, -25482, -67476, 0, -278912, -8136, -72940, 194038, 0, 16416, -171874, -144666, -287826, 0, -18360, 157504, -113976, -52632, 0, -362284, -22092, -91198, -72460, 0, -105688, 145212, -91440, -47040, 0, 18780, 55040, 28642, -10620, 0, -13636, 126276, -40360, 30228, 0, 112704, 110840, -5103, 49852, 0, 11928, 32028, 164540, 55884, 0, -143382, -22176, -23760, -75536, 0, 17416, 89992, 98076, 51300, 0, -80928, 21180, 15896, 43008, 0, 320464, -11340, -165912, 24560, 0, -12642, 16978, -57060, 45222, 0, -51384, 77224, 9212, -90639, 0, -372394, 64848, 122766, 72440, 0, 93484, 164727, -46476, -209156, 0, -133650, -30800, -208768, -117264, 0, 119464, -39312, 330016, -117852, 0, -251788, 114112, 34158, -51644, 0, -11844, -176472, -74210, -151710, 0, -57378, -10356, -25956, -89174, 0, -30208, -93052, -18252, -31538, 0, -10368, 68004, 100548, 28512, 0, -168548, -3675, -57460, 222512, 0, 127392, -183376, 2052, 125916, 0, 3516, -28174, 138540, -111978, 0, -15813, 109260, 225574, -188160, 0, -40066, -129666, 35490, -157364, 0, 41580, -265208, 423324, 59580, 0, -38328, 185346, 33600, -28206, 0, 213198, -25228, -180792, -153872, 0, 84912, -251008, 59888, -14112, 0, -89796, 114600, 91400, 255156, 0, 4802, -111558, -21492, -349206, 0, -31806, 174784, 56336, 34992, 0, -224, 140616, 46512, -25304, 0, 18464, -6710, -20880, -164136, 0, -36936, -3346, -166884, 140130, 0, -255330, -139896, -186984, -30968, 0, 79264, -122288, 21294, 59758, 0, 48762, -165528, 547456, 91206, 0, -21256, -123096, 90048, -94632, 0, 286580, -82564, 2142, 66688, 0, 60168, -310362, -51624, -85638, 0, -239636, 1134, 138114, -86678, 0, -326144, 211136, 119400, -69636, 0, 12114, -265524, -236478, 148032, 0, -115528, -19152, -146824, 83866, 0, -50040, 209060, -48972, -340456, 0, -139524, 31876, -49632, -77760, 0, -189736, 56724, -204544, -47800, 0, 74152, -169722, 61164, 244448, 0, 105786, -127032, -93470, 5880, 0, 178936, -43200, 272872, -54930, 0, 69916, -264352, 38880, 37572, 0, 5346, 47786, -32942, -94548, 0, 62292, -72300, 32044, -216700, 0, -104316, 30892, -48378, 476856, 0, 171630, 43358, 284520, 40320, 0, 23790, 92052, -73344, -95494, 0, 19214, -53632, -69876, 210490, 0, -13818, -47696, -163860, 47526, 0, 339008, -2160, 31458, 192764, 0, -356794, -266120, 240672, -73514, 0, 60156, 144700, 206328, 28566, 0, 85564, 63882, 85256, -5670, 0, 338228, -17144, -101388, 66780, 0, 234516, -523740, -152056, -53064, 0, -19264, -123990, 14186, 32400, 0, 222752, -44920, -1008, -35488, 0, 77604, 157272, 219684, -112344, 0, -23494, 25029, -121690, -10994, 0, 171120, -48118, 84270, 236416, 0, -54666, -162326, -51480, -42840, 0, 198856, -171360, 72584, -61760, 0, 76944, 182070, -143424, -85780, 0, 141174, 60698, 40936, -18090, 0, -58576, -183552, -2040, 361478, 0, -294476, -111900, 7830, 85220, 0, -102780, 13468, -201502, -87648, 0, 66180, 2304, -100600, -24612, 0, 113940, -7366, -12156, -500046, 0, 3969, 206136, -169108, -58908, 0, -147996, -1332, -109508, -148512, 0, 63732, 318, 218268, -181834, 0, -93396, 157496, -98500, -28386, 0, 85440, -23352, 554112, 135004, 0, -138120, 1900, -15066, 8820, 0, 21672, 50086, 81120, 17184, 0, 110572, 71082, 144156, -213288, 0, -170704, -405628, 34209, -144904, 0, 88128, -62874, -201708, 35370, 0, 478702, -6804, 147552, 115786, 0, -92964, 103950, -16116, -25385, 0, -184728, 286148, -257250, -24948, 0, -73458, 144906, -385772, -347392, 0, 98574, 1200, -24192, -44242, 0, -43164, 287718, -12740, 139500, 0, 484024, -41904, -66400, -357340, 0, 97716, -17052, -223614, 262008, 0, -14832, -84896, 236971, -35688, 0, -282656, 119526, -137224, 17493, 0, -173410, -501944, -137934, -278836, 0, 17472, 243408, -56190, -15066, 0, -379428, -241800, 87094, -235476, 0, 42304, -378210, 84780, -286224, 0, 175674, -24272, 43686, -55680, 0, -7304, -9828, -169616, 13344, 0, -139380, 348100, 161016, 18774, 0, 2592, 238024, -116752, -156510, 0, 140616, -203172, 17748, -101340, 0, -348306, 306794, 17934, -269568, 0, 34506, 299436, 435208, 65304, 0, -48508, -170364, 2568, 396594, 0, 532608, -90580, 9666, 253370, 0, 48186, 251712, 49532, -109368, 0, -298548, 29502, 205658, -54164, 0, 53144, -54056, 21348, -444386, 0, -124110, -153852, -198702, 319200, 0, 48508, -33372, -34974, -126148, 0, -242394, 159914, -141312, -106360, 0, -57672, -37926, -124544, 69768, 0, 39656, -20436, 60990, -63756, 0, 205752, -54528, 2610, -108212, 0, 16254, -63388, -55426, 60618, 0, 137576, -71874, 113316, 20476, 0, 30646, 158360, 81468, -80776, 0, 93780, -65596, 61280, 219768, 0, 229752, 19614, -439772, -435770, 0, -396912, 19696, 83406, 85680, 0, -28212, 132668, 152945, 28404, 0, 25284, -172710, 394216, -78072, 0, -93566, 123960, 60480, -4160, 0, -146400, -240252, -119140, -57963, 0, 91726, 17532, 246960, 77276, 0, -187924, 6426, 82524, -4960, 0, 6561, -22042, -297664, -44730, 0, 520576, -179736, 185328, 122784, 0, -30240, 70388, 48498, 358760, 0, 36978, -132894, -45024, -115704, 0, 200384, -32700, -274556, 70596, 0, -220056, 140032, -55296, 537024, 0, -73164, -179732, 420384, 220692, 0, -99224, 16254, -176274, -71596, 0, -290940, 304488, 96732, -184460, 0, -11844, 382410, -246180, 124128, 0, 76340, 304704, -183610, 172284, 0, -284142, 568368, 108456, 167236, 0, -51624, 218924, -467030, 39600, 0, 280124, -46788, -74096, 312030, 0, -38266, -64128, 151524, -43120, 0, -44610, 3688, -86740, 210180, 0, 179508, 