Embedded newform data - 294.6.e.i.67.1

Formats: - HTML - YAML - JSON - 2024-09-11T17:04:18.996917

• 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': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [676, 26, 1]], [11, [440896, 664, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36029071997534502, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '294.6.e.i', 'level': 294, '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': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.a.d', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+4\\zeta_{6}q^{2}+(-9+9\\zeta_{6})q^{3}+(-2^{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.e', 'trace_display': [4, -9, -26, 0], 'trace_hash': 1610978979783976928, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.913', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.180', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '100.759', 'prec': 24}], 'trace_zratio': 0, 'traces': [2, 4, -9, -16, -26, -72, 0, -128, -81, 104, -664, -144, 636, 0, 468, -256, -1582, 324, -236, 832, 0, -5312, -2212, 576, 2449, 1272, 1458, 0, -9908, 936, 7128, 1024, -5976, -12656, 0, 2592, -4358, 944, -2862, 1664, 21084, 0, -16904, -10624, -2106, 8848, -5352, 4608, 0, 19592, -14238, -5088, 33354, 2916, 34528, 0, 4248, -19816, 15436, -3744, 36762, 57024, 0, 8192, -8268, 23904, -40972, -25312, 39816, 0, -18184, 5184, 73454, 17432, 22041, 7552, 0, -22896, -89400, -6656, -6561, 42168, -12856, 0, 82264, -33808, 44586, 42496, 122658, -16848, 0, 70784, 64152, 21408, -6136, 9216, 42740, 0, 107568, 39184, 36814, 56952, -104528, -40704, 0, 266832, -214440, -11664, -28798, 69056, 78444, 0, -112028, 8496, -57512, 79264, -25758, 123488, 0, -29952, -279845, -147048, -94878, 114048, -289848, 0, 370800, 16384, 76068, 33072, -64532, 191232, 0, -327776, -18954, 101248, -152930, 79632, -686920, 0, 96336, -36368, -211152, -20736, 128804, 587632, 0, 139456, 174858, -88164, 452552, 15104, 256284, 0, -370656, -45792, 499066, 357600, 300186, -53248, 0, -52488, 475588, -168672, -155376, -25712, 240448, 0, -540338, 164528, -19116, 135232, -508874, 356688, 0, 339968, 138924, -490632, -487560, -33696, -1088820, 0, -661716, 141568, -113308, -256608, -1050448, 171264, 0, -49088, -376404, -36864, -844946, 85480, 148824, 0, -985588, 215136, 914776, -156736, -368748, 294512, 0, 455616, -274092, 418112, -179172, -81408, 313408, 0, 623560, 533664, 81828, 857760, 219752, -93312, 0, -230384, 661086, -276224, -503076, 156888, -2575520, 0, -396738, -224056, -1289052, -33984, -678214, -460096, 0, 634112, 1117310, 103032, -139152, 246976, 1609200, 0, -2523912, -59904, -948218, 1119380, -59049, -1176384, 0, -759024, -75048, -456192, 57852, -579696, -972792, 0, 2937536, 741600, -370188, -65536, 1039098, 608544, 0, 264576, 401274, 258128, -1351044, 382464, -1734408, 0, -2207844, -655552, 1118110, 75816, 190104, 809984, 0, -1223440, 1626136, -318528, 200506, -1373840, -1154736, 0, 2184740, 192672, -1812580, 145472, -55224, -1689216, 0, -165888, -1082867, -515216, -192330, 1175264, 4200612, 0, -802672, 278912, -484056, -699432, -703416, -705312, 0, 3620416, 331326, -60416, 955812, 512568, -3282088, 0, 1881504, -741312, 945232, 183168, -415354, 3992528, 0, 2860800, -1184814, -1200744, 3289456, -106496, 3859920, 0, 746704, -104976, 778782, -1902352, -259182, -1349376, 0, -1243008, -1371548, 102848, -352998, 480896, 2130544, 0, 1927044, -1080676, 504126, -658112, 4732992, -152928, 0, 1081856, -517608, 2035496, -2577312, 713376, -6135028, 0, 463644, 679936, 3101442, -555696, 236392, -3925056, 0, -3900480, 327508, 134784, 2420403, -2177640, 5037210, 0, -3819608, -1323432, 2867392, -566272, -853902, -906464, 0, -2052864, -3580294, 4201792, 1304316, 342528, -3150744, 0, 3284696, -98176, -1668600, 1505616, 2056976, -294912, 0, -6759568, 684612, -341920, -616142, 297648, 6998768, 0, 1161576, -1971176, -2324400, -860544, -2192118, 7318208, 0, -1253888, -3284538, 1474992, 2266704, 589024, 341172, 0, 5787424, 911232, 3612190, 1096368, -1376370, 3344896, 0, -1433376, 167128, 325632, 3091140, 626816, 10829784, 0, 7212588, 1247120, -433512, -2134656, 3874318, 654624, 0, 6862080, -1900368, -879008, 2782140, -186624, 12552388, 0, -2318472, -460768, -522032, -2644344, -641592, -2209792, 0, -4024608, -6055456, -627552, 3189108, -5151040, -3147444, 0, -10333628, -793476, -6999888, 896224, 4072968, -10312416, 0, -271872, 227798, 2712856, -1153278, -920192, 1170292, 0, -6829072, 1268224, 1667952, -4469240, -716300, 824256, 0, -1113216, 4491594, -987904, 5612128, 3218400, -1155928, 