Embedded newform data - 819.2.r.a.781.19

Formats: - HTML - YAML - JSON - 2024-06-01T21:21:02.887223

• 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': 3276, 'analytic_conductor': 6.539747925542864, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 63, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 18, 'char_orbit_label': 'r', 'char_order': 3, 'char_parity': 1, 'char_values': [819, 3, [92, 703, 379], [1, 1, 3]], 'cm_discs': [], 'conrey_index': 625, 'dim': 96, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-709, 4320, 555093, -700274, -21318765, 22706769, 326619615, -289605779, -2702919372, 1804290386, 13950533345, -6095249459, -48343339662, 10807399241, 117308519952, -5024907121, -205214216998, -21128517512, 265114994446, 58217144161, -258065966568, -81281741150, 192255989946, 76230848238, -110812205640, -52173277554, 49701067083, 27055683524, -17348320245, -10839103740, 4678641246, 3386241569, -956727912, -826770140, 142178962, 157097681, -13721592, -22973045, 480744, 2533588, 81769, -203674, -15400, 11255, 1254, -382, -54, 6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 1168264659763, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 63, 8, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '819.2.r.a', 'level': 819, '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, 7, 13], 'level_radical': 273, 'minimal_twist': '819.2.q.b', 'prim_orbit_index': 8, 'related_objects': [], 'relative_dim': 48, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '819.2.r', 'trace_display': [-12, 0, -4, 0], 'traces': [96, -12, 0, 96, -4, 6, 0, -36, -8, 0, 20, -15, 48, 7, 0, 96, -3, 5, 0, -12, 0, 0, 29, -2, -48, -6, 0, 30, 10, 39, -18, -134, 0, 0, -16, -48, -6, -15, 0, 0, -12, -85, 0, 29, -13, -6, 30, -86, 6, 2, 5, 48, 50, 19, -36, 22, 55, 6, 70, -35, 12, -38, 70, 96, -8, -71, 0, 9, 50, 0, -58, 6, 0, 80, -34, 0, 1, 3, -12, -60, -24, -30, -34, 76, 27, 50, 20, 0, -29, -43, 0, 63, 25, 24, -132, -4, 0, -64, -67, -48, -10, 41, -12, -18, -138, 0, 114, 42, -6, -12, -80, 30, 26, -36, -6, 120, -10, -24, 27, 92, -48, 86, 14, -54, 42, 104, 0, -280, -80, 0, 4, 235, -51, -56, -26, -15, 95, -129, -27, 14, -64, 48, -20, -43, 36, 6, -2, -63, 68, 60, 30, 11, 2, 12, 84, 0, 0, -320, 36, -30, 16, 65, 6, -72, 74, -6, -5, -256, -48, 93, 21, -24, 44, -101, -105, 33, 28, -33, 94, -81, 36, 8, 34, -72, -8, -135, 66, -80, 96, 24, -260, -109, 18, 6, 9, 57, -108, -171, 18, 123, -28, 12, -89, -24, 78, -44, -106, 48, 56, 129, -24, 107, 213, -96, -109, -118, 27, 36, 129, -132, -6, 43, 21, -24, 12, -81, -78, 135, 27, 142, -215, -6, 77, -5, -9, 26, -39, -21, 98, -125, 57, 96, -30, -96, 113, -144, 0, 0, -10, -6, -2, 263, 24, -232, -94, 48, 0, 446, 60, -24, -135, -63, 124, -210, -45, 50, -35, -60, 30, 18, -18, 92, 33, 78, 180, 110, -9, 118, 14, -132, 80, 217, 12, -356, 132, 0, -1, 239, -93, -159, 154, 24, 13, -373, 18, 133, 96, 9, 58, -323, 138, 83, -9, -90, 147, -57, 24, 161, 20, 24, 208, -16, -72, -154, 275, -6, -292, 119, 78, 35, 124, -27, -248, -237, 48, 96, -111, -75, -151, 16, 0, -257, 35, 93, 100, 125, -54, 6, 36, 117, -26, -335, -54, -61, 262, 78, -348, 144, -36, 126, 27, 39, -70, 62, -9, 36, -231, -36, 129, -101, -36, -8, -21, 15, 26, 4, -60, 265, 141, 156, 11, -204, -69, 214, -83, 138, 20, 234, 0, -364, -200, -294, -49, 476, 24, 174, -203, 66, 122, 3, 60, -360, -1, 78, -68, 29, -6, 194, 48, -150, 223, 115, -9, 60, -139, 147, 178, 340, -192, -506, 170, 75, 102, 333, 54, -67, 175, 42, 49, -434, 36, 71, -109, 30, 60, -302, 21, 103, 0, 168, 89, 199, -12, 128, -184, 90, 66, -263, 12, -552, 218, 0, -472, -115, 0, 150, 157, 9, -14, -413, -30, 247, -103, -81, -11, -141, -72, -224, -38, -96, 24, 156, 141, 298, 246, -21, 22, -63, -222, -7, 225, 0, -122, 441, 15, 125, 62, -21, -100, 283, 6, 211, -353, -42, 143, -204, -30, 56, -51, 3, 192, -112, -30, 15, 26, -198, 144, -148, 12, 776, -114, -174, -190, 304, -108, -100, 0, 366, -168, 705, -15, -464, -44, -30, 170, -303, -45, -176, 43, 0, 43, 172, -57, 202, 80, -57, 140, 224, 15, 278, -130, -153, 12, 603, 192, -328, 18, -114, 243, 568, 18, -66, 162, -30, 176, -68, -96, 240, -250, 30, -34, -426, -123, -34, 58, -180, 47, 151, 0, 405, -75, -183, 50, -484, -24, -90, 270, 126, -274, 127, -12, -29, 235, -9, -402, -646, 18, 424, -407, 186, -163, -188, 126, -246, 22, 9, -71, 208, -60, -8, 119, -114, -32, -56, 177, -37, 117, -12, -218, 195, -63, 384, 42, -18, -171, 25, 51, 400, -289, 30, 15, 103, 75, -112, -137, 39, 149, -16, 183, 300, 118, -210, -141, -79, 96, 470, -160, -144, -246, -93, 168, -644, 98, -258, -103, 203, 12, -104, -332, -246, 64, -315, -15, -440, -16, -72, 85, 165, -117, -2, 25, 120, 266, 0, 24, -91, -79, -171, 92, 869, 288, -618, 28, -21, 205, 351, -99, -153, 107, 36, -115, -451, 18, 289, -322, -48, -8, -156, 78, 205, -102, -108, 350, 286, -102, 206, 3, -18, 