15228, -266764, -273452, 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, 0], [-1, -1], [-3, 0], [3, 3], [0, 0], [3, 3], [-7, 0], [-25, -1], [9, 0], [0, 0], [32, -2], [-9, -9], [-2, 10], [7, 7], [0, 0], [11, 3], [-26, 12], [-9, -9], [-60, -2], [0, 0], [21, 0], [-12, -28], [-32, 48], [75, 3], [0, 0], [-98, -18], [-27, 0], [-21, -21], [170, 12], [0, 0], [52, -38], [159, -9], [-96, 6], [-94, 2], [0, 0], [27, 27], [134, -80], [80, 64], [6, -30], [0, 0], [62, -108], [-21, -21], [248, -100], [36, 84], [0, 0], [-448, -64], [164, -140], [-33, -9], [49, 0], [0, 0], [78, -36], [294, 54], [-462, -58], [27, 27], [0, 0], [175, 7], [180, 6], [-290, -194], [220, 76], [0, 0], [-398, -84], [328, 24], [-63, 0], [-157, -165], [0, 0], [36, 84], [64, 228], [282, -6], [96, -144], [0, 0], [112, 86], [-225, -9], [-182, 38], [666, 26], [0, 0], [-240, -192], [-224, 14], [294, 54], [920, -8], [0, 0], [81, 0], [1018, 154], [228, 224], [63, 63], [0, 0], [752, -48], [-510, -36], [-780, 20], [230, 336], [0, 0], [14, -70], [1344, 192], [-156, 114], [1236, 116], [0, 0], [-477, 27], [474, -278], [-49, -49], [288, -18], [0, 0]], 'ap': [[-1, -1], [-3, 0], [0, 0], [-7, 0], [32, -2], [-2, 10], [-26, 12], [-60, -2], [-32, 48], [170, 12], [52, -38], [134, -80], [62, -108], [248, -100], [164, -140], [-462, -58], [220, 76], [-398, -84], [64, 228], [112, 86], [-182, 38], [920, -8], [228, 224], [230, 336], [474, -278], [602, 348], [48, -192], [-356, -340], [1150, -252], [718, 254], [-816, 520], [452, -72], [534, -134], [-1260, 390], [-110, -344], [632, 36], [94, 614], [1968, 316], [964, -300], [3038, -436], [-880, 574], [-3198, -184], [2752, -318], [4598, 48], [1434, 370], [1460, 714], [1812, -712], [-832, 4], [-2116, -416], [-3310, 1148], [1318, -354], [1280, -586], [-2198, 1172], [372, -1924], [-2506, -152], [6288, -436], [-2750, 1396], [4652, 830], [3214, 368], [2802, -1124], [468, -1176], [-482, 1220], [4724, -28], [3152, 952], [2338, -1398], [794, -1298], [812, 2776], [-8506, -976], [1564, 1296], [-6950, 1036], [7678, 1148], [3680, -2654], [-5816, 2092], [-4722, -1548], [7940, -236], [-8012, 228], [2210, -2600], [-2946, 3210], [7202, -1464], [-7990, -208], [4220, -2008], [12382, 912], [-9608, 2486], [6298, 418], [10780, -2798], [7708, 2256], [410, 480], [-1826, 2060], [42, 2656], [-5752, 3224], [6884, -3520], [-2920, 3728], [4024, -3272], [-5768, -322], [13820, 1300], [6788, -3084], [3410, -3988], [3742, 4148], [10948, -2108], [3742, 1360], [11104, 700], [-12966, 1382], [-6452, 3080], [-150, -2152], [5612, 12], [5354, 1130], [15044, -528], [6038, -2788], [17640, -3766], [4642, -5924], [-8016, -1740], [-1162, -4544], [-12826, -1834], [-15460, 1350], [-4568, 7848], [-1598, 132], [-1492, -7732], [-16276, 5548], [738, 2658], [-640, 1090], [-10358, -6164], [5598, -1716], [-2506, -3556], [25268, -3704], [-4948, -3662], [682, 5916], [-27930, 136], [13120, 1692], [-3096, 4164], [12558, -3726], [2140, -4700], [7448, 7596], [15392, -304], [-4786, 5596], [-18498, 4304], [-14750, 7884], [17998, 3092], [3444, -8060], [-16946, 5588], [20210, 6212], [612, -8322], [-16718, -6364], [-24592, -160], [20804, 4900], [-9630, 352], [12560, -1020], [-6922, 4322], [-39506, 840], [22500, -3670], [20688, -3928], [17574, -888], [4422, -4792], [10528, -1420], [18404, -5676], [11224, -8060], [36672, 1194], [40520, -440], [36230, -4736], [-5926, -4210], [-2358, -2400], [5404, 8416], [-17402, 14598], [22664, 3472], [-9708, -8092], [734, -13794], [-34532, -4500], [-12288, -11576], [15094, -15318], [-26550, 892], [11318, -6276], [-23040, 5478], [1642, 240], [7192, -6610], [-24562, 5552], [13820, 7966], [27590, -6636], [-17388, 16248], [22002, 8760], [-27512, 796], [-52270, -2112], [13064, -10848], [12772, 7508], [37518, 6740], [32814, 1812], [-7912, -972], [28250, 5708], [14814, -10840], [16188, 14260], [-23070, 1844], [3152, -3940], [-13222, 18730], [13148, 9652], [18492, 1708], [16842, -1016], [6284, 6296], [28638, -13596], [13162, 3276], [32398, 7188], [-17866, -280], [-55252, -5492], [-39790, -852], [-26628, -5966], [-55866, 3806], [-20910, 7100], [29300, -5452], [-42346, 9116], [-59140, -1314], [-19492, -12716], [10730, -2108], [1172, 1882], [-13026, 2276], [28442, 3500], [-25512, -5560], [39564, -1496], [9920, 3220], [13162, -1460], [-27056, 10440], [-61058, -4752], [18704, -14460], [43298, 1978], [-8218, 18312], [20180, -22534], [-57670, -1484], [-34632, 2920], [-1476, 5120], [-46850, 8908], [36718, -6400], [-8480, 21146], [-37336, 8640], [90952, -1482], [-50962, 2780], [88500, 1462], [-9688, -5044], [-35158, -12588], [-12452, -1772], [-78596, 3116], [-20030, 23960], [2298, 1426], [23640, 8902], [4112, 14188], [-17532, 14780], [-36068, 5630], [-14712, 11880], [18070, -24300], [15678, -13032], [34920, 1924], [-19696, -25524], [86852, 6536], [-42900, 6760], [13568, -4456], [-53546, 760], [-59938, 2416], [-89176, 12368], [-17550, -10712], [46358, 6868], [-57840, 16646], [70022, -14604], [-106236, 8472], [-13906, -21956], [-83326, -8014], [-83192, -7200], [-19996, -16224], [-2310, -11532], [52718, -18594], [109774, 7788], [11340, 8154], [26450, -14348], [102222, -11212], [11408, 18068], [-5942, -15374], [-83158, -5256], [-28216, -260], [7618, -6438], [680, -8208], [-35686, 14026], [11408, -13876], [444, 23452], [-45570, 24184], [-4438, -5792], [-7548, -948], [57348, -8316], [41712, 