0, -5403348, -5047824, -5240920, 239616, -1385844, -7585744, 0, 8955040, -555620, 236196, -1117016, -2352768, -8560584, 0, 2689152, -1518048, 7837228, 300192, -1398384, -3649536, 0, 462816, 6546476, 2318784, -1082016, -1945584, -16441008, 0, -1914328, 5875072, 2431521, -2966400, 5110446, -2961504, 0, -524288, -172044, -4156392, -2717728, 1217088, 7107456, 0, 9159732, 529152, -9699990, -1605096, 3172948, 2065024, 0, -10808352, 11276496, -1529856, 1543399, -3468816, -2500632, 0, 6704712, -4415688, -5575440, 2622208, -4388040, 8944880, 0, 606528, 6625746, -760416, 4899690, 1619968, 1497496, 0, 7694136, -2446880, 2977722, -6504544, 1169144, -2548224, 0, 1604048, -1019772, 5495360, -5001758, -2309472, -5375472, 0, 18908064, 4369480, -2277724, -770688, 1456364, -14500640, 0, 1163776, -8869794, 220896, -14010180, -3378432, 6775272, 0, -10834376, -331776, -8753266, 4331468, -7604514, -4121728, 0, -1538640, 22147056, -4701056, -669708, 8401224, -21223384, 0, -3364416, -1605344, 4435146, -1115648, -1885518, -3872448, 0, -5595456, 8232984, 2813664, -12725628, -1410624, 14376916, 0, 6637464, 7240832, -7275970, -1325304, -10849440, -483328, 0, 7646496, -1701936, -2050272, 4905114, -6564176, 4933656, 0, 5168900, 3763008, 4993364, 2965248, -1612548, 7561856, 0, 1465344, -3885101, 1661416, -1410336, 7985056, 13788712, 0, -23643872, 5721600, -2806020, 4739256, -4820400, -9605952, 0, 26315648, 736452, 425984, 5470070, 7719840, 19298680, 0, -3955536, 1493408, -292368, 419904, 10249504, 6230256, 0, -15218816, -6940806, 1036728, -1677832, -2698752, -11899548, 0, -26582464, -2486016, -2052190, 5486192, -4527684, 822784, 0, -2823984, 10958248, -1923584, 11589840, 4261088, -48819936, 0, -31407836, 3854088, 1785321, 4322704, 969534, 4033008, 0, -5264896, -11601468, -18931968, 14990784, -305856, 7952360, 0, 12207852, 2163712, 10606572, 2070432, 7160380, 16283968, 0, -20618496, 8929960, -2853504, -16677444, -12270056, -20111580, 0, -183668, 927288, -1028488, -2719744, -1252368, 24811536, 0, -4445568, -22098134, -945568, -7241400, -7850112, -31534272, 0, 10979904, -7800960, 11357604, -1310032, -15838800, 1078272, 0, 19363224, -8533962, 8710560, -12132346, 10074420, 12628352, 0, 1062882, -7639216, 13371064, 5293728, -6930030, 22939136, 0, -4530176, -27205408, 3415608, -14233116, 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-17369640, -15171488, 43937192, 0, 28953664, 17910080, -3360168, 2222480, -9249756, 1889568, 0, -8936128, 7009038, 9411072, 49778022, -17121168, -162889824, 0, 4665276, 5378304, 8956008, 6072192, 12812644, 62697824, 0, 2401536, 18695824, 5593536, -26240048, -7299072, 24687864, 0, -47568352, 925632, -28050638, -26185904, -3176982, 18550272], 'weight': 6, '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], [0.3535533905932738, 0.6123724356957945], [-0.28867513459481287, 0.5], [-0.25, 0.4330127018922193], [-0.23255106965997813, -0.4027902680055714], [-0.408248290463863, 0.0], [0.0, 0.0], [-0.3535533905932738, 0.0], [-0.16666666666666666, -0.28867513459481287], [0.16443843832875574, -0.2848157299026864], [-0.8272873256183266, 1.4329036804287194], [-0.14433756729740643, -0.25], [0.5218776994071682, 0.0], [0.0, 0.0], [0.26852684533704757, 0.0], [-0.125, -0.21650635094610965], [-0.6638258802897556, 1.149780152040992], [0.11785113019775792, -0.2041241452319315], [-0.07498907644522518, -0.12988489041579654], [0.23255106965997813, 0.0], [0.0, 0.0], [-1.1699609558688044, 0.0], [-0.4359488505616724, -0.7550855586740685], [0.10206207261596575, -0.1767766952966369], [0.39184, -0.6786867884377888], [0.18451163010042165, 0.3195835179212853], [0.19245008972987526, 0.0], [0.0, 0.0], [-1.0938581514020391, 0.0], [0.09493857663422879, 0.16443843832875574], [0.6660908391502869, -1.1537031758644856], [0.08838834764831845, -0.15309310892394862], [-0.47763456014290645, -0.8272873256183266], [-0.9387915629600311, 0.0], [0.0, 0.0], [0.16666666666666666, 0.0], [-0.2616693888519894, -0.45322467627714286], [0.053025284469335125, -0.09184248678668135], [-0.15065311511839558, 0.2609388497035841], [0.08221921916437787, 0.1424078649513432], [0.9794073752704849, 0.0], [0.0, 0.0], [-0.6970891922396835, 0.0], [-0.4136436628091633, -0.7164518402143597], [-0.07751702321999271, 0.13426342266852379], [0.30826238848263937, -0.5339261189144665], [-0.17670199965974007, -0.3060568412096883], [0.14433756729740643, 0.0], [0.0, 0.0], [0.5541454422802735, 0.0], [-0.3832600506803307, -0.6638258802897556], [-0.13046942485179205, 0.2259796726775934], [0.8155080544579163, -1.4125013843027578], [0.06804138174397717, 