100, -365, -72, -534, 220, 60, -172, -79, 144, 126, 241, -267, -338, 8, 24, 219, -233, 6, -425, -30, 114, -244, -8, 120, 52, 330, -18, 274, 380, 108, 72, -258, -114, -15, 128, -24, -168, 334, 54, 32, -110, 180, 12, 179, 18, 285, -528, -186, 364, -190, -9, -376, 8, -225, 104, -3, -108, 233, -118, 336, 85, -606, -135, 330, -250, 12, -338, 13, 72, -146, -266, -432, -62, 271, 36, -228, -283, 72, 35, -367, 96, -918, -111, 228, -134, 234, 183, 294, -65, -174, 237, -1, -114, 41, -122, 342, 232, 555, -72, -600, 330, 330, -139, 198, 6, -84, -119, 111, 134, -95, 120, 302, -440, 48, -252, -384, 102, -19, -58, 189, 42, 579, 6, -211, -43, 168, -112, -692, 48, -560, -13, 168, -450, 400, 96, 170, 176, 120, -608, -774, -54, 195, -267, 48, -223, 23, -30, -160, 349, -81, 107, 827, 120, 219, -125, -120, -4, -158, -18, 276, 412, 246, -692, 258, -81, -30, -258, -264, -64, -31, -75, 26, -388, 60, 155, -484, -42, -162, -361, 36, -23, 163, 0, 243, 175, 126, 22, 37, 0, 512, -199, -372, -378, 100, -72, 18, -304, 456, -13, 604, -48, 640, -283, 63, 202, -743, -144, -508, 16, -60, -203, 678, -18, 313, 244, -246, 263, -282, 162, -47, 85, -9, 210, 654, 216, -276, -1, 12, 214, 374, 42, -33, -135, 6, -29, -392, -156, 297, 91, -39, 226, -462, -84, -165, -249, -285, 314, -48, 270, 297, 255, -279, -70, -357, 234, -574, 427, -84, -1076, 294, 0, 143, 519, 96, -384, -569, 18, 378, -137, 96, -285, -208, -42, -80, 82, 9, 203, -38, -96, 241, 240, 48, -47, -51, 192, -229, -8, -354, -284, -410, 54, 995, -100, 108, -89, -267, 90, 433, -553, 0, 409, -63, 48, -370, -153, -186, 328, 416, 168, 396, -89, -294], 'weight': 2, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.6504877367271724, 0.0], [-0.7167789198946327, -0.6973004947615365], [-0.5768657043675608, 0.0], [-0.5258606194006447, 0.9108173105015567], [0.46625589733600686, 0.45358542065616947], [-0.26751962260546985, 0.9635524124410809], [1.0257318031567533, 0.0], [0.027544040010632678, 0.9996205909543344], [0.34206588414787437, -0.5924754908800879], [-0.13426611166659808, -0.23255572714126424], [0.41348517650083677, 0.4022487410664624], [0.1386750490563073, 0.2401922307076307], [0.1740182338387394, -0.6267790279868057], [1.0120391680392242, -0.2861717779589625], [-0.0903602547569571, 0.0], [-0.5314673768793283, 0.9205284993203534], [-0.017917060246839134, -0.6502409357957636], [-0.17878259466967406, -0.3096605374768682], [0.30335095660971473, -0.5254192693726478], [0.8636380000656063, -0.504112492250172], [0.08733845909716319, 0.15127464861106285], [0.5750324613645007, -0.9959854390847027], [-0.7352229339682717, -0.715243293833847], [-0.05305878207285937, -0.09190050633791715], [-0.09020641880116693, -0.15624210053245755], [0.6772929453979211, -0.735713440215828], [0.15432289552644843, -0.5558403410978866], [-0.9490009712027643, 1.6437178985553969], [-0.6583190678970855, 0.18615123215971643], [0.7223865207400638, 0.0], [-0.9669535655498095, 0.0], [-0.06592210509639614, 0.26031486901045287], [0.3457130111305614, -0.5987925001157571], [-0.7369421823817329, -0.7503557715991578], [-0.0158892120418619, -0.5766468363011895], [0.12571183494478164, 0.21773928523707445], [0.11629588537288772, 0.20143038217704776], [0.06808680943139288, -0.2688629080117414], [-0.5393919613469503, 0.934254282247146], [-0.6345761394474632, -1.099118114793919], [-0.5617859280142579, 0.32791899413970865], [0.2726946352501967, -0.47232096320480366], [0.07745351507924567, 0.13415342334205568], [-0.9249560641157909, -0.500573514682053], [-0.3740515643376493, 0.6478763140834273], [-1.6677667765224409, 0.0], [0.06476832580609555, 0.06300825034880467], [-0.8568665030420539, -0.5155383554736561], [0.034514087064074564, 0.05978015237183289], [1.022829590376976, -0.28922295862749847], [-0.07999687985207275, -0.13855866035077305], [0.32143324362018594, -0.5567387091918267], [-0.44057075515317407, 0.4785725706057558], [0.2824210425820535, 0.0], [-0.2744033848749227, 0.9883463534492295], [-0.08777885088745464, 0.346623337304576], [0.6173134939095747, -1.069218335649244], [-1.113488339948205, 0.0], [-0.5838106875185073, 0.16508268426241413], [-0.06435362547707667, 0.0], [-0.46990357291842066, 0.0], [-0.9705554031285023, -0.24087799704014154], [0.7193516911317223, 0.0], [-0.2916949887686581, 0.0], [0.04288152094444552, -0.16933162997903983], [-0.6758684825301214, 0.0], [0.3065853027118736, -0.5310213211508494], [-1.1066722860102485, 0.3129309474445042], [0.47937185231627655, 0.4880972276077073], [0.2333747151829076, 0.0], [0.028252797826328013, 1.0253426312322087], [-0.24824552619613832, 0.4299738641233823], [-0.08177400699305087, -0.14163673485045677], [-0.026050852033156505, 0.10287026066151149], [0.10313354740278165, 0.17863254406643106], [0.2599984514357071, -0.0671592154458625], [-0.04428963456800105, 