22224], [57604, -15188], [-32918, 1920], [87924, -14252], [-76328, 17786], [-55482, -8276], [7874, -9762], [460, 8602], [9830, -400], [-14558, 29460], [-85636, 14168], [-111722, 5806], [21932, -14800], [14958, 11244], [-128710, -7088], [-37988, -23874], [-5002, 32120], [77140, -23484], [54164, 20028], [-11222, 18814], [109474, -6238], [-280, -22636], [-82692, -4008], [107292, -9060], [-43986, 3992], [8844, -42708], [21730, 18516], [19200, -3682], [92718, -12132], [-101692, 356], [-83150, 9100], [-14718, 26456], [99088, -6300], [75224, 12216], [157370, -5924], [53260, 4560], [-85048, 4026], [-77862, 14922], [23130, 23928], [-47988, -17326], [16134, -24908], [89482, -26168], [-24912, -27488], [53318, -33382], [17562, -8972], [19780, 36404], [31628, 31824], [-111536, -48], [-37342, -28154], [40702, -34796], [-87326, 2778], [-139580, -8666], [-67612, 21248], [-73308, 40928], [59484, -8128], [8030, 33792], [82718, -896], [-19318, 56052], [7064, 7052], [-89442, 12972], [2854, 11270], [38170, -3900], [67952, -42420], [-26062, -22086], [-50040, 10906], [-8158, -13892], [40944, -13884], [-77528, -13492], [-77106, -29164], [-7588, -24890], [-127746, -9716], [6922, -52172], [17968, -2336], [-79730, 5588], [30998, -2108], [129120, -3084], [10292, -20808], [-24866, 43022], [-85952, 5020], [-86066, 6604], [-13978, 6700], [-38456, -5652], [-39240, -8198], [-121436, -22652], [-97282, 47740], [88974, 31112], [126208, 20456], [-54118, 3920], [17512, -11234], [107380, -4270], [-84792, 5724], [89690, 13384], [-169868, -17058], [44534, 55632], [16500, -600], [-6408, -10678], [-45302, -31086], [-3290, -55180], [-1606, 63910], [-53598, 48620], [-109642, 17782], [101624, 2888], [14654, -28990], [-114020, 46206], [-52532, 6564], [-86168, 34216], [29014, -7942], [74808, -5460], [-197636, -10356], [-70950, -3004], [-122242, 42776], [67960, -20134], [154564, -22980], [-59168, 44878], [-182442, -20888], [-23820, 3398], [-193650, 29960], [65172, -32628], [-138678, -5300], [-120110, -38616], [-28562, 934], [-42856, 61440], [174294, -488], [-23230, -54880], [-178068, 7830], [149574, 288], [-16918, -14672], [16508, -30448], [-37420, 20676], [3298, -41570], [80434, -954], [-41572, -41400], [114812, -23872], [-1266, -60856], [65762, 6052], [-220720, 5670], [70464, -8260], [92014, -60068], [-38812, -41516], [72330, -67384], [-41466, 60890], [49024, -27660], [56900, -43204], [-84302, -7670], [154774, -5060], [-119972, -6236], [91170, -10056], [-129828, -24486], [-122640, -28172]], 'char_orbit_index': 1, 'field_poly': [-10, -1, 1], 'hecke_orbit_code': 36028797086073357, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '525.4.a.i', 'level': 525, 'maxp': 2999, 'weight': 4}
• 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

  
  {'ALdims': [6, 8, 7, 7, 5, 9, 9, 5], 'Nk2': 8400, 'analytic_conductor': 30.976002753013823, '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': [525, 1, [176, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 228, 'dim': 56, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11], 'hecke_orbit_code': 67109389, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 5, 5], 'label': '525.4.a', 'level': 525, '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': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 252, 'mf_new_dim': 56, 'num_forms': 24, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 320, 'trace_bound': 11, 'trace_display': [6, 0, 0, 14], 'traces': [56, 6, 0, 194, 0, 12, 14, 30, 504, 0, 20, -24, 112, -70, 0, 858, -56, 54, 40, 0, -42, -152, -212, 324, 0, 868, 0, 70, 920, 0, -72, 1086, 288, 644, 0, 1746, 152, -712, -336, 0, 176, 84, 240, 716, 0, 2228, -824, 432, 2744, 0, 276, 1636, -480, 108, 0, -378, 192, -268, -952, 0, -3832, 2520, 126, 3790, 0, 1896, -168, 2596, 336, 0, -1676, 270, -2520, -9280, 0, 3672, -1176, 1464, 336, 0, 4536, 1604, -4208, -504, 0, -9340, 792, -4952, -5120, 0, -1148, -1568, -816, 9904, 0, 7764, 4520, 294, 180, 0, 6888, -1632, 2072, 1660, 0, -10948, -7564, -216, 5952, 0, 2400, -1106, 3752, 2712, 0, 6448, 1008, -11664, 896, 0, 2256, -3828, 108, -2792, 0, -630, 5816, 16926, -1968, 0, -1024, -1680, 2856, -11300, 0, 5332, 3240, -264, 1264, 0, -192, -2352, 2504, 7722, 0, 4332, 0, 13316, -2904, 0, 1528, 7496, -504, -8148, 0, -4440, -3216, -11152, 2832, 0, -1456, 486, 136, -17548, 0, -14872, 1928, 4284, -3584, 0, 360, -904, 8864, 5400, 0, 1188, 1392, -13900, 15956, 0, -7864, -4900, 10728, 11376, 0, -3720, -4712, -37376, -378, 0, -164, 9624, -7592, -21316, 0, 9506, 3536, -1368, -800, 0, -1536, 2196, -1204, -7632, 0, -4176, -1908, 12356, -12832, 0, -10840, -3100, -10272, 9920, 0, 2916, 2688, -7260, -1848, 0, -37600, -8496, -2224, 826, 0, -32832, -16232, 3144, 23640, 0, -3612, -25884, 18392, 7812, 0, -2584, 5280, 8260, -10412, 0, 17920, -5202, 0, -11012, 0, 23856, -3408, 31016, -6840, 0, 16024, 630, 12344, -22380, 0, 45226, -14744, -1296, -3612, 0, 8280, 37328, -7076, 48744, 0, -1680, -9924, 7432, -11736, 0, 9128, -4780, 2436, 46748, 0, -8520, 20440, 4296, -648, 0, -15136, 13104, -9672, -24300, 0, 25392, 6552, 9774, 31720, 0, -1320, -25036, -5200, 588, 0, -112796, 2592, 9236, -16200, 0, -840, 7872, -2292, -63360, 0, 5796, 20088, -5264, 10248, 0, -24424, 16392, -9688, -7052, 0, -33340, -28544, -39240, 2256, 0, 25728, -9576, -45936, 15714, 0, 17496, -15504, 15092, 112, 0, 16864, -27152, 1368, -52032, 