0.11785113019775792], [0.769546209954738, 0.0], [0.0, 0.0], [0.08658992694386436, 0.0], [-0.3867372582562815, -0.6698485804797659], [0.288652115756966, 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'angles': [None, None, -0.1206869737546486, None, 0.23839189120961676, -0.2079839515317851, 0.19886753627952541, -0.0952794296211457, -0.15512690580960317, -0.3421016353978751, -0.3006498163653324, -0.12546983570895756, -0.16855247865225698, -0.3066620053472944, -0.11160477557717226, -0.2648954772908215, -0.37006311844899603, 0.025647466779481827, 0.1774592290757457, -0.26706617845588543, -0.2673092321448642, -0.434194899195786, -0.25815381347843086, 0.06987818638841152, -0.23160785521529656, -0.3879349742660505, -0.16399833693498525, -0.40313771643214436, -0.43518348792635514, -0.2830766459275376, -0.16482263961097043, -0.1095972766547149, -0.4732473681690418, -0.38591292877659694, -0.031051720725330512, -0.2670498061134122, -0.2669580455747113, 0.040303019833987035, -0.22332990326726562, -0.47148149242422427, 0.17960556948602494, -0.35594526318750624, -0.1442176935971442, 0.23535146824831205, -0.3247062230706952, -0.2639999932724166, -0.2112536561946164, -0.41699251643141416, 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-0.20282740045779474, -0.49057481383582696, -0.35702132536902137, -0.23881965889163995, -0.20851065546275718, -0.2081309684635158, -0.453508678444793, -0.2884651396597312, -0.12391816702986948, -0.121558828435948, -0.1419705184020859, -0.19774450277556302, -0.3498528395796387, -0.4850967947286581, -0.38948120193480557, -0.14436402006086646, -0.09870821774514547, -0.10038482740981323, -0.16961776104673537, -0.4255234804682351, 0.025343270642692796, -0.27677801789688344, -0.20996053326671457, -0.10849170393758852, -0.25963100857487437, -0.39305563246076763, -0.4864198687399308, -0.4903961797595947], 'char_orbit_index': 5, 'conrey_index': 67, 'dual_conrey_index': 79, 'dual_embedding_index': 1, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 9, 'hecke_orbit_code': 36029071997534502, 'label': '294.6.e.i.67.1', 'level': 294, 'weight': 6}
• 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': 10584, 'analytic_conductor': 47.1528430250163, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [294, 3, [197, 199], [3, 2]], 'conrey_index': 67, 'cusp_dim': 528, 'dim': 68, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 274978570534, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '294.6.e', 'level': 294, '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': [2, 3, 7], 'level_radical': 42, 'mf_dim': 592, 'mf_new_dim': 68, 'num_forms': 26, 'prim_orbit_index': 3, 'relative_dim': 34, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [0, 0, 44, 0], 'traces': [68, 0, 0, -544, 44, 144, 0, 0, -2754, -648, -296, 0, 3312, 0, 396, -8704, 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• 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: 46644453
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 46644454
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 46644455
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034086, 'target_is_minimal': False, 'target_label': '294.6.a.b.1.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 46644456
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982774826, 'target_is_minimal': True, 'target_label': '42.6.a.d.1.1', 'target_level': 42, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 46644457
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 46644458
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 46644459
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627390, 'target_is_minimal': False, 'target_label': '126.6.a.i.1.1', 'target_level': 126, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 46644460
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393333106, 'target_is_minimal': False, 'target_label': '882.6.a.s.1.1', 'target_level': 882, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 46644461
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257104, 'target_is_minimal': False, 'target_label': '336.6.a.h.1.1', 'target_level': 336, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 46644462
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374369306, 'target_is_minimal': False, 'target_label': '1050.6.a.k.1.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '35.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 46644463
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.2', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '35.18', 'twisting_conrey_index': 18, 'weight': 6}