0.17489202452244362], [0.18964900813727945, 0.0], [0.04751689953569351, -0.08230168421396715], [-0.9984826517197853, 0.055067179105396935], [0.4127839967302469, 0.7149628548881329], [-0.7908931011699866, 1.3698670345821289], [-0.49820314322643755, 0.290805207922382], [-0.5589555279939988, -0.968139373657094], [-0.17738451610154227, 0.3072389943638908], [1.8263891950287463, -0.5164434931891466], [-0.1377210208226256, -0.23853980533503888], [-0.11183077809250568, -0.19369658950618038], [0.6016725767187543, 0.3256169326310947], [-0.2685361001362806, 0.06936454315191881], [-0.3317165058592449, 0.5745498418574314], [-0.5177914300825046, -0.5037204783211114], [1.0848618358488544, 0.0], [0.37605890388419677, 0.0], [0.6930919323030564, 0.674257199669314], [0.8869216118642448, -1.5361932940797556], [0.5573811522411525, 0.335351378048107], [0.22876926224294866, -0.14062069414238618], [0.03060779169334493, 0.05301425032035806], [-0.06502934551398391, -0.1126341304131714], [-0.6653381053018999, 0.1881359877671381], [0.7965529451394838, -1.3796701719002105], [0.14224340812137728, 0.2463728099079809], [0.005001170729104718, 1.051709347888977], [-0.20908838315136857, 0.3621517028905988], [-0.7510566588494104, -1.300868292490104], [-0.39070707201015165, 0.42440785190278496], [0.6082573714569756, -1.053532671441777], [-0.18371142479332842, 0.0], [0.06172211805514241, -0.24372985439523642], [0.024173141251115277, -0.08706684145985667], [0.0397775258512123, 0.06889669577368417], [0.05709906604629232, -0.22547423018007293], [0.6047738526172273, 1.0474990398222097], [0.5474461136983819, -0.9482044833317259], [-0.23628142850291825, 0.1452382989011413], [0.7243105101250042, 0.0], [-0.7447995041510176, -0.7583561098615704], [1.0380807606981337, -0.2935354938184206], [0.46394522251586523, -0.8035766973263269], 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[-0.5017577505473215, -0.8690699170394315], [-0.8780498636196755, 0.24828395831309205], [-0.3114748703733927, -0.5394903007676461], [0.5968804657740783, -1.0338272927660799], [0.24533745757303194, 0.05498539526398658], [-0.9643060005780607, 0.0]], 'angles': [-0.3027231953613802, None, 0.17146166059568754, None, -0.10476718009589003, None, 0.17251292578880628, -0.1119412706128528, -0.3191613735662843, 0.28228526622878597, -0.19118473244029402, -0.06327259667148043, -0.47392068164593637, -0.3727092320288033, -0.40694374264158084, -0.3645843790393098, -0.3439748141631358, -0.25512198289819993, -0.30486407434328083, -0.23138622546334456, -0.45659365478168085, -0.23488550267303437, 0.22852514355343154, -0.10116906301081649, -0.24308630254302122, -0.09369038355942433, -0.2699939381797206, -0.44810557771953746, -0.31260109456470586, -0.07700087279663956, -0.12425166009201012, -0.39286382121375624, -0.06296782615907802, 0.06281967493769507, -0.3418309945971918, -0.0644164444557913, 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-0.2800721578761609, -0.37908004628304465, -0.3252223776646098, -0.06637253854115482, 0.19261981965975394, -0.1536628443522746, -0.4869407165872371, -0.058202385131322296, -0.3562244374260638, -0.20700168053349385, -0.12393702466781487, 0.2228199847278151, -0.4229300071762949, -0.4338333218679933, -0.23642324390691694, -0.27251577212245176, -0.36411463285991547, 0.19234550071158918, -0.38813161639952304, -0.07078022589424529, -0.41910237799487626, -0.066215913623346, -0.3766636624000485, -0.23356100833225701, -0.4248623622509781, 0.20374171844055522, 0.03650903912418443, -0.4238010597334509, -0.0008571155769431074, -0.09179939823368984, -0.22769160108800288, -0.25128914918122086, -0.3965449133609203, -0.45324604793092316, -0.14449769370330476, -0.4746062357717658, -0.26790551991968664, -0.07008986834454078, -0.39431469834329247, -0.13374482089754028], 'char_orbit_index': 18, 'conrey_index': 781, 'dual_conrey_index': 625, 'dual_embedding_index': 19, 'dual_embedding_m': 19, 'embedding_index': 19, 'embedding_m': 67, 'hecke_orbit': 1, 'hecke_orbit_code': 1168264659763, 'label': '819.2.r.a.781.19', 'level': 819, 'weight': 2}
• mf_newspaces •

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

  