0, -6384, -21184, 17690, 27120, 0, -24464, -6408, 686, -35336, 0, 30284, 5612, -12000, -10824, 0, -3024, 26392, 67496, -18552, 0, -79284, 756, 13176, 8948, 0, 48936, 45772, 15744, 8036, 0, -36168, -16432, -24544, 1584, 0, -14420, -12432, 3248, -14760, 0, 64728, 19888, 756, 22544, 0, 24528, -5264, -31152, 58596, 0, -26912, 2160, -32908, -82440, 0, 35048, 1470, 10032, -39088, 0, 6444, -8560, 3512, -6048, 0, 83920, 45936, 47088, 19892, 0, 19544, 58584, -42192, 147136, 0, 36120, -39840, -13496, 20052, 0, 27292, 7848, -5120, 3160, 0, 28696, 1912, -7416, -127676, 0, -83448, 6524, -67768, -96, 0, -24068, 3888, 40280, 26600, 0, 96016, -57936, 25392, 51312, 0, 24696, -24008, -13588, -23952, 0, 30968, -22128, -1162, 42832, 0, -37112, -84772, 7344, -34672, 0, -17880, 3408, 64476, 2484, 0, -106920, 7560, -8824, 8016, 0, -111080, 73144, 14724, -21112, 0, 10344, 34544, -9824, -56952, 0, 14924, -4320, -84384, 27176, 0, 22512, 7484, -1764, -32170, 0, 972, 15248, -56676, 2688, 0, 109004, 62736, 8448, 269392, 0, 24424, 1232, 32088, -35832, 0, -6912, -8400, 2000, -3402, 0, 143276, -23040, 54912, -101160, 0, -1764, 99390, 1728, -29020, 0, -111408, 18304, -12292, -13020, 0, -31856, -2412, 6064, 164640, 0, 53516, -82192, -51264, 12360, 0, -8568, 24920, -57712, -23520, 0, 55656, -40800, 84196, 980, 0, -83464, 12120, 22464, 80124, 0, 5712, 39624, 48700, -34488, 0, 154528, -73800, -19936, 18692, 0, -107056, -20272, 22680, 72560, 0, 41544, 88636, 111144, -26400, 0, 183528, 1134, 8848, 67936, 0, -52664, 132272, 17664, 6188, 0, 34110, -15224, 14674, 47328, 0, 52136, -50640, -54648, -18676, 0, -38868, 28472, -1176, 68688, 0, -14112, 27540, 24504, 17064, 0, -53832, 46632, -118752, 103604, 0, -83776, -40936, -1512, -62532, 0, 11592, -25120, 68568, -20076, 0, -48960, 23364, -70704, -69368, 0, -68880, 48936, -71136, 30912, 0, 3024, -131968, -9464, -117240, 0, 180516, 39744, -54796, -104368, 0, 9280, -38992, -41472, 83920, 0, -13296, 5488, 5856, -15084, 0, 95696, -91752, 60344, -11620, 0, -110432, -99848, 2430, 25360, 0, 168, -131384, -14752, -73536, 0, -112700, -22680, -26544, -154292, 0, 49848, -154344, 19656, -194032, 0, -83520, 16152, 16560, -52752, 0, -8440, 40236, -30536, 189292, 0, -181482, 78592, 57864, -21476, 0, 52776, 111536, 13724, 33048, 0, -3430, -7200, -100424, 40864, 0, 4160, 92740, -10584, -16724, 0, 26280, 97480, -39972, -147576, 0, -14456, 13176, 6000, 155344, 0, -147932, -18928, 25608, 3664, 0, 3024, -184220, 41552, -27888, 0, 163776, 15168, 52464, -90000, 0, 25088, 52094, 9768, -317060, 0, -29292, 69208, 19180, 40824, 0, -147824, 73704, 70720, -144064, 0, 44844, -113808, 14436, -113016, 0, 14448, -6692, -67580, -239880, 0, -35016, -37872, 40592, 88984, 0, -27696, -104224, -49824, 66744, 0, -4536, 11408, 87256, 67872, 0, -197408, -66144, -3836, -28152, 0, -124480, -55184, 91680, 86992, 0, 31836, -26036, 11424, -84060, 0, -116156, 36540, -29132, 108448, 0, 88248, 366832, 7128, 42042, 0, 72216, -29200, 143828, 152784, 0, -23828, -44568, 11440, 331084, 0, -83200, -18880, -15624, 61024, 0, -46080, -41956, -102024, 56976, 0, 258016, 47748, 132836, 59152, 0, 90272, -99708, 51456, 193948, 0, -103344, -153936, -65732, -10332, 0, -145752, 61560, -61800, -82168, 0, -28952, 180404, -14112, -156296, 0, 30960, 81796, -2744, 85944, 0, 35192, -7344, 129296, -162744, 0, -243296, -159388, 62280, -226512, 0, 89136, 38262, -21180, -54840, 0, -214192, -246672, -141984, 102284, 0, -29072, -106968, -77184, -42552, 0, 14700, -99184, 30524, 69876, 0, 166100, 19248, 21896, -272720, 0, 7968, -220044, 40680, -127408, 0, -13968, -16528, -107832, -89148, 0, -78000, 2646, 17632, -189864, 0, -33248, 233848, -36816, -30128, 0, 1620, 101584, 18448, -22488, 0, -67550, -74736, 67436, 98032, 0, -135280, 34928, 168, -9732, 0, -214968, 153200, -236336, 61992, 0, -131468, 103128, 7296, -167856, 0, 212996, -29736, -14688, -174760, 0, 102408, -99260, -161944, -54936, 0, 278608, 18648, -138972, -394704, 0, 1960, 128556, 19920, 113800, 0, 14940, -45480, 112952, 105504, 0, -92072, 102120, -104968, 476576, 0, 35172, -81932, 30624, -233584, 0, -103200, 2996, 19832, -98532, 0, 201624, -182880, -152128, -101668, 0, 182576, 35672, -68076, 495588, 0, -38472, -89064, 187270, -165552, 0, -67168, -1944, -26880, 463788, 0, 186780, -131592, 110688, 210792, 0, 53568, 123944, -100928, 117696, 0, 445024, 38808, 183984, 146816, 0, 303688, 524792, -87552, -40572, 0, -60816, 3248, 189432, 21600, 0], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 368360
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '105.4.a.g', 'target_level': 105, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 368361
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '315.4.a.g', 'target_level': 315, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 368362
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '525.4.a.i', 'target_level': 525, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 368363
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '525.4.d.j', 'target_level': 525, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 368364
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '735.4.a.q', 'target_level': 735, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 368365
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '1575.4.a.y', 'target_level': 1575, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 368366