  • id: 46644464
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '35.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 46644465
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36029071997534502, 'source_is_minimal': False, 'source_label': '294.6.e.i.67.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746998768, 'target_is_minimal': False, 'target_label': '1008.6.a.j.1.1', 'target_level': 1008, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '84.11', 'twisting_conrey_index': 11, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 658975
    {'charpoly_factorization': [[[16, -4, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 2}
  • id: 658976
    {'charpoly_factorization': [[[81, 9, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 3}
  • id: 658977
    {'charpoly_factorization': [[[676, 26, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 5}
  • id: 658978
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36029071997534502, 'p': 7}
  • id: 658979
    {'charpoly_factorization': [[[440896, 664, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 11}
  • id: 658980
    {'charpoly_factorization': [[[-318, 1], 2]], 'hecke_orbit_code': 36029071997534502, 'p': 13}
  • id: 658981
    {'charpoly_factorization': [[[2502724, 1582, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 17}
  • id: 658982
    {'charpoly_factorization': [[[55696, 236, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 19}
  • id: 658983
    {'charpoly_factorization': [[[4892944, 2212, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 23}
  • id: 658984
    {'charpoly_factorization': [[[4954, 1], 2]], 'hecke_orbit_code': 36029071997534502, 'p': 29}
  • id: 658985
    {'charpoly_factorization': [[[50808384, -7128, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 31}
  • id: 658986
    {'charpoly_factorization': [[[18992164, 4358, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 37}
  • id: 658987
    {'charpoly_factorization': [[[-10542, 1], 2]], 'hecke_orbit_code': 36029071997534502, 'p': 41}
  • id: 658988
    {'charpoly_factorization': [[[8452, 1], 2]], 'hecke_orbit_code': 36029071997534502, 'p': 43}
  • id: 658989
    {'charpoly_factorization': [[[28643904, 5352, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 47}
  • id: 658990
    {'charpoly_factorization': [[[1112489316, -33354, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 53}
  • id: 658991
    {'charpoly_factorization': [[[238270096, -15436, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 59}
  • id: 658992
    {'charpoly_factorization': [[[1351444644, -36762, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 61}
  • id: 658993
    {'charpoly_factorization': [[[1678704784, 40972, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 67}
  • id: 658994
    {'charpoly_factorization': [[[9092, 1], 2]], 'hecke_orbit_code': 36029071997534502, 'p': 71}
  • id: 658995
    {'charpoly_factorization': [[[5395490116, -73454, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 73}
  • id: 658996
    {'charpoly_factorization': [[[7992360000, 89400, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 79}
  • id: 658997
    {'charpoly_factorization': [[[6428, 1], 2]], 'hecke_orbit_code': 36029071997534502, 'p': 83}
  • id: 658998
    {'charpoly_factorization': [[[15044984964, -122658, 1], 1]], 'hecke_orbit_code': 36029071997534502, 'p': 89}
  • id: 658999
    {'charpoly_factorization': [[[-21370, 1], 2]], 'hecke_orbit_code': 36029071997534502, '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': 5, 'hecke_orbit': 9, 'label': '294.6.e.i', 'level': 294, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 52061023
    {'hecke_orbit_code': 36029071997534502, 'n': 1, 'trace_an': 2}
  • id: 52061024
    {'hecke_orbit_code': 36029071997534502, 'n': 2, 'trace_an': 4}
  • id: 52061025
    {'hecke_orbit_code': 36029071997534502, 'n': 3, 'trace_an': -9}
  • id: 52061026
    {'hecke_orbit_code': 36029071997534502, 'n': 4, 'trace_an': -16}
  • id: 52061027
    {'hecke_orbit_code': 36029071997534502, 'n': 5, 'trace_an': -26}
  • id: 52061028
    {'hecke_orbit_code': 36029071997534502, 'n': 6, 'trace_an': -72}
  • id: 52061029
    {'hecke_orbit_code': 36029071997534502, 'n': 7, 'trace_an': 0}
  • id: 52061030
    {'hecke_orbit_code': 36029071997534502, 'n': 8, 'trace_an': -128}
  • id: 52061031
    {'hecke_orbit_code': 36029071997534502, 'n': 9, 'trace_an': -81}
  • id: 52061032
    {'hecke_orbit_code': 36029071997534502, 'n': 10, 'trace_an': 104}