  {'Nk2': 3276, 'analytic_conductor': 6.539747925542864, 'char_conductor': 63, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 18, 'char_orbit_label': 'r', 'char_order': 3, 'char_parity': 1, 'char_values': [819, 3, [92, 703, 379], [1, 1, 3]], 'conrey_index': 625, 'cusp_dim': 216, 'dim': 192, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 1168264659763, 'hecke_orbit_dims': [96, 96], 'label': '819.2.r', 'level': 819, '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, 7, 13], 'level_radical': 273, 'mf_dim': 232, 'mf_new_dim': 192, 'num_forms': 2, 'prim_orbit_index': 8, 'relative_dim': 96, 'sturm_bound': 224, 'trace_bound': 2, 'trace_display': [0, 0, -8, 0], 'traces': [192, 0, 0, 192, -8, -8, 0, 0, -8, 0, 0, 10, 0, 14, 6, 192, -6, 10, 0, -24, -28, 0, -6, -44, -96, -12, 0, 0, -12, -10, 0, -80, -12, 0, -24, 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214, -348, 16, 664, 0, 296, -226, 120, -268, -168, -144, 104, -216, -336, 38, 36, 210, 1048, 72, -66, -40, -586, -36, 48, -8, 0, -198, 748, 36, 72, 202, -186, 6, -660, 84, -130, 218, 18, 12, -110, 384, 336, -456, 168, -12, 148, -24, 570, -96, 12, -80, 548, 12, 246, 298, -78, -4, 56, 6, -434, -230, -318, 144, -140, 156, -76, 282, -54, -332, -316, -252, 132, 138, -168, -620, 324, 0, 326, 336, -48, -240, -34, 36, 88, -254, 180, -230, -630, 396, -104, -228, -204, 22, -504, -12, -356, 80, 216, -106, 442, -84, -98, -92, -180, 360, -356, 0, 1190, 194, 276, -214, -206, 96, 76, -118, 0, 334, 410, -12, -1028, 712, -336, 116, 502, 180, 248, -140, 60], 'weight': 2, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 14635651
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 781, 'source_dim': 96, 'source_embedding_index': 19, 'source_hecke_orbit_code': 1168264659763, 'source_is_minimal': True, 'source_label': '819.2.r.a.781.19', 'source_level': 819, 'target_conrey_index': 781, 'target_dim': 96, 'target_embedding_index': 19, 'target_hecke_orbit_code': 1168264659763, 'target_is_minimal': True, 'target_label': '819.2.r.a.781.19', 'target_level': 819, 'twist_class_label': '819.2.q.b.79.30', 'twist_class_level': 819, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 14635652
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 781, 'source_dim': 96, 'source_embedding_index': 19, 'source_hecke_orbit_code': 1168264659763, 'source_is_minimal': True, 'source_label': '819.2.r.a.781.19', 'source_level': 819, 'target_conrey_index': 79, 'target_dim': 96, 'target_embedding_index': 30, 'target_hecke_orbit_code': 4504699172553523, 'target_is_minimal': True, 'target_label': '819.2.q.b.79.30', 'target_level': 819, 'twist_class_label': '819.2.q.b.79.30', 'twist_class_level': 819, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2}
  • id: 14635653
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 781, 'source_dim': 96, 'source_embedding_index': 19, 'source_hecke_orbit_code': 1168264659763, 'source_is_minimal': True, 'source_label': '819.2.r.a.781.19', 'source_level': 819, 'target_conrey_index': 508, 'target_dim': 96, 'target_embedding_index': 30, 'target_hecke_orbit_code': 4504699172553523, 'target_is_minimal': True, 'target_label': '819.2.q.b.508.30', 'target_level': 819, 'twist_class_label': '819.2.q.b.79.30', 'twist_class_level': 819, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 2}
  • id: 14635654
    {'conductor': 63, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 781, 'source_dim': 96, 'source_embedding_index': 19, 'source_hecke_orbit_code': 1168264659763, 'source_is_minimal': True, 'source_label': '819.2.r.a.781.19', 'source_level': 819, 'target_conrey_index': 625, 'target_dim': 96, 'target_embedding_index': 19, 'target_hecke_orbit_code': 1168264659763, 'target_is_minimal': True, 'target_label': '819.2.r.a.625.19', 'target_level': 819, 'twist_class_label': '819.2.q.b.79.30', 'twist_class_level': 819, 'twisting_char_label': '63.58', 'twisting_conrey_index': 58, 'weight': 2}
• hecke_orbit_code 1168264659763 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 18, 'hecke_orbit': 1, 'label': '819.2.r.a', 'level': 819, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12410640
    {'hecke_orbit_code': 1168264659763, 'n': 1, 'trace_an': 96}
  • id: 12410641
    {'hecke_orbit_code': 1168264659763, 'n': 2, 'trace_an': -12}
  • id: 12410642
    {'hecke_orbit_code': 1168264659763, 'n': 3, 'trace_an': 0}
  • id: 12410643
    {'hecke_orbit_code': 1168264659763, 'n': 4, 'trace_an': 96}
  • id: 12410644
    {'hecke_orbit_code': 1168264659763, 'n': 5, 'trace_an': -4}
  • id: 12410645
    {'hecke_orbit_code': 1168264659763, 'n': 6, 'trace_an': 6}
  • id: 12410646
    {'hecke_orbit_code': 1168264659763, 'n': 7, 'trace_an': 0}
  • id: 12410647
    {'hecke_orbit_code': 1168264659763, 'n': 8, 'trace_an': -36}
  • id: 12410648
    {'hecke_orbit_code': 1168264659763, 'n': 9, 'trace_an': -8}
  • id: 12410649
    {'hecke_orbit_code': 1168264659763, 'n': 10, 'trace_an': 0}
  • id: 12410650
    {'hecke_orbit_code': 1168264659763, 'n': 11, 'trace_an': 20}
  • id: 12410651
    {'hecke_orbit_code': 1168264659763, 'n': 12, 'trace_an': -15}
  • id: 12410652
    {'hecke_orbit_code': 1168264659763, 'n': 13, 'trace_an': 48}
  • id: 12410653
    {'hecke_orbit_code': 1168264659763, 'n': 14, 'trace_an': 7}
  • id: 12410654
    {'hecke_orbit_code': 1168264659763, 'n': 15, 'trace_an': 0}
  • id: 12410655
    {'hecke_orbit_code': 1168264659763, 'n': 16, 'trace_an': 96}
  • id: 12410656
    {'hecke_orbit_code': 1168264659763, 'n': 17, 'trace_an': -3}
  • id: 12410657
    {'hecke_orbit_code': 1168264659763, 'n': 18, 'trace_an': 5}
  • id: 12410658
    {'hecke_orbit_code': 1168264659763, 'n': 19, 'trace_an': 0}
  • id: 12410659
    {'hecke_orbit_code': 1168264659763, 'n': 20, 'trace_an': -12}
  • id: 12410660
    {'hecke_orbit_code': 1168264659763, 'n': 21, 'trace_an': 0}
  • id: 12410661
    {'hecke_orbit_code': 1168264659763, 'n': 22, 'trace_an': 0}
  • id: 12410662
    {'hecke_orbit_code': 1168264659763, 'n': 23, 'trace_an': 29}
  • id: 12410663
    {'hecke_orbit_code': 1168264659763, 'n': 24, 'trace_an': -2}
  • id: 12410664
    {'hecke_orbit_code': 1168264659763, 'n': 25, 'trace_an': -48}
  • id: 12410665
    {'hecke_orbit_code': 1168264659763, 'n': 26, 'trace_an': -6}
  • id: 12410666
    {'hecke_orbit_code': 1168264659763, 'n': 27, 'trace_an': 0}
  • id: 12410667
    {'hecke_orbit_code': 1168264659763, 'n': 28, 'trace_an': 30}
  • id: 12410668
    {'hecke_orbit_code': 1168264659763, 'n': 29, 'trace_an': 10}
  • id: 12410669
    {'hecke_orbit_code': 1168264659763, 'n': 30, 'trace_an': 39}
  • id: 12410670
    {'hecke_orbit_code': 1168264659763, 'n': 31, 'trace_an': -18}
  • id: 12410671
    {'hecke_orbit_code': 1168264659763, 'n': 32, 'trace_an': -134}
  • id: 12410672
    {'hecke_orbit_code': 1168264659763, 'n': 33, 'trace_an': 0}
  • id: 12410673
    {'hecke_orbit_code': 1168264659763, 'n': 34, 'trace_an': 0}
  • id: 12410674
    {'hecke_orbit_code': 1168264659763, 'n': 35, 'trace_an': -16}
  • id: 12410675
    {'hecke_orbit_code': 1168264659763, 'n': 36, 'trace_an': -48}
  • id: 12410676
    {'hecke_orbit_code': 1168264659763, 'n': 37, 'trace_an': -6}
  • id: 12410677
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  • id: 12410678
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  • id: 12410679
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  • id: 12410680
    {'hecke_orbit_code': 1168264659763, 'n': 41, 'trace_an': -12}
  • id: 12410681
    {'hecke_orbit_code': 1168264659763, 'n': 42, 'trace_an': -85}
  • id: 12410682
    {'hecke_orbit_code': 1168264659763, 'n': 43, 'trace_an': 0}
  • id: 12410683
    {'hecke_orbit_code': 1168264659763, 'n': 44, 'trace_an': 29}
  • id: 12410684
    {'hecke_orbit_code': 1168264659763, 'n': 45, 'trace_an': -13}
  • id: 12410685
    {'hecke_orbit_code': 1168264659763, 'n': 46, 'trace_an': -6}
  • id: 12410686
    {'hecke_orbit_code': 1168264659763, 'n': 47, 'trace_an': 30}
  • id: 12410687
    {'hecke_orbit_code': 1168264659763, 'n': 48, 'trace_an': -86}
  • id: 12410688
    {'hecke_orbit_code': 1168264659763, 'n': 49, 'trace_an': 6}
  • id: 12410689
    {'hecke_orbit_code': 1168264659763, 'n': 50, 'trace_an': 2}
  • id: 12410690
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  • id: 12410691
    {'hecke_orbit_code': 1168264659763, 'n': 52, 'trace_an': 48}
  • id: 12410692
    {'hecke_orbit_code': 1168264659763, 'n': 53, 'trace_an': 50}
  • id: 12410693
    {'hecke_orbit_code': 1168264659763, 'n': 54, 'trace_an': 19}
  • id: 12410694
    {'hecke_orbit_code': 1168264659763, 'n': 55, 'trace_an': -36}
  • id: 12410695
    {'hecke_orbit_code': 1168264659763, 'n': 56, 'trace_an': 22}
  • id: 12410696
    {'hecke_orbit_code': 1168264659763, 'n': 57, 'trace_an': 55}
  • id: 12410697
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  • id: 12410698
    {'hecke_orbit_code': 1168264659763, 'n': 59, 'trace_an': 70}
  • id: 12410699
    {'hecke_orbit_code': 1168264659763, 'n': 60, 'trace_an': -35}
  • id: 12410700
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  • id: 12410701
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  • id: 12410702
    {'hecke_orbit_code': 1168264659763, 'n': 63, 'trace_an': 70}
  • id: 12410703
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  • id: 12410704
    {'hecke_orbit_code': 1168264659763, 'n': 65, 'trace_an': -8}
  • id: 12410705
    {'hecke_orbit_code': 1168264659763, 'n': 66, 'trace_an': -71}
  • id: 12410706
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  • id: 12410707
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  • id: 12410708
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  • id: 12410709
    {'hecke_orbit_code': 1168264659763, 'n': 70, 'trace_an': 0}
  • id: 12410710
    {'hecke_orbit_code': 1168264659763, 'n': 71, 'trace_an': -58}
  • id: 12410711
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  • id: 12410712
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  • id: 12410713
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  • id: 12410714
    {'hecke_orbit_code': 1168264659763, 'n': 75, 'trace_an': -34}
  • id: 12410715
    {'hecke_orbit_code': 1168264659763, 'n': 76, 'trace_an': 0}
  • id: 12410716
    {'hecke_orbit_code': 1168264659763, 'n': 77, 'trace_an': 1}
  • id: 12410717
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  • id: 12410718
    {'hecke_orbit_code': 1168264659763, 'n': 79, 'trace_an': -12}
  • id: 12410719
    {'hecke_orbit_code': 1168264659763, 'n': 80, 'trace_an': -60}
  • id: 12410720
    {'hecke_orbit_code': 1168264659763, 'n': 81, 'trace_an': -24}
  • id: 12410721
    {'hecke_orbit_code': 1168264659763, 'n': 82, 'trace_an': -30}
  • id: 12410722
    {'hecke_orbit_code': 1168264659763, 'n': 83, 'trace_an': -34}
  • id: 12410723
    {'hecke_orbit_code': 1168264659763, 'n': 84, 'trace_an': 76}
  • id: 12410724
    {'hecke_orbit_code': 1168264659763, 'n': 85, 'trace_an': 27}
  • id: 12410725
    {'hecke_orbit_code': 1168264659763, 'n': 86, 'trace_an': 50}
  • id: 12410726
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  • id: 12410727
    {'hecke_orbit_code': 1168264659763, 'n': 88, 'trace_an': 0}
  • id: 12410728
    {'hecke_orbit_code': 1168264659763, 'n': 89, 'trace_an': -29}
  • id: 12410729
    {'hecke_orbit_code': 1168264659763, 'n': 90, 'trace_an': -43}
  • id: 12410730
    {'hecke_orbit_code': 1168264659763, 'n': 91, 'trace_an': 0}
  • id: 12410731
    {'hecke_orbit_code': 1168264659763, 'n': 92, 'trace_an': 63}
  • id: 12410732
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  • id: 12410733
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  • id: 12410734
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  • id: 12410735
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  • id: 12410736
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  • id: 12410737
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  • id: 12410738
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  • id: 12410739
    {'hecke_orbit_code': 1168264659763, 'n': 100, 'trace_an': -48}
  • id: 12410740
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  • id: 12410741
    {'hecke_orbit_code': 1168264659763, 'n': 103, 'trace_an': -12}
  • id: 12410742
    {'hecke_orbit_code': 1168264659763, 'n': 107, 'trace_an': 114}
  • id: 12410743
    {'hecke_orbit_code': 1168264659763, 'n': 109, 'trace_an': -6}
  • id: 12410744
    {'hecke_orbit_code': 1168264659763, 'n': 113, 'trace_an': 26}
  • id: 12410745
    {'hecke_orbit_code': 1168264659763, 'n': 121, 'trace_an': -48}
  • id: 12410746
    {'hecke_orbit_code': 1168264659763, 'n': 125, 'trace_an': 42}
  • id: 12410747
    {'hecke_orbit_code': 1168264659763, 'n': 127, 'trace_an': 0}
  • id: 12410748
    {'hecke_orbit_code': 1168264659763, 'n': 128, 'trace_an': -280}
  • id: 12410749
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  • id: 12410750
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  • id: 12410751
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  • id: 12410752
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  • id: 12410753
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  • id: 12410754
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  • id: 12410755
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  • id: 12410756
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  • id: 12410757
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  • id: 12410758
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  • id: 12410759
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  • id: 12410760
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  • id: 12410761
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  • id: 12410762
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  • id: 12410763
    {'hecke_orbit_code': 1168264659763, 'n': 197, 'trace_an': -108}
  • id: 12410764
    {'hecke_orbit_code': 1168264659763, 'n': 199, 'trace_an': 18}
  • id: 12410765
    {'hecke_orbit_code': 1168264659763, 'n': 211, 'trace_an': -24}
  • id: 12410766
    {'hecke_orbit_code': 1168264659763, 'n': 223, 'trace_an': 21}
  • id: 12410767
    {'hecke_orbit_code': 1168264659763, 'n': 227, 'trace_an': -78}
  • id: 12410768
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  • id: 12410769
    {'hecke_orbit_code': 1168264659763, 'n': 233, 'trace_an': 77}
  • id: 12410770
    {'hecke_orbit_code': 1168264659763, 'n': 239, 'trace_an': 98}
  • id: 12410771
    {'hecke_orbit_code': 1168264659763, 'n': 241, 'trace_an': 57}
  • id: 12410772
    {'hecke_orbit_code': 1168264659763, 'n': 243, 'trace_an': -30}
  • id: 12410773
    {'hecke_orbit_code': 1168264659763, 'n': 251, 'trace_an': -2}
  • id: 12410774
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  • id: 12410775
    {'hecke_orbit_code': 1168264659763, 'n': 257, 'trace_an': 0}
  • id: 12410776
    {'hecke_orbit_code': 1168264659763, 'n': 263, 'trace_an': 124}
  • id: 12410777
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  • id: 12410778
    {'hecke_orbit_code': 1168264659763, 'n': 271, 'trace_an': -18}