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '1680.4.a.y', 'target_level': 1680, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 368367
    {'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '525.4.a.i', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '2205.4.a.v', 'target_level': 2205, 'twist_class_label': '105.4.a.g', 'twist_class_level': 105, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 988700
    {'charpoly_factorization': [[[-8, 3, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 2}
  • id: 988701
    {'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 36028797086073357, 'p': 3}
  • id: 988702
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36028797086073357, 'p': 5}
  • id: 988703
    {'charpoly_factorization': [[[7, 1], 2]], 'hecke_orbit_code': 36028797086073357, 'p': 7}
  • id: 988704
    {'charpoly_factorization': [[[920, -62, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 11}
  • id: 988705
    {'charpoly_factorization': [[[-1016, -6, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 13}
  • id: 988706
    {'charpoly_factorization': [[[-1076, 40, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 17}
  • id: 988707
    {'charpoly_factorization': [[[3680, 122, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 19}
  • id: 988708
    {'charpoly_factorization': [[[-23552, 16, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 23}
  • id: 988709
    {'charpoly_factorization': [[[29500, -352, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 29}
  • id: 988710
    {'charpoly_factorization': [[[-13712, -66, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 31}
  • id: 988711
    {'charpoly_factorization': [[[-56764, -188, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 37}
  • id: 988712
    {'charpoly_factorization': [[[-119492, -16, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 41}
  • id: 988713
    {'charpoly_factorization': [[[-63296, -396, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 43}
  • id: 988714
    {'charpoly_factorization': [[[-192064, -188, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 47}
  • id: 988715
    {'charpoly_factorization': [[[206600, 982, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 53}
  • id: 988716
    {'charpoly_factorization': [[[7360, -516, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 59}
  • id: 988717
    {'charpoly_factorization': [[[121276, 880, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 61}
  • id: 988718
    {'charpoly_factorization': [[[-501152, -356, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 67}
  • id: 988719
    {'charpoly_factorization': [[[-51784, -310, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 71}
  • id: 988720
    {'charpoly_factorization': [[[11768, 326, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 73}
  • id: 988721
    {'charpoly_factorization': [[[838400, -1832, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 79}
  • id: 988722
    {'charpoly_factorization': [[[-398704, -680, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 83}
  • id: 988723
    {'charpoly_factorization': [[[-998780, -796, 1], 1]], 'hecke_orbit_code': 36028797086073357, 'p': 89}
  • id: 988724
    {'charpoly_factorization': [[[-679936, -670, 1], 1]], 'hecke_orbit_code': 36028797086073357, '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': '525.4.a.i', 'level': 525, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51584497
    {'hecke_orbit_code': 36028797086073357, 'n': 1, 'trace_an': 2}
  • id: 51584498
    {'hecke_orbit_code': 36028797086073357, 'n': 2, 'trace_an': -3}
  • id: 51584499
    {'hecke_orbit_code': 36028797086073357, 'n': 3, 'trace_an': -6}
  • id: 51584500
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  • id: 51584502
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  • id: 51584504
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  • id: 51584505
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  • id: 51584506
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  • id: 51584507
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  • id: 51584508
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  • id: 51584509
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  • id: 51584510
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  • id: 51584511
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  • id: 51584512
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  • id: 51584513
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  • id: 51584514
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  • id: 51584515
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  • id: 51584516
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  • id: 51584517
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  • id: 51584518
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  • id: 51584519
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  • id: 51584520
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  • id: 51584521
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  • id: 51584522
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  • id: 51584523
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  • id: 51584524
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  • id: 51584525
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  • id: 51584526
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  • id: 51584527
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  • id: 51584528
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  • id: 51584529
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  • id: 51584530
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  • id: 51584531
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  • id: 51584532
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  • id: 51584533
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  • id: 51584534
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  • id: 51584535
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  • id: 51584536
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  • id: 51584537
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  • id: 51584538
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  • id: 51584539
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  • id: 51584540
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  • id: 51584541
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  • id: 51584542
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  • id: 51584543
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  • id: 51584544
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  • id: 51584545
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  • id: 51584546
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  • id: 51584547
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  • id: 51584548
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  • id: 51584549
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  • id: 51584550
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  • id: 51584551
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  • id: 51584552
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  • id: 51584553
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  • id: 51584554
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  • id: 51584555
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  • id: 51584556
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  • id: 51584557
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  • id: 51584558
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  • id: 51584559
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  • id: 51584560
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  • id: 51584561
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  • id: 51584562
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  • id: 51584563
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  • id: 51584564
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  • id: 51584565
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  • id: 51584566
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  • id: 51584567
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  • id: 51584568
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  • id: 51584569
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  • id: 51584570
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  • id: 51584571
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  • id: 51584572
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  • id: 51584573
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  • id: 51584574
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  • id: 51584575
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  • id: 51584576
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  • id: 51584577
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  • id: 51584578
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  • id: 51584579
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  • id: 51584580
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  • id: 51584581
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  • id: 51584582
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  • id: 51584583
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  • id: 51584584
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  • id: 51584585
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  • id: 51584586
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  • id: 51584587
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  • id: 51584588
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  • id: 51584589
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  • id: 51584590
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  • id: 51584591
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  • id: 51584592
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  • id: 51584593
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  • id: 51584594
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  • id: 51584595
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  • id: 51584596
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  • id: 51584597
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  • id: 51584598
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  • id: 51584599
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  • id: 51584600
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  • id: 51584601