  • id: 52061033
    {'hecke_orbit_code': 36029071997534502, 'n': 11, 'trace_an': -664}
  • id: 52061034
    {'hecke_orbit_code': 36029071997534502, 'n': 12, 'trace_an': -144}
  • id: 52061035
    {'hecke_orbit_code': 36029071997534502, 'n': 13, 'trace_an': 636}
  • id: 52061036
    {'hecke_orbit_code': 36029071997534502, 'n': 14, 'trace_an': 0}
  • id: 52061037
    {'hecke_orbit_code': 36029071997534502, 'n': 15, 'trace_an': 468}
  • id: 52061038
    {'hecke_orbit_code': 36029071997534502, 'n': 16, 'trace_an': -256}
  • id: 52061039
    {'hecke_orbit_code': 36029071997534502, 'n': 17, 'trace_an': -1582}
  • id: 52061040
    {'hecke_orbit_code': 36029071997534502, 'n': 18, 'trace_an': 324}
  • id: 52061041
    {'hecke_orbit_code': 36029071997534502, 'n': 19, 'trace_an': -236}
  • id: 52061042
    {'hecke_orbit_code': 36029071997534502, 'n': 20, 'trace_an': 832}
  • id: 52061043
    {'hecke_orbit_code': 36029071997534502, 'n': 21, 'trace_an': 0}
  • id: 52061044
    {'hecke_orbit_code': 36029071997534502, 'n': 22, 'trace_an': -5312}
  • id: 52061045
    {'hecke_orbit_code': 36029071997534502, 'n': 23, 'trace_an': -2212}
  • id: 52061046
    {'hecke_orbit_code': 36029071997534502, 'n': 24, 'trace_an': 576}
  • id: 52061047
    {'hecke_orbit_code': 36029071997534502, 'n': 25, 'trace_an': 2449}
  • id: 52061048
    {'hecke_orbit_code': 36029071997534502, 'n': 26, 'trace_an': 1272}
  • id: 52061049
    {'hecke_orbit_code': 36029071997534502, 'n': 27, 'trace_an': 1458}
  • id: 52061050
    {'hecke_orbit_code': 36029071997534502, 'n': 28, 'trace_an': 0}
  • id: 52061051
    {'hecke_orbit_code': 36029071997534502, 'n': 29, 'trace_an': -9908}
  • id: 52061052
    {'hecke_orbit_code': 36029071997534502, 'n': 30, 'trace_an': 936}
  • id: 52061053
    {'hecke_orbit_code': 36029071997534502, 'n': 31, 'trace_an': 7128}
  • id: 52061054
    {'hecke_orbit_code': 36029071997534502, 'n': 32, 'trace_an': 1024}
  • id: 52061055
    {'hecke_orbit_code': 36029071997534502, 'n': 33, 'trace_an': -5976}
  • id: 52061056
    {'hecke_orbit_code': 36029071997534502, 'n': 34, 'trace_an': -12656}
  • id: 52061057
    {'hecke_orbit_code': 36029071997534502, 'n': 35, 'trace_an': 0}
  • id: 52061058
    {'hecke_orbit_code': 36029071997534502, 'n': 36, 'trace_an': 2592}
  • id: 52061059
    {'hecke_orbit_code': 36029071997534502, 'n': 37, 'trace_an': -4358}
  • id: 52061060
    {'hecke_orbit_code': 36029071997534502, 'n': 38, 'trace_an': 944}
  • id: 52061061
    {'hecke_orbit_code': 36029071997534502, 'n': 39, 'trace_an': -2862}
  • id: 52061062
    {'hecke_orbit_code': 36029071997534502, 'n': 40, 'trace_an': 1664}
  • id: 52061063
    {'hecke_orbit_code': 36029071997534502, 'n': 41, 'trace_an': 21084}
  • id: 52061064
    {'hecke_orbit_code': 36029071997534502, 'n': 42, 'trace_an': 0}
  • id: 52061065
    {'hecke_orbit_code': 36029071997534502, 'n': 43, 'trace_an': -16904}
  • id: 52061066
    {'hecke_orbit_code': 36029071997534502, 'n': 44, 'trace_an': -10624}
  • id: 52061067
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  • id: 52061074
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  • id: 52061075
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  • id: 52061076
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  • id: 52061077
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  • id: 52061080
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  • id: 52061081
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  • id: 52061082
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  • id: 52061083
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  • id: 52061084
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  • id: 52061086
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  • id: 52061088
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  • id: 52061089
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  • id: 52061090
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  • id: 52061091
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  • id: 52061092
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  • id: 52061093
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  • id: 52061094
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  • id: 52061095
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  • id: 52061096
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  • id: 52061097
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  • id: 52061098