  • id: 12410779
    {'hecke_orbit_code': 1168264659763, 'n': 277, 'trace_an': -9}
  • id: 12410780
    {'hecke_orbit_code': 1168264659763, 'n': 281, 'trace_an': 80}
  • id: 12410781
    {'hecke_orbit_code': 1168264659763, 'n': 283, 'trace_an': 12}
  • id: 12410782
    {'hecke_orbit_code': 1168264659763, 'n': 289, 'trace_an': -93}
  • id: 12410783
    {'hecke_orbit_code': 1168264659763, 'n': 293, 'trace_an': 13}
  • id: 12410784
    {'hecke_orbit_code': 1168264659763, 'n': 307, 'trace_an': 24}
  • id: 12410785
    {'hecke_orbit_code': 1168264659763, 'n': 311, 'trace_an': 208}
  • id: 12410786
    {'hecke_orbit_code': 1168264659763, 'n': 313, 'trace_an': -72}
  • id: 12410787
    {'hecke_orbit_code': 1168264659763, 'n': 317, 'trace_an': -292}
  • id: 12410788
    {'hecke_orbit_code': 1168264659763, 'n': 331, 'trace_an': 0}
  • id: 12410789
    {'hecke_orbit_code': 1168264659763, 'n': 337, 'trace_an': -54}
  • id: 12410790
    {'hecke_orbit_code': 1168264659763, 'n': 343, 'trace_an': -54}
  • id: 12410791
    {'hecke_orbit_code': 1168264659763, 'n': 347, 'trace_an': -348}
  • id: 12410792
    {'hecke_orbit_code': 1168264659763, 'n': 349, 'trace_an': -36}
  • id: 12410793
    {'hecke_orbit_code': 1168264659763, 'n': 353, 'trace_an': -70}
  • id: 12410794
    {'hecke_orbit_code': 1168264659763, 'n': 359, 'trace_an': 129}
  • id: 12410795
    {'hecke_orbit_code': 1168264659763, 'n': 361, 'trace_an': -36}
  • id: 12410796
    {'hecke_orbit_code': 1168264659763, 'n': 367, 'trace_an': -60}
  • id: 12410797
    {'hecke_orbit_code': 1168264659763, 'n': 373, 'trace_an': -69}
  • id: 12410798
    {'hecke_orbit_code': 1168264659763, 'n': 379, 'trace_an': 0}
  • id: 12410799
    {'hecke_orbit_code': 1168264659763, 'n': 383, 'trace_an': -49}
  • id: 12410800
    {'hecke_orbit_code': 1168264659763, 'n': 389, 'trace_an': 122}
  • id: 12410801
    {'hecke_orbit_code': 1168264659763, 'n': 397, 'trace_an': -6}
  • id: 12410802
    {'hecke_orbit_code': 1168264659763, 'n': 401, 'trace_an': 223}
  • id: 12410803
    {'hecke_orbit_code': 1168264659763, 'n': 409, 'trace_an': -192}
  • id: 12410804
    {'hecke_orbit_code': 1168264659763, 'n': 419, 'trace_an': 49}
  • id: 12410805
    {'hecke_orbit_code': 1168264659763, 'n': 421, 'trace_an': 36}
  • id: 12410806
    {'hecke_orbit_code': 1168264659763, 'n': 431, 'trace_an': 89}
  • id: 12410807
    {'hecke_orbit_code': 1168264659763, 'n': 433, 'trace_an': -12}
  • id: 12410808
    {'hecke_orbit_code': 1168264659763, 'n': 439, 'trace_an': 12}
  • id: 12410809
    {'hecke_orbit_code': 1168264659763, 'n': 443, 'trace_an': -472}
  • id: 12410810
    {'hecke_orbit_code': 1168264659763, 'n': 449, 'trace_an': -14}
  • id: 12410811
    {'hecke_orbit_code': 1168264659763, 'n': 457, 'trace_an': -72}
  • id: 12410812
    {'hecke_orbit_code': 1168264659763, 'n': 461, 'trace_an': 24}
  • id: 12410813
    {'hecke_orbit_code': 1168264659763, 'n': 463, 'trace_an': 141}
  • id: 12410814
    {'hecke_orbit_code': 1168264659763, 'n': 467, 'trace_an': 22}
  • id: 12410815
    {'hecke_orbit_code': 1168264659763, 'n': 479, 'trace_an': -100}
  • id: 12410816
    {'hecke_orbit_code': 1168264659763, 'n': 487, 'trace_an': -30}
  • id: 12410817
    {'hecke_orbit_code': 1168264659763, 'n': 491, 'trace_an': 192}
  • id: 12410818
    {'hecke_orbit_code': 1168264659763, 'n': 499, 'trace_an': 12}
  • id: 12410819
    {'hecke_orbit_code': 1168264659763, 'n': 503, 'trace_an': -190}
  • id: 12410820
    {'hecke_orbit_code': 1168264659763, 'n': 509, 'trace_an': -168}
  • id: 12410821
    {'hecke_orbit_code': 1168264659763, 'n': 512, 'trace_an': -464}
  • id: 12410822
    {'hecke_orbit_code': 1168264659763, 'n': 521, 'trace_an': 43}
  • id: 12410823
    {'hecke_orbit_code': 1168264659763, 'n': 523, 'trace_an': -57}
  • id: 12410824
    {'hecke_orbit_code': 1168264659763, 'n': 529, 'trace_an': 15}
  • id: 12410825
    {'hecke_orbit_code': 1168264659763, 'n': 541, 'trace_an': 18}
  • id: 12410826
    {'hecke_orbit_code': 1168264659763, 'n': 547, 'trace_an': -96}
  • id: 12410827
    {'hecke_orbit_code': 1168264659763, 'n': 557, 'trace_an': 47}
  • id: 12410828
    {'hecke_orbit_code': 1168264659763, 'n': 563, 'trace_an': 50}
  • id: 12410829
    {'hecke_orbit_code': 1168264659763, 'n': 569, 'trace_an': -274}
  • id: 12410830
    {'hecke_orbit_code': 1168264659763, 'n': 571, 'trace_an': -12}
  • id: 12410831
    {'hecke_orbit_code': 1168264659763, 'n': 577, 'trace_an': 18}
  • id: 12410832
    {'hecke_orbit_code': 1168264659763, 'n': 587, 'trace_an': -71}
  • id: 12410833
    {'hecke_orbit_code': 1168264659763, 'n': 593, 'trace_an': -32}
  • id: 12410834
    {'hecke_orbit_code': 1168264659763, 'n': 599, 'trace_an': -218}
  • id: 12410835
    {'hecke_orbit_code': 1168264659763, 'n': 601, 'trace_an': -63}
  • id: 12410836
    {'hecke_orbit_code': 1168264659763, 'n': 607, 'trace_an': 51}
  • id: 12410837
    {'hecke_orbit_code': 1168264659763, 'n': 613, 'trace_an': 75}
  • id: 12410838
    {'hecke_orbit_code': 1168264659763, 'n': 617, 'trace_an': 149}
  • id: 12410839
    {'hecke_orbit_code': 1168264659763, 'n': 619, 'trace_an': 183}
  • id: 12410840
    {'hecke_orbit_code': 1168264659763, 'n': 625, 'trace_an': 96}
  • id: 12410841
    {'hecke_orbit_code': 1168264659763, 'n': 631, 'trace_an': 168}
  • id: 12410842
    {'hecke_orbit_code': 1168264659763, 'n': 641, 'trace_an': 64}
  • id: 12410843
    {'hecke_orbit_code': 1168264659763, 'n': 643, 'trace_an': -15}
  • id: 12410844
    {'hecke_orbit_code': 1168264659763, 'n': 647, 'trace_an': 85}
  • id: 12410845
    {'hecke_orbit_code': 1168264659763, 'n': 653, 'trace_an': 266}
  • id: 12410846
    {'hecke_orbit_code': 1168264659763, 'n': 659, 'trace_an': 92}
  • id: 12410847
    {'hecke_orbit_code': 1168264659763, 'n': 661, 'trace_an': 288}
  • id: 12410848
    {'hecke_orbit_code': 1168264659763, 'n': 673, 'trace_an': 18}
  • id: 12410849
    {'hecke_orbit_code': 1168264659763, 'n': 677, 'trace_an': -8}
  • id: 12410850
    {'hecke_orbit_code': 1168264659763, 'n': 683, 'trace_an': 350}
  • id: 12410851
    {'hecke_orbit_code': 1168264659763, 'n': 691, 'trace_an': -72}
  • id: 12410852
    {'hecke_orbit_code': 1168264659763, 'n': 701, 'trace_an': -338}
  • id: 12410853
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  • id: 12410854
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  • id: 12410855
    {'hecke_orbit_code': 1168264659763, 'n': 727, 'trace_an': 54}
  • id: 12410856
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  • id: 12410857
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  • id: 12410858
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  • id: 12410859
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  • id: 12410860
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  • id: 12410861
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  • id: 12410862
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  • id: 12410863
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  • id: 12410864
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  • id: 12410865
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  • id: 12410866
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  • id: 12410867
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  • id: 12410868
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  • id: 12410869
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  • id: 12410870
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  • id: 12410871
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  • id: 12410872
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  • id: 12410873
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  • id: 12410874
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  • id: 12410875
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  • id: 12410876
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  • id: 12410877
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  • id: 12410878
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  • id: 12410879
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  • id: 12410880
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  • id: 12410881
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  • id: 12410882
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  • id: 12410883
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  • id: 12410884
    {'hecke_orbit_code': 1168264659763, 'n': 911, 'trace_an': 210}
  • id: 12410885
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  • id: 12410886
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  • id: 12410887
    {'hecke_orbit_code': 1168264659763, 'n': 937, 'trace_an': 270}
  • id: 12410888
    {'hecke_orbit_code': 1168264659763, 'n': 941, 'trace_an': -70}
  • id: 12410889
    {'hecke_orbit_code': 1168264659763, 'n': 947, 'trace_an': -1076}
  • id: 12410890
    {'hecke_orbit_code': 1168264659763, 'n': 953, 'trace_an': -384}
  • id: 12410891
    {'hecke_orbit_code': 1168264659763, 'n': 961, 'trace_an': -42}
  • id: 12410892
    {'hecke_orbit_code': 1168264659763, 'n': 967, 'trace_an': -96}
  • id: 12410893
    {'hecke_orbit_code': 1168264659763, 'n': 971, 'trace_an': -47}
  • id: 12410894
    {'hecke_orbit_code': 1168264659763, 'n': 977, 'trace_an': -284}
  • id: 12410895
    {'hecke_orbit_code': 1168264659763, 'n': 983, 'trace_an': -89}
  • id: 12410896
    {'hecke_orbit_code': 1168264659763, 'n': 991, 'trace_an': 48}
  • id: 12410897
    {'hecke_orbit_code': 1168264659763, 'n': 997, 'trace_an': 168}