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  • id: 51584602
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  • id: 51584603
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  • id: 51584604
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  • id: 51584605
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  • id: 51584606
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  • id: 51584607
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  • id: 51584608
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  • id: 51584609
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  • id: 51584610
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  • id: 51584611
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  • id: 51584612
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  • id: 51584613
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  • id: 51584614
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  • id: 51584615
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  • id: 51584616
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  • id: 51584617
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  • id: 51584618
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  • id: 51584619
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  • id: 51584620
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  • id: 51584621
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  • id: 51584622
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  • id: 51584623
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  • id: 51584624
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  • id: 51584625
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  • id: 51584626
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  • id: 51584627
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  • id: 51584628
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  • id: 51584629
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  • id: 51584630
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  • id: 51584631
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  • id: 51584632
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  • id: 51584633
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  • id: 51584634
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  • id: 51584635
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  • id: 51584636
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  • id: 51584637
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  • id: 51584638
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  • id: 51584639
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  • id: 51584640
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  • id: 51584641
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  • id: 51584642
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  • id: 51584643
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  • id: 51584644
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  • id: 51584645
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  • id: 51584646
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  • id: 51584647
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  • id: 51584648
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  • id: 51584649
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  • id: 51584650
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  • id: 51584651
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  • id: 51584652
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  • id: 51584653
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  • id: 51584654
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  • id: 51584655
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  • id: 51584656
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  • id: 51584657
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  • id: 51584658
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  • id: 51584659
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  • id: 51584660
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  • id: 51584661
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  • id: 51584662
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  • id: 51584663
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  • id: 51584664
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  • id: 51584665
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  • id: 51584666
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  • id: 51584667
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  • id: 51584668
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  • id: 51584669
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  • id: 51584670
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  • id: 51584671
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  • id: 51584672
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  • id: 51584673
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  • id: 51584675
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  • id: 51584676
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  • id: 51584677
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  • id: 51584678
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  • id: 51584679
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  • id: 51584680
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  • id: 51584681
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  • id: 51584682
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  • id: 51584683
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  • id: 51584684
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  • id: 51584685
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  • id: 51584686
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  • id: 51584688
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  • id: 51584689
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  • id: 51584690
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  • id: 51584691
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  • id: 51584692
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  • id: 51584693
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  • id: 51584694
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  • id: 51584695
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  • id: 51584696
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  • id: 51584697
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  • id: 51584698
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  • id: 51584699
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  • id: 51584700
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  • id: 51584701
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  • id: 51584702
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  • id: 51584703
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  • id: 51584704
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  • id: 51584705
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  • id: 51584706
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  • id: 51584707
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  • id: 51584708
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  • id: 51584709
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  • id: 51584710
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  • id: 51584711
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  • id: 51584712
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  • id: 51584713
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  • id: 51584714
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  • id: 51584715
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  • id: 51584716
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  • id: 51584717
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  • id: 51584718
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  • id: 51584719
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  • id: 51584720
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  • id: 51584721
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  • id: 51584722
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  • id: 51584723
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  • id: 51584724
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  • id: 51584725
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  • id: 51584726
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  • id: 51584727
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  • id: 51584728
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  • id: 51584729
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  • id: 51584730
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  • id: 51584731
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  • id: 51584732
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  • id: 51584733
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  • id: 51584734
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  • id: 51584735
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  • id: 51584736
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  • id: 51584737
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  • id: 51584738
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  • id: 51584739
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  • id: 51584740
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  • id: 51584741
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  • id: 51584742
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  • id: 51584743
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  • id: 51584744
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  • id: 51584745
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  • id: 51584746
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  • id: 51584747
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  • id: 51584748
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  • id: 51584749
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  • id: 51584750
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  • id: 51584751
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  • id: 51584752
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  • id: 51584753
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  • id: 51584754
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