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  • id: 52061100
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  • id: 52061101
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  • id: 52061102
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  • id: 52061107
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  • id: 52061108
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  • id: 52061109
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  • id: 52061110
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  • id: 52061111
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  • id: 52061112
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  • id: 52061113
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  • id: 52061114
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  • id: 52061115
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  • id: 52061116
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  • id: 52061117
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  • id: 52061118
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  • id: 52061119
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  • id: 52061120
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  • id: 52061121
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  • id: 52061122
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  • id: 52061125
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  • id: 52061126
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  • id: 52061127
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  • id: 52061128
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  • id: 52061129
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  • id: 52061130
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  • id: 52061131
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  • id: 52061132
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  • id: 52061133
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  • id: 52061134
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  • id: 52061135
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  • id: 52061136
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  • id: 52061137
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  • id: 52061138
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  • id: 52061139
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  • id: 52061140
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  • id: 52061141
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  • id: 52061142
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  • id: 52061143
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  • id: 52061144
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  • id: 52061145
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  • id: 52061146
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  • id: 52061148
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  • id: 52061149
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  • id: 52061150
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  • id: 52061151
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  • id: 52061154
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  • id: 52061156
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  • id: 52061157
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  • id: 52061158
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  • id: 52061159
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  • id: 52061160
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  • id: 52061161
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  • id: 52061162
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  • id: 52061163
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  • id: 52061164
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  • id: 52061165
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  • id: 52061166
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  • id: 52061167
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  • id: 52061168
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  • id: 52061169
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  • id: 52061170
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  • id: 52061171
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  • id: 52061172
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  • id: 52061173
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  • id: 52061174
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  • id: 52061175
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  • id: 52061176
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  • id: 52061177
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  • id: 52061178
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  • id: 52061179
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  • id: 52061180
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  • id: 52061181
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  • id: 52061182
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  • id: 52061183
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  • id: 52061184
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  • id: 52061185
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  • id: 52061186
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  • id: 52061187
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  • id: 52061188
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  • id: 52061189
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  • id: 52061190
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  • id: 52061191
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  • id: 52061192
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  • id: 52061193
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  • id: 52061194
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  • id: 52061195
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  • id: 52061196
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  • id: 52061197
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  • id: 52061198
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  • id: 52061199
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  • id: 52061200
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  • id: 52061201
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  • id: 52061202
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  • id: 52061203
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  • id: 52061204
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    {'hecke_orbit_code': 36029071997534502, 'n': 829, 'trace_an': 38214674}
  • id: 52061256
    {'hecke_orbit_code': 36029071997534502, 'n': 839, 'trace_an': 21208832}
  • id: 52061257
    {'hecke_orbit_code': 36029071997534502, 'n': 841, 'trace_an': 8061934}
  • id: 52061258
    {'hecke_orbit_code': 36029071997534502, 'n': 853, 'trace_an': -81401732}
  • id: 52061259
    {'hecke_orbit_code': 36029071997534502, 'n': 857, 'trace_an': 31012002}
  • id: 52061260
    {'hecke_orbit_code': 36029071997534502, 'n': 859, 'trace_an': -10910372}
  • id: 52061261
    {'hecke_orbit_code': 36029071997534502, 'n': 863, 'trace_an': -10408940}
  • id: 52061262
    {'hecke_orbit_code': 36029071997534502, 'n': 877, 'trace_an': -16406350}
  • id: 52061263
    {'hecke_orbit_code': 36029071997534502, 'n': 881, 'trace_an': 29715324}
  • id: 52061264
    {'hecke_orbit_code': 36029071997534502, 'n': 883, 'trace_an': -54403544}
  • id: 52061265
    {'hecke_orbit_code': 36029071997534502, 'n': 887, 'trace_an': -27124176}
  • id: 52061266
    {'hecke_orbit_code': 36029071997534502, 'n': 907, 'trace_an': 8422692}
  • id: 52061267
    {'hecke_orbit_code': 36029071997534502, 'n': 911, 'trace_an': 61727496}
  • id: 52061268
    {'hecke_orbit_code': 36029071997534502, 'n': 919, 'trace_an': -4938952}
  • id: 52061269
    {'hecke_orbit_code': 36029071997534502, 'n': 929, 'trace_an': -5625750}
  • id: 52061270
    {'hecke_orbit_code': 36029071997534502, 'n': 937, 'trace_an': 52014676}
  • id: 52061271
    {'hecke_orbit_code': 36029071997534502, 'n': 941, 'trace_an': -3021602}
  • id: 52061272
    {'hecke_orbit_code': 36029071997534502, 'n': 947, 'trace_an': 34828192}
  • id: 52061273
    {'hecke_orbit_code': 36029071997534502, 'n': 953, 'trace_an': -18780172}
  • id: 52061274
    {'hecke_orbit_code': 36029071997534502, 'n': 961, 'trace_an': -22179233}
  • id: 52061275
    {'hecke_orbit_code': 36029071997534502, 'n': 967, 'trace_an': 28953664}
  • id: 52061276
    {'hecke_orbit_code': 36029071997534502, 'n': 971, 'trace_an': -9249756}
  • id: 52061277
    {'hecke_orbit_code': 36029071997534502, 'n': 977, 'trace_an': 49778022}
  • id: 52061278
    {'hecke_orbit_code': 36029071997534502, 'n': 983, 'trace_an': 8956008}
  • id: 52061279
    {'hecke_orbit_code': 36029071997534502, 'n': 991, 'trace_an': -26240048}
  • id: 52061280
    {'hecke_orbit_code': 36029071997534502, 'n': 997, 'trace_an': -28050638}