Newform data - 847.6.a.c

Formats: - HTML - YAML - JSON - 2025-09-02T23:14:41.366865

• 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': 30492, 'analytic_conductor': 135.8450953815946, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 1], [11, -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': [847, 1, [122, 365], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 57, 'field_disc_factorization': [[3, 1], [19, 1]], 'field_poly': [-14, -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, [6, 9, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355405135, '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': '847.6.a.c', 'level': 847, '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': [7, 11], 'level_radical': 77, 'minimal_twist': '7.6.a.b', 'nf_label': '2.2.57.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4-\\beta )q^{2}-6\\beta q^{3}+(-2+9\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '847.6.a', 'trace_display': [-9, -6, -18, -98], 'trace_hash': 1153105961231597519, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.104', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.952', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.375', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.429', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.106', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.403', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -9, -6, 5, -18, 198, -98, 9, 558, -204, 0, -1554, 350, 441, -1656, 113, -1800, -3537, 3266, 2520, 294, 0, 2088, 1854, -3238, 2016, -6372, -245, -6696, 6768, -20, 6129, 0, 5934, 882, 10629, 6232, -15210, 20496, -3216, 6048, -9702, 3020, 0, 5238, -25584, 11700, 41214, 4802, 19701, -7596, -31444, 9468, 37908, 0, -441, -12876, 37314, -43938, 2016, 64754, -15300, -27342, -70783, -39060, 0, 24784, 14994, -103392, 9996, 97416, -8775, -17452, -43434, 40494, 12782, 0, -73080, -51256, -70272, -61074, -58338, -117558, 76146, 37860, -150048, 63180, 0, 84276, -93852, -17150, 150912, -92280, -159468, -24264, -255906, 20776, -21609, 0, -54265, 155826, -113220, 50452, 41076, 81144, -36678, 130968, -99036, 197312, 0, -111036, -5537, 94392, 338724, 143088, -81378, -31626, 256146, 88200, -14976, 0, -428364, -204876, 138460, 34092, 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-343868112, -132884176, 85127112, 0, 14718648, 110462400, 549742968, -706142112, 732373740, -374569524, 170484792, -503709768, -293543136, -227850512, 0, 148689306, 125487236, 186960924, -338894640, 681208900, -16673175, -215002512, 247976796, -105495138, 1084116684, 0, -296790192, -104803344, -732720716, 737721432, 530745264, 506412256, 289560042, 47685216, 753382104, 697010472, 0, 168105672, -391858794, -698501340, 102044908, 766173888, 251292384, 163873584, 191850876, 796931964, -348004560, 0, -781306479, 556710746, 105227442, -443865324, 49633440, 80364672, -1148221152, -389086256, -1056741840, 199223514, 0, 323068176, 1387804368, -324674460, -307962648, -1293301692, 886695152, 6723486, 1697796504, 445032504, 74165832, 0, 362604816, 1317012102, 4840416, 82688196, 595983168, -597720600, 139075680, 249068160, -1255931352, -223013308, 0, -1444790808, -574725594, 204619968, -117007254, 1218995680, -316078812, -22872240, 143450288, -998648874, 518937192, 0, -176614272, -348377652, -1056448374, 270569196, -151348848, -485734524, -739953270, -1243419264, -5282886, 593717148, 0, 429464890, 271924776, -643503648, 386647392, -123691680, -344547000, -1038088772, -60959214, 86581476, 17489136, 0, -296606016, 666581920, -71544942, 342569664, -338569554, -93674664, -1792285866, 155474354, 203757120, 413153544, 0, 110802384, -680292792, -94529328, 259256844, -15783984, 258245676, 1029896244, 23768064], 'weight': 6, '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], [-4, -1], [0, -6], [-2, 9], [-14, 10], [84, 30], [-49, 0], [10, -11], [261, 36], [-84, -36], [0, 0], [-756, -42], [238, -126], [196, 49], [-840, 24], [178, -243], [-938, 76], [-1548, -441], [1624, 18], [1288, -56], [0, 294], [0, 0], [760, 568], [924, 6], [-1529, -180], [812, 392], [-3024, -324], [98, -441], [-3222, -252], [3024, 720], [-280, 540], [2370, 1389], [0, 0], [2688, 558], [686, -490], [4014, 2601], [2846, 540], [-6748, -1714], [10584, -672], [-1680, 144], [2478, 1092], [-4116, -1470], [-884, 4788], [0, 0], [1386, 2466], [-10992, -3600], [3976, 3748], [20412, 390], [2401, 0], [8636, 2429], [-6384, 5172], [-16352, 1260], [4838, -208], [16632, 4644], [0, 0], [-490, 539], [-1512, -9852], [16416, 4482], [-20944, -2050], [4704, -7392], [29974, 4806], [-6440, -2420], [-12789, -1764], [-34622, -1539], [-20972, 2884], [0, 0], [13364, -1944], [11452, -7910], [-47712, -7968], [4116, 1764], [50808, -4200], [-2934, -2907], [-11354, 5256], [-18944, -5546], [15120, 10254], [-980, 14742], [0, 0], [-32928, -7224], [-18176, -14904], [-36512, 2752], [-36207, 11340], [-25200, -7938], [-50904, -15750], [37044, 2058], [23772, -9684], [-63496, -23056], [21168, 20844], [0, 0], [53242, -22208], [-40068, -13716], [-11662, 6174], [70048, 10816], [-45360, -1560], [-68376, -22716], [-20216, 16168], [-116676, -22554], [5978, 8820], [-9604, -2401], [0, 0], [-19622, -15021]], 'ap': [[-4, -1], [0, -6], [-14, 10], [-49, 0], [0, 0], [238, -126], [-938, 76], [1624, 18], [760, 568], [-3222, -252], [-280, 540], [2846, 540], [2478, 1092], [-884, 4788], [3976, 3748], [4838, -208], [-20944, -2050], [29974, 4806], [13364, -1944], [50808, -4200], [-11354, 5256], [-18176, -14904], [-50904, -15750], [53242, -22208], [5978, 8820], [91630, -27434], [30464, -10476], [76436, -21904], [100330, -3348], [35226, 23940], [105040, -8064], [273224, -23278], [217946, -51448], [-168728, -46242], [2474, -33496], [-38984, -2592], [257474, -81234], [-457684, -5508], [-120624, 48468], [-31234, 20906], [96020, -71440], [-165382, 103950], [-229232, -50504], [49510, 158436], [6522, 83832], [-217168, 118476], [-515300, -54936], [812336, -65016], [463624, -12398], [-186886, 284742], [-384682, 117872], [207408, 10920], [-395402, -237924], [-1615992, -13902], [763042, -8432], [-164984, 91432], [1915298, -25738], [-169904, 440640], [210874, -571104], [-168954, -351456], [962416, -132462], [-1047522, 462462], [-294056, -359982], [23576, -542800], [-947422, -579492], [2999518, -13208], [-824428, 418860], [1308214, -337932], [462076, -191228], [-1520498, 388458], [2943458, 125840], [-1377688, -87760], [-661024, -259272], [2821066, 313704], [2299796, -393372], [-3722600, -91004], [2009246, 610892], [2912546, 505494], [165610, -385076], [3702286, 194508], [-92400, 47586], [2764022, -976752], [2327632, -796280], [2218202, -591444], [-2333240, -782064], [637228, 800584], [-1543134, -1268400], [1542334, -780732], [2402190, -67662], [-1879120, 734832], [-996296, -606554], [-412328, 661828], [-432760, -1113768], [2113284, -1755096], [-2196316, -257256], [2435832, 1921752], [-7195118, 1041526], [-3041710, 1874300], [-6175568, 879498], [-7100510, 1550520], [1785796, -2204244], [1072210, 799048], [7662928, -1286090], [5789486, 1296644], [4339852, -817812], [-4014430, 415584], [4086600, 1878954], [-373954, -1784296], [12553976, 476240], [-5229434, 3251808], [2752288, 2468736], [4030018, -1492668], [9635586, -84], [4784864, -2256498], [-10271224, 859320], [6019322, 1972700], [-9083200, -1494486], [17863664, -280468], [-6647882, -1566620], [-8726412, 2978556], [-1201102, 2807442], [1517710, -2907576], [10551926, 707522], [5738972, -4306888], [1746248, 1256958], [13224762, -750708], [-1749730, -1659636], [-6002696, 2943580], [18698960, 33012], [-12918122, 3672918], [24555796, 79812], [-683832, 1063104], [-10469392, 4022712], [17946350, 896364], [9496718, 3792044], [-2259530, 3671892], [7082306, 5491298], [15421672, -3121686], [1781010, -1816794], [2094910, -5095148], [1412656, -2319030], [5845178, -1048720], [-6722344, 1254528], [7251396, -4052496], [-10499062, 1136682], [-10312512, -309372], [-10630634, -4184838], [-15262898, 5899564], [2753576, -4137102], [31247248, 1695016], [-22767686, 3126276], [1762530, -154056], [14697524, -1551312], [6522992, 1980668], [10979564, -1603152], [2718144, 8821008], [-11778680, -2356992], [6726874, 925732], [28148806, 2751336], [-7422842, 1426774], [-23082356, -1064300], [-10610490, 9684528], [-2057288, -203112], [26226592, -5484434], [-28487038, 8415080], [-20543152, 9011780], [25179680, 2830032], [-45264002, -813618], [-13904522, 4628484], [-3057110, 8686870], [24657268, 7846984], [-1673182, 10494414], [-20851576, 6592424], [-9499274, 5354928], [7363160, -3969972], [27229482, -3272472], [27457540, 6052032], [17656766, -1118500], [38383912, -9619848], [33690118, 1283958], [-11673280, 11080728], [-11075232, 12086214], [-17072914, -8800092], [-31990378, -5138416], [18948224, -1955056], [-7850374, -15023938], [5002738, -12219552], [-8613640, -964242], [4052422, -296136], [42069160, 8500876], [23606114, -12562848], [-27487644, 3967320], [-20579884, -14586480], [38476354, 1300078], [21638140, -2745248], [24511130, 12932984], [7584982, 4663188], [-19721866, 4941756], [-48801522, -4955160], [17988824, -7227328], [13669858, -14790512], [-86096360, 3105900], [28404530, 8218962], [39279982, -4835160], [-22428336, -515802], [-49722358, 3419018], [-10448872, -2973996], [-13946188, 4500404], [-24430674, -12701892], [16960328, -4150278], [-66822410, 11170116], [6842178, -2343222], [-69540280, 159264], [55348048, -2309906], [38204152, -15375200], [-42554974, -18535500], [15631216, 22132080], [-34738298, -5001788], [-8944904, -24977840], [-29230458, -16471644], [5047570, -10894500], [-15421784, -637056], [42457762, 14629840], [13941680, 23975064], [113077272, 90930], [-86633822, 7977564], [68562970, -1085648], [-33121696, 3866984], [24828328, 2222280], [1489148, -23235892], [59202326, -4271580], [45770368, -15671538], [-60779840, -1483776], [-4216010, 33163408], [107713424, -6953562], [-3849104, -10666832], [28418474, -5903244], [106106570, -18678472], [-81399540, 14374248], [-110056968, -2759400], [-72282580, 3737876], [85983520, 7888122], [-866824, 23956920], [88037534, 6539184], [-81474498, -8229816], [54616352, -21162844], [-128158912, -3436272], [131978168, 4340414], [-109935092, -5343228], [49256016, -36824592], [-63876542, 20910456], [-35963746, 15527264], [-19952008, -16100824], [-3650038, -23267664], [-52772090, 24378598], [-2990740, 37350368], [33886910, -36284652], [-13210232, -37024506], [80486994, 27367914], [94431694, -9346788], [-10078496, 21271752], [-76069548, 10398276], [-27723122, 22539222], [15205078, 25910262], [137150426, 18762836], [9063824, 21542706], [-41530578, -30650424], [64509018, 3113376], [-71353340, 8796816], [-182461070, -6260], [75895778, -16793802], [-122579764, -9365004], [-94840438, -2156328], [148215952, -26503632], [129468430, 17998848], [121394504, -21071880], [118151044, 22502236], [51328066, 24414696], [-105089618, 35826300], [-19772536, -51179446], [-52005296, 8377816], [-15553432, 31933008], [31596432, 21073164], [-67831778, -16977618], [49975408, -5606982], [40086400, -19834352], [-98632078, 41857776], [140501898, -675864], [11112080, -33301260], [6531294, 29423856], [-37437154, -41255968], [16933784, 12212054], [103374638, -14238988], [85228752, 36502410], [107000962, -19866672], [33957742, -17140166], [33732608, 26110080], [63811482, 54209022], [151878104, -2109922], [104225632, 2583126], [-70320194, 33422652], [-13249366, -53023972], [25129264, 10776960], [228594396, -17151540], [-64101628, -5191668], [173540978, 15126552], [110072852, -31800004], [-134163190, 7852194], [-14947208, 11486392], [-143537846, -33211872], [-125788768, -4023400], [93255086, -81889204], [176872622, -23869000], [-22512916, 18405900], [-210876024, -11091864], [-148277738, 50045904], [-166442640, 9387210], [-48244064, -42208784], [-264518926, 9822456], [113094798, 28993776], [-174228992, 12539358], [130386890, 59186520], [49617750, -58191882], [-231221296, -19963944], [59042206, -47874332], [199009370, -25994196], [-139895332, -6030828], [-145425280, 49252374], [-9643120, 38143328], [199708626, 36995196], [142618738, -27518184], [-71460346, 52304660], [-171960152, 5608764], [201931408, -27386066], [-213832172, -37687680], [-11344032, -16966026], [-11002906, -58696092], [164386334, 4744688], [230531882, -30522240], [207271960, -7854948], [-204694762, 19263960], [-76500366, 20721036], [-196435050, -23878302], [230481176, 45582264], [136632262, -102447260], [267683652, -72993060], [289984394, 25301214], [193299236, -77114988], [25425120, 85461096], [293407282, 37016962], [240520672, 3303990], [-29678326, 41761008], [102326814, 35662032], [92320984, -84245652], [144889930, 34682472], [-115891146, 103123944], [-169984472, 35172028], [-397892768, 24171202], [-24062770, 14095136], [339496824, -26114424], [114263098, 88844616], [248774246, -8408536], [-297384352, 19801616], [81237572, 46481168], [50535128, -105190434], [-115670110, -73881828], [-185895234, 76708170], [340716760, 22666824], [243801262, -66707676], [58451492, -77663920], [-80714536, 91548306], [-356667952, -21626704], [424301610, -33405288], [19490632, 118907424], [-15594946, 55568808], [331965704, -25932514], [-154067328, 50268456], [-91694162, -71611128], [238135478, 28026044], [243198382, 2660364], [348423698, -37808266], [-511136862, 51215052], [244468936, -17329536], [193445566, -74525936], [-179757536, -15881418], [111760040, -11573680], [-32206432, 95009112], [-247308670, 34919802], [170235796, 3395160], [-53002152, 114481332], [422554106, 63595980], [243955474, 67250074], [-327775636, -52361440], [139737920, -118048158], [79495336, 46496752], [37169110, 124173432], [-73792712, -114226092], [213043026, 11804268], [11483852, -84639744], [-501324398, -56896940], [-5498570, -73896714], [-228714398, -18523280], [172104208, 78116688], [226398130, -174560684], [-495051578, -28386758], [284324992, 57569292], [-660799138, 26671248], [-167903178, -136018428], [-106968736, -150365214], [125032096, 58014106], [114214366, -11479464], [396650306, -85621684], [-429635820, 26487636], [-407599700, -91527192], [67297270, -191911104], [75604690, 67411438], [-279342928, 54976088], [362380256, -43551612], [329492394, 78736644], [296336600, 104337272], [403923206, -41672524], [316050910, -75391074], [79449456, 164169264], [657533352, 1945398], [636370994, -53746308], [-532388374, 66127874], [74051212, 122466772], [297732006, -1746864], [169623608, 90217674], [485184448, 59527348]], 'char_orbit_index': 1, 'field_poly': [-14, -1, 1], 'hecke_orbit_code': 9007199355405135, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '847.6.a.c', 'level': 847, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': [67, 70, 71, 65], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [37, 39, 39, 40], 'Nk2': 30492, 'analytic_conductor': 135.8450953815946, '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': [847, 1, [122, 365], [1, 1]], 'conrey_index': 1, 'cusp_dim': 428, 'dim': 273, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664143, 'hecke_orbit_dims': [1, 1, 2, 4, 5, 6, 8, 12, 12, 12, 12, 13, 13, 26, 26, 28, 28, 32, 32], 'label': '847.6.a', 'level': 847, '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': [7, 11], 'level_radical': 77, 'mf_dim': 452, 'mf_new_dim': 273, 'num_forms': 19, 'plus_dim': 132, 'prim_orbit_index': 1, 'relative_dim': 273, 'sturm_bound': 528, 'trace_bound': 2, 'trace_display': [-7, 20, 42, -49], 'traces': [273, -7, 20, 4415, 42, -74, -49, -867, 22169, -372, 0, 934, -1134, -147, 3160, 74375, 4534, -983, -1640, -684, -392, 0, -3276, -13742, 166655, 17164, -5152, 3087, -7138, -6336, -6656, -27931, 0, 35606, -7938, 400215, 45870, -12150, -5320, -26160, 10862, -16562, -2148, 0, 5390, -31480, -4212, 105726, 655473, 36995, -56020, -12016, 51410, 45620, 0, 20433, 8364, 41470, 4712, -33124, -21978, 81104, -10045, 1206171, 13156, 0, 37348, 75318, -87584, 37044, 72624, -140203, 93262, 191306, 7112, 24990, 0, -102340, 125916, 130976, 1776945, -274702, -111492, -51450, -163712, 236940, 43964, 0, -479390, 188212, 22050, -805276, 177120, -10944, 189260, 116890, 196642, -16807, 0, 3010045, 166882, -884, -616892, -449416, -175616, -163466, -648968, -97300, -45774, 0, -427468, 15631, -152994, 410584, 429796, 480742, -948166, 1086250, -32242, 174352, 0, 2197940, 176644, 26212, 960156, 30429, -18036, -39939, -908840, -149460, 729368, 0, 370832, -969020, 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15651506, 112747266, -110311956, -12907776, -17899684, -2309666, -838676592, -160930660, 0, -70829894, -2360183, 24813436, -171033156, -178890628, -166624988, -45030236, -57693220, 50783600, -179704904, 0, -59915940, -4449760, 57793960, -140711448, 54887889, 135444136, 31308290, -186147196, 597386917, 40545756, 0, 27156388, -137836570, 183773976, -194332104, 100717008, 180998014, 15481210, 135488920, 184616504, 295875756, 0, 62049272, 54064292, -387102988, -33513452, 220675148, 141538216, 9318272, 83117488, 39881768, -109726344, 0, -319782046, 136930672, 42228612, -2273558, -76142830, -151110864, -3937640, 395046222, -244928156, 249504194, 0, -618357960, 21275698, 30028572, -133297500, -252002952, 92949454, -109675064, 2549108, 171394214, -112487144, 0, 121777968, 304650856, 58961468, -93953922, 80029360, -55765822, 115654038, -286637658, -362942460, -158002096, 0, 9911848, -92284738, -292407688, 255369193, 326219496, -167461844, 185771726, -44645048, 173854352, -68660508, 0, 754421472, -74671112, 224236068, 505304542, -37284688, -180048056, 40828032, -592698876, 786960734, 128088016, 0, -1642284, -264199486, -18909020, 165732100, 714137444, 158381912, -221786196, 127011136, 405182716, -43386096, 0, -88055448, 112640344, 508146640, -66710168, -85051416, 73386860, -92248262, 134603844, -206494228, -245211688], 'weight': 6, '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: 535671
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.6.a.b', 'target_level': 7, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 535672
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.6.a.f', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 535673
    {'conductor': 77, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.6.c.d', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '77.i', 'twisting_char_orbit': 9, 'weight': 6}
  • id: 535674
    {'conductor': 77, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.6.c.e', 'target_level': 49, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '77.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 535675
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '63.6.a.f', 'target_level': 63, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 535676
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.6.a.h', 'target_level': 112, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 535677
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.6.a.c', 'target_level': 175, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 535678
    {'conductor': 55, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.6.b.c', 'target_level': 175, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 535679
    {'conductor': 231, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '441.6.a.l', 'target_level': 441, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '231.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 535680
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '448.6.a.u', 'target_level': 448, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 535681
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '448.6.a.w', 'target_level': 448, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 535682
    {'conductor': 308, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '784.6.a.v', 'target_level': 784, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '308.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 535683
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '847.6.a.c', 'target_level': 847, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 535684
    {'conductor': 132, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '847.6.a.c', 'source_level': 847, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 43, 'target_is_minimal': False, 'target_label': '1008.6.a.bq', 'target_level': 1008, 'twist_class_label': '7.6.a.b', 'twist_class_level': 7, 'twisting_char_label': '132.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1405650
    {'charpoly_factorization': [[[6, 9, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 2}
  • id: 1405651
    {'charpoly_factorization': [[[-504, 6, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 3}
  • id: 1405652
    {'charpoly_factorization': [[[-1344, 18, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 5}
  • id: 1405653
    {'charpoly_factorization': [[[49, 1], 2]], 'hecke_orbit_code': 9007199355405135, 'p': 7}
  • id: 1405654
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199355405135, 'p': 11}
  • id: 1405655
    {'charpoly_factorization': [[[-195608, -350, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 13}
  • id: 1405656
    {'charpoly_factorization': [[[727692, 1800, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 17}
  • id: 1405657
    {'charpoly_factorization': [[[2662072, -3266, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 19}
  • id: 1405658
    {'charpoly_factorization': [[[-3507456, -2088, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 23}
  • id: 1405659
    {'charpoly_factorization': [[[10304172, 6696, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 29}
  • id: 1405660
    {'charpoly_factorization': [[[-4155200, 20, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 31}
  • id: 1405661
    {'charpoly_factorization': [[[5554156, -6232, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 37}
  • id: 1405662
    {'charpoly_factorization': [[[-7848036, -6048, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 41}
  • id: 1405663
    {'charpoly_factorization': [[[-324400352, -3020, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 43}
  • id: 1405664
    {'charpoly_factorization': [[[-165954432, -11700, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 47}
  • id: 1405665
    {'charpoly_factorization': [[[21794244, -9468, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 53}
  • id: 1405666
    {'charpoly_factorization': [[[422751336, 43938, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 59}
  • id: 1405667
    {'charpoly_factorization': [[[719128816, -64754, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 61}
  • id: 1405668
    {'charpoly_factorization': [[[99708976, -24784, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 67}
  • id: 1405669
    {'charpoly_factorization': [[[2121099264, -97416, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 71}
  • id: 1405670
    {'charpoly_factorization': [[[-317520812, 17452, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 73}
  • id: 1405671
    {'charpoly_factorization': [[[-2508546944, 51256, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 79}
  • id: 1405672
    {'charpoly_factorization': [[[-79919784, 117558, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 83}
  • id: 1405673
    {'charpoly_factorization': [[[-5252421468, -84276, 1], 1]], 'hecke_orbit_code': 9007199355405135, 'p': 89}
  • id: 1405674
    {'charpoly_factorization': [[[-1000631156, -20776, 1], 1]], 'hecke_orbit_code': 9007199355405135, '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': 3, 'label': '847.6.a.c', 'level': 847, 'portrait': 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Gom6x5XbUrZtr5LrRohpCWOBa1ehYWWz2RV4EmPC/M+x84LTl1KObOUElR6vOn2Lu+8EwLZ5MjpBmfm1Ii5Fy3HFiyvuH6Rf/qjy2yYmOTk+WnOL1SYX9YstwQIS6Atiy3DmYt9IlPlB95SM6++bc+nJxrTPxvHUXvn9e/5bkPiT3X8uQa4tQucPDlBsxn90rnzh1/ZnfukPDfffeXFxYv6DTc0OXF+kqWWT6ur6EWCfgTtTspKK2WxlXJpFY4tCGZmVvkXP77EHddUOTs3xYX5GhcWNXNLlkuLKecWMuY7Kc2pAa+6sctd14IvKwQqYG455OKi5tKyoBdBmhpC31ALMyYnUgxw+lJKuwvb13vUKhHWChA+3b5h24aIpVUN1kmR1S5EKVgsy62Yzes8On2FUBZhIhqhx7aNA1Z7gtMXNJnRTDck9VAQeJCmgl4kubQsubhkmVtJCYIBeCl37+3yyusFs40KSysNzs4FXFiEucWUueWU88uOuV+xd5F/8eMrbJiY4PSlKS4tVplf0Sy3JK1ORj8y9CNDp5+x3DYcvgh33HiJRmVz2kknv/3zP/32/U/tu/g33/fut9s0zcz2DRPfbai87PHnVoM/98QfsWnr7fzKr/z1Xzx26P6/9/E/eOjqB/fN7UjMRXnzrh67NxuM8VBSoJRASoEUYJEgBAKLFJZAwYWlkCeOKW7ctcy1WwdUQ/C0xPcUvq+pVSRVT9Lrehw5FXLfsz6n5yPaacKRsxHrp5d516tWuPHqDq+4tsWpxZTFnqAaDDhxwdJq17jhKsnqIOPQKUW9qjlwGnZvsgzijEHmo3XCZB0Onw1QOsOTKdqDfiS549oe/Z7kxqsz2v2M0xfq7NygqFVjViPLumaPlW6bTz8Az5/M2HdywPZNS9y0p83kVMw77u7wg6+17NpQJ0uanDw/wfFzHmcvGc7NJ5ybzzg+LzizmnDzNQv8ix/vsKHZ5MylKeaWKyyueiy3Ja1uRruX0uqmrHYyltqWiy3JhRXDZL3Fro3z8q7dg+1Lly7d0Eqmf3zP1Ts27dw0dd/HPvF5vvC5P/huQ+aKx59LBp87/inWXRWqpx/t/7MXDl36P5554biaX0o5fklwfNmyc/MyH/6ZeW7YUefi4iTLrQorHZ9WR7PaUax2YKWTsdJOWWmnLLTg7IpAVwbcc/0yP/TamJ3raqx2G8wvV1hY9llsCZZbhqWWYaVjaPcN7cjSG6RMNxK2rTeAIPAs5+Y9hAzYvk6xc5Nl07oecysRLxytc9tuS7WywovHpqjXYuLYY3rS0B/AddsGfPKBJnu2pkSRZWZCkmR96mHAgVMDKl6NW65J2XciZm7JZ/N0wM6NsG1DjFJOO/ueRQjL9vUpk3VJpx/Q7Xm0ex7LbcXyKiy1DMutjMVWxqUWLA0ytm3u8kOvW+SeazWh1+DiQoOF1ZClVc1SS7DaNrS6aQ5yw2rPstBVnFux3HT1HP/XzyyzY32ds5dmOXqmSif2UMH2LGHdLz50cu+/vHH96eyf/dy7v9vQuez4cwXw82eOUa9VKs+/eGZbZ/WJD0bdlX914PAKZ+YMq+2MxZbh3LLgxIrluu0LfPivLHLjzirzy02WWlVWOwGrHc1qW7PSgVbHsNpJWemkLLctcy3Bha4F0eW9r27xjjsMV20MieMqK62Q1a5Pq6NY6Qo6PcEgssSpJctASUvgQSWwNBuWdVMJ2htw/GLM/mMBJq3xtjtjtLfKM4cm2LERvvpkyqtvCJhv9Qm1Is0SpiYhTTy0l7K0VOVVt7b56uN1dm6Ep49GeFR56x2GVPTZfzzj5LkQLX3WT2oma4JKIPB9gRKQGogTyyCGTs+y2jV0eobVnmGpa+lnGdu39HjHXS3e+8oYTJ2l1QnmlysstTyW25qVFqx2siG4Wz3Lag/mOpK5tuGmqxf45b+6wJ5Ndc4vTHFxoc7cSsjiiuD4uRivOsOuq9b9kzfcceNndHXrmTTp92+6ee93G0rD488NwB999jBds87fUjn6UwsXXvrIH3zpMXH1lrbcNj3D/mMelxZjFlYS5luWCy3JqVXDzbvm+ZWfXuLWq0MWVposrdZY6QS0up4DekfQ6lha3YzVTkqra1jpWuY7gostw2Szx5tf0eHua1O2r1c0Kh7tTkjgSUARpxJjBMZCbwAIw2R9wNHzFmNj7n26RtSrcPVmn3tu7JGYVR56tsktuz2OXurSWmlw14097n8mYP2U5dBpy998T5tDpwLWT0nue1Zxz3WK5V6bE2enuOWamIf290mjKnfv9dm1dUA/7fKNZxRkguPnNI2qRgvo9SXGCjJjSVJAGrRvaHUttXrC1o0Rr7yux5tvS5muhcwtT7C0WmGl7bPS0ay0Ba0utDop7a47N62+ZaULc13JfDvjjmvn+T9/epHrt9e4uDjJwnKd+eWQS8seF+cNL55M2LxhkduurZvMe6295aadf+Oeu7b9TntlOZ6Yuvm7DSngz4lNGEWJjKP+u77ytS9ffWil9+HO/INqsZVyzfaM6YmEasWnEkgqoaSRZCSZJbWKZ4+u5//4HcEv/cwCt+5KCbwUz6sR+CGB5xP4mtBXhKGmGirq1ZRGNWO6btg0IVjo1vnyI3W+8GDETbv7bJjK6PYGvP2uiB0bDGkm0dISp/DwgZAz8yEbJw0vHg/BTHHtFsWttxiCsMOjB3ssLE5w/Y4qqVjh4rzH7bvh1KWEmVrI7BQElzS9QcDcssbTHjs2tTh4copbrws4eaHNmQtN3nlXxnxriScPNjlwqsYr9lT44dcNQHZ54aRh3VSXuYWEh17wGCQKLUEby46NMW++K6bTVWyaNNy6G+K4xnKryosXA1a7Hu2eotWVtLvQ7mW0uxmdnpMkrb5luSe50Bas9mPuvmaBX/jJFW7eWeXCYpPVdoV216PbV/QGgl5kWO5YNmy2KDkvn93/da676lX/z5e/dKL6utd//7HMxF9S0jffbWx91wFubZck7f/4E08982vP7Ts6tf/IJc6valZ6lsmGZF1NIAGlBYEvqQaGJLMYYwDJs0fX8Y9+W/Oee5b50BuW2LkpZm65TuhXqAQ+1cCjVtF0KpJ632OipukNMrr9jPWRoR9ZOoOA5YWQc2ctcWo4fyklCCwg8JVFS0GvrxB4pD3NzTsEuzZZtm3uEWUdvvaU4vCxSd5yW8Ct163wu1+z+KLKjs099j2u2NxUzDR6hKpCnHjMd6AWarasFzx/OObWayq89pZFPv7lPr5X5013WrygxzefjPnqEzUOnqxw1aYqOzZmzE7G7JxJuGFHhlIGrSxgqQYBs82AOPHo9HxePOrRHWh6fUV3IOn2oTuwdHvuu3f6Gd2+pd03tPqChZ7i0qql1mjxN9+2wLvvjrlpZ40LixOstCq0uj7dgaYfC9IUjBFsnDbs3Z5x9w0D9mzzuHh2n9dNZ3/tyMFnljduu+PnLlzqfXzThur/vAA/N9/n/CI/c+zIg790+ugDU51WxMYphTVVqspy8SIcrPj4HkghCDxBJZBkxoC1CGHwhOTFY7M8f7TK0QvzvOeVXV65t0+z3mC5VaXWDmn0fbo9TSe/2P2BphdpBpFlEBvixJIkljRzjzj1sQakEnhaEPqCZl0wWYcNM4Yt63vMTLb4+jPw8HMe0kzwlts8br62w6MHE+JBg3tuFrT6feaXatx9jWGm2aOiAwapYqGdoIzg5ms01XrEs0dCXnPrBHfd1OHZIwrsBLft9fnpdy5z//Mx9z1V49CZkG2zig1TFSbrVSbqUAnA0xYlwVg4dFKQZYIkFcQpRAnuO0bO+htEht7A0IsM3T60I1joKha6MDAD3njLMu+6p8UPv8mQJBNcXKzT6oa0uz6dnkdvIIliJ9nCQHHtdp8tk9NcnJum1fU4P++z2lnkqYNfn3rvu3v/+k2ve722tvNbQtT/5wP4ykobrfnpx7/97V/6/S98a93tV7e4/qoGFxagGmbEiUUrQZophAClBL4nqQQWawEMQliUzAi0ZKFX4Q8e2MI3n2vz6htW+dE3rnLDzi7TzSpLq1U6/YBe38uBrdwjFkSJJEkdK2Wm+LddUKk1hD5UK4apesLmdT1Suhw9n/Dph0JOnK3RDCrcvldz941tnnypxb3fbnDn7pBtG3t88gGBEgGNesJqN8JYUAJmGz3aHR+TVnjXq+f51Fer7JoLecedPeJkiYf2T5NkIXfsXcc7bm+ze2uLbz7bY9/ZKi+c9NkyJZlqCKqBwPfcTSgFCGExFoyxJGl+syaWKHE38iCGfgydgWAlEix3QOgBN1+zyo++eZVX7c2YqVdYaVVZ7VTp9AI6PY9O35FDbyCJE0GWucSakh4nz3ucVZYogdWO5eKiwrDI3Klvrnv0kcov3XbbXbbVWv3tiYnvTifR/3CAf/kLv8t9Jxr8+h98/Sdu39H+cPvSiZmtEzHSVggDy3RTEvgecWKxOOa2gBDSgc8pB6QEJd0S7SlDqAUrA8VSa5LPPljjiRe73HPTKj/6plVu2dViOquQpgG9QUi379GPNHGiSFJJmkkyIzC25J/7hmqYEvgxvhdxfiniy09Ljp3zOXluEmUCdm30uW6n4rZr26hggf3H62xuVrn+Ktgwu8Jyu8ENmyWpsXz9qYCoJ2nWUt56x4AvPZRw5lKdPVd7XFwdcOCEx9b1k9y0c4FH93V4/IAgin2u3TnFtVsDrt3S4fjFZY6dh6cOVzl6okZVCwItqQWW0HPnRADWups1zSBOIc4E3UjQHgjaCcQmxdgBr9jd5kff3ObVN2RsnAroDyZYalVod316A59u36M7cKtebyDpR4JBzPDmSVIYRO6SxImh18+I44xKGPDc/pgHn3lg3bEzpz78pjtlmh3kd+11VgwG2Hrlf5y38T8U4L/073+X73vHMuLr/PBXHzn37z/53KHmT7494/W3TdLqadIMpLRUfEmUM0VmIcsgzUBJiZJOOiiZoZRAa4OvLaFnqQYZzVDQjjxW25N87uEGD7wwYP1kjw++rsW1WwcM+l2u32nZukERJR5ZpsiMxBbglgZPZ5yes5y8JFjtG774aJXzi5PY2GMyVGya1mzfoLlqM1y/q42Ri3z0SzWWlye481rN9btafPMFgUg91k1KatWUXuIjrQQrUdqnNRDMLQv22iqvu63DY89W2DTjc+f1U/zldy7yO1/t8NSRGt2Bx9JqnZ2bKuzZ2OOOazq87zUdLiwv88VHA5Z6Aacvepw/7+MpgZQSgcBYS2YgMZYsNUxOJ9y4t0cUJVy7NeL9r4tYN6GYqgckScjFhZBu36c3cDd/b6DpRYr+QNCP3COKIUoMcWJIM4vJLMbmYE8sg8QQxZZ2T3D0nCURF7jtuqMz+/Zd96vLe176J9caftqY+OH/kZj7Hwbww89+mj233iU++rFvfeDMhfO/2Vq+UD12NuDk3Dyvud5Sbdfp9DwGnmLgK+JEEqeCNNeUab4sai0dsJXA0wZfZwTaEPiWMLZUfEsjzJisCHqxpBPXOHmuxq/85ykwKSJNue3GHjs3xC5YsgZrXRJHCoFUAu35HDnjc+hYSC3U1H3JTFUwOy1ZN6XZNKvYvjFjz/ZVMrHEr3++wekzTe68xuPaHRn9tMO39wc0Kx7TE5ZmPaZacVLIGElroFjuWpZaGa1uhVddv8rTh3ocPqNoNkLu2Nvkr7xrif/wBXj2WI1u37La0cwtN9gwU2Xd5IDt0wP+tw/0aFRb7DsJR85KPM+ilItNwLr/W0hT2LEh454bUrLEI0kDrK0yiD0uLfr0IwfqQayG8q0f54yds/YgtsSxIU4NSWJIUkuWFUzu8gVR4v5cewDzXbjn1i7XbBa8+NKF2ST73Ozq/Ladr3nD9z/y4V//rP37f/sDf3EA/u8++kl+4Q+a6icu3Pveq9df+t323KWwsdNy5lJCux0xOZEipcDXwfBkR7HzoZNUkORgj7XE98DXwqXZPekefkYYW6LEOIaJLY3UsU2UQpwKBokkygKSLOTwsRovHIbMWhy0nTb2JPjK1XzUA7h+IzQqMFGTTNYV003NuinYtiFi4+wqiV3m1z8/wfETE9x6leKqLZJdW1b41oGUuaUJbtspmWwYQr9PIAOsEqSZRFhLmsWsdEPmljxuvbbCzdd0ePTZkPWTgmpY59ZrDH/rvUv8+y8YDpyvs9o1rHYUCyuamWaNyUaFycYEjWrCbC1h+62xs0l1ilIZUrhgwuJuqiRRzC9oklSRpIo4UURJ/hxLokQSxZJB7ALJQZIzdmyJYsfacWJI0jwoTyFJDUnmJEuUQD+BXiRYHEgWBxnTzS4D63P4bMi+Y2cJJvjob/7uZ/s/8+PTn3/rKz+R3XbHj33vA/yB+z7D+umK2jgx//5Hnr308fWN58M7btRsnukzMdVl+4Y+9YpGCYEUNXzPx/c8okQTx8VFkCSpJEosceICKz92rkrkK+JYEvvuxMdpll+A0iODNLNkmSEzOL1tGIJbCFDSdXN6HgRaEAaCaiCpVRUTVcnkhGDdVMr2DT3qtVU+/1jMQ/unWF1scOM2xfaNHru3DsjEKl9/qkrN08xOKurVAfuPw8ETmhu2WnqR4qbdCTfusly6mLGw4tMfVHnb7R0e2dfn6HlFrSIJ/AY3XGX4lz+xxIMH+nzpwRmW2pbt6zJWWppmQzFR86hXPWoVSxgYAt8Q6AytnNSS0l0Da52tZ4wgNZI0E6SpIEkdcSSJk4RxCnEiXGAa2yGo46RgbsfUccKQtePU6fxBIuglgtVYstSzZGmfIycSPtU13Ptkhy3TcM22F8LJcO8n/vjz3k8utSf/8JP/+TPZj/zwB7+3Aa6EkRcurX5ocX7uPx45dDH88twMV21vsXen5evfbjBbDzh1vsv7X99mdsot2b4XEMUeka+JE52zjSTIwR4ngtiTRKnIL4jIA0bymyG3/IrnzJBlzl3IrB0Fq4AQIg9YBVoL/NxvDwNJrSJoVC3NumH9VMTsZIfUrvLZRyS/89Vp1oUhN24TbNvosWOTYfvGFT7/bcvycsi1GxSTDahXE+ZOSeZXAvydECWC2QlJswlHT1pW2oZLiyG7d4S84bYOX344ZLoOge+jZJMbdgn+6jvm8eQ8/+XRSQ6eD1nfTljXTJmoKeoVRbUiqQSawIfAA62tA7kAKUogx93YmYEsc7KvcJCSzIE1STJHCokhHj4bkoQxQA9fJ4J+KuimgtVI0B5k1Pw2P/SWed77qg6TNcWmqUtcv0Nx9cYGB4/NhRGV36w2lE5S/Qc4nvneBPi/++jnee5E9hN7N+z7VZ21Gjs3+nT68PzBGb72xAyDzJBFMY/sbzO3ushff0+L2cmI/qBKuxcQxT5R4hEnOgd3AXAnX+Lc4osT4ZgoZyV3wcg1Yg5s455t4QPimFsIUdL0DiBhANXQUK+kNOsps80+M5OrPHY45hP3VjhyssmOCY9dG2DLBp8t62HPtja9tM2ThxpUlMfspKJZh2bdSTDf1wjhbq5+5LPcTljtWVrdlPkVn20b6tx17Tz3PtXjyPkG1SDBUz5CTLBrs+LH3rTIK/bM84l76zz5YpOlrmZdI6VZTamGkkqoCDxB4Ek8T6CVRCly+9Ch3ALWWrd65UB3N/9IS6epIc0cuNMcyAVbJ0NwC6L80U0E7VTQ6VuSpM9Upc1ff88iP/+hPpXAp9+vcM1mj4XlBkfPTnJ+wefImdON5mz313/+p67xzx391O9s2f2h7z2At1ttlFI/82u/8blf+uJLZ6av366QapJmVbB9ylAPBMsDxUpcod33+NXPBhw8scS7XtXhdbe02DDr0+5U6A8KkHskqZMsSaKIU0WSS5dCq6epJMmZyVl/5MwtMZYRuMesRtDKJUx8zxL6hkqYUg9TJhsRG2fazLV6fOSLHl9/eorllRpXzwq2rRNsXuezZZ1g56YB2l/lUw9pTpytcc16yWRdMlHLkDLi/IIl0NKV81pBnGi2r2vzFBntnmKlbZlbrnDNlpD3va7FH37T59RcgKcThPAwtkaSSm7bucL2v9Tm68/2+OTXp3jmVI3Nk4KZWkYtzAh9J9t8T7qAXDmbVUoxLDqyuJvMWJzTkjnAOwlXrHiO0Z3OdhIvLpJHmSBKoZcKOqmgF0PUjdky2+Y1t6zwA6/q8pbbQNgGc4tVeoOATi9kpV1htaOxNgXVZtPk0vRgsP3DG3b8JdXtdn+rVqt97wB8eWUFK+RfPnzwwV+KV4+sO3yszqHjGZNBgsBl4CaMQWLxpcSXmtXBBJ95MODhfW1u2bPKh97Y4x13xsxO+fQGAf0oIEk0capJklGw5ACuSNNcW2aSLBNkRoy0tnFeus3BLfKlWynnOnjK4HuGwM+oBCn1SsRMs0s/6fPN/ZZPf2uCJ19sMul73LDZsnFKsn7aZ9OsZMv6mKs2r7DvVJ8vPjLLhNLMTggaNUGjmtDqZXz12yF13yKEA1Y/0rzrnoivPGFo9SytrmF+RbNlXZ33vLLLk4c7HDrqUwtSlBQO5KbKIHZa/8fe0OKajfN86sE2jx9scmalwoaGYCK0VH1DqA2+B1oJZ6vKgsmhqK8zuVQzZrTCpWa06iXGyZckEyQ5sAdZLkcyF3zGcUSl0uNH3rLCh97Y5tbdhtmmR7dXY7kV0o8Cun2fbt+nP9AIAbu2Gm65TmCyOvd96/i6XZce+KW3v+W1pt9b+VilOvnnG+DdzgpJHFOv6B//0jce+zdfvffr01unM67bEnJxKR1G9oHnWENgUdLgSUEgBateyPmuz/knqzyxv8Mf3tjmA2/o8da7B0xP+sSRT5T4xIlHmo5AnmY5wI0kKwHc2Jy5zSixIITNg0qXJNLa4HsZgZ9QCWLqlT4Zfe5/VvKfH2jy4skJRBKwY9KysWmZaSpmp3w2zEg2zSZs29Dm7EKH//SlGmlUYcsWQbOuadSgUU0QXky7X6NZtwghsBaSVDIVKFKT0kl8Or2Mlbbi/EKFvVfV+dnvX+XDfxBweqGGVkl+Y2jSNGQQSzZMB9x2dZsbr+py4PR5Pv2tCvc+0+RCq0ItUNR9qHkWX1s8BVq6dL4Q4+WjBrDG3XSZEWQWUuPyD0kmiDOXJBpkgn4GgwySNMUkMVNhn7e9YYUPvLHDq2/IaAQ+UVxlacUBux85+7E38Oj1PQaxuxZYTas9xYUFxYX5RWanv7Tu4H71b9ZvuSc9cfL8701P12lO/Nl1CP2ZAjyKeoRh5d1PPv3kfzh28MHGTBW0CplqOp3bjwxRnCGELE4vQrhgSEnH5hUlaSc1FuKALz1Z4+EDXe64v8Pffl+H67ZFrGtqGjVFkvjE6QjoaaZycEsyIzHWZT6tFcP0u2Nug1IWrQxapwR+iqdi2v2EhXbC//35kJPzkzx7qIk1PtMVwboZy8yEYLqhmG56rJ+WbJhO2TzbY7q5wtefMzxzsMmNWwSTdUm9KmlUDbVKjPAigkCjlXt/ayHLJP1I0x8kpEbQ6Rs6Xcty2+PSUoO793S5a+8qn7ovpLKs0DJxgLSaNPOJE0k/8phphrxiV5dXXN3lqdde4PSC5BP3NplfrXJuKcBXkpon8AsZJt25HhJ5IVVwTJ5aQWogMYIoB3ScWchSRJogVczGyR43bu/xt9/X5hXXGRoVTZLUWe2E9COfOPboxz6DSDvLd6DoDRS9SDLIH93I1epbfJ4/kHHo+Den3/pW9R+uv/H2lV6/98U/S0z+mQH8uX1HmZrepD7x6Y9frZKDjRuvWqC9YYKVtqHdkwih0dqgFAiRAQ7kjlGtczGkIUgFFSXoak03rbMcV7j36QkeO9inFgz4ybe12TqdsH1Tn7uv76CFaxEDVcpKyryLvsTcWIS0KJERJRZLCjLlwEnJ04c1X36yzoEzdeK0Sl0rZiuWqZplsmqdD97QTE1oppuCDVMpm2b7bJxd4aEXIz765XVsbGpmG9CoKRo1Qb2aUgkiHntJMYg1Xs2BylpBnEpCrbjlmj5P7G+6wqd+xmrbY3E1YG5xkp99xxznFpd44vlZPAmIBAOkqSZOPKJY0u1rJushzUaNu67p8dobe/yl1y9w+KzhK0+GPHm4wksnaqRCE0WKXqJQQiKEWBN45jkBa0iNxRqDJzIm/JiQhLtu7bJz44AtMyk/+tYBFV9RCz2i2KfVHq2qUezs3UGsiWJNP1JjAO8NhKtq7Ge0uyndgWG1Y7m0ukg7/Xqj1zl+9Vve9jNq6dKJbHrDVX9+AP7s/qfxG9bfv//xn1pd4Ve/+vACP/mOVa7ZmnJhfoL5lQAhFCCxVmENWJth7QjkSrhl1MuZJtSCWiroZYq+X6GfBXQ7Gb/6qSlMGrN+dsDebQOmJ1Le/4Y+29bFJInI9baEEnOT608pDUIKPvdghX3HawitOX2hyvm5KmFFMREImjVLIzQ0QqhXBBNVRaOumKxrppsw00xZPz1g87o2mV3lc4806Hdr7N5iaVQV9aqkXjHUwxTPi/n6EyFRT+Ktc7d0IVFqFcXb7ujz8HOGbiTdRe9pVjuaS0tVrttZ5/2vbvPsgSqnl+soaYAk18seSeas00Es6Q40ra5PvVKlVom4bsuAO/cMODvf4tTFVbSX8cIJzR9+q4pQyoFbyPGLaA3gqjSTJGP7upQPvqHPTCNjz3bL+mnIEp8obpBkHsttbxgLDQ2AWBMlOk8a5RnRSA5T/d2BA3erm7LazlhoWc6tGLZv7XPXtT0Cfd2vPvXM4707XlH5nbNnH4+3br3nzwfA9x08hZDhNcTnPzJYekb22w0+8oWMf/yjq2xZL8iMK2bKChlhXA2Dsa6mW2CGQZ8rnhKEqSXUllquBQeZIDIeke+R2AoL3Qbf2mewZPzxk4lbFazJH0UWL7fIhEAIhRASqRRpopFG42lJPYCds5aaZ6gGhmoA1UBQq0jqFUWjqpmoSyYbMD2RMjsZsWm2Q8YK//cfhTy6fx27pmGymrN3VVKvpFQrMbVqn0qlSqAkSuYaHCcHksRj0Bf0o4xOpOgODJ2+cS1zNZ9zcxO8am/E3/rAHL/2h5ozqwFCGKxNMJklST3iRDKIXBNCva+phT7VSkg1qBIGCfVKzG27Y3wv4fbdKT/6xh5apXkSyBHLmCjPJZ3JJEJKAk8DAf1Is7SiyFJFmmkX82R5/JOOHK04HVm5RVbUZUYlg4i8XDej081Y6RjOLAmmZ7v8nff2Id3A7/3Rc/J974o/Mn9u/SODTvzinwU2/7sBfnTfZ9m5pVH5yoMn3nvf00dEs+Kzd7vm/hfrnF9e4rqtHVbaYV64I+l7Aj9RpNpijM2tDYmQBikFSlo8ZUk0+Klw3TsGaobh68QIkkCSGElmNIkJyOzIAiuOYZZSgBbCZSoVhBV384QqI/Ag0BD6lkogqPiSakVSDbUDeE3QrBumGinTzYh1U102rVvio182fPLe9WxtKmbqhkZNUa8qalWoVjLqlYSLS4bjFwNC38UYUFT6CQaxZucGw4aZAe2BT39gcxaXrHY09UpIvdrkR984z4mLl/jNL25GS43FkJmM1FiS1JU09GPHlL1QUh1oKoFHJchodVyM4XsZns7wvAwtXaOElC6dX0hEV7oiAIHNKytbJo9n8ucixnHZUEmaKtJM5rmHwq6Vw8xoVDynECeu4jCKXT36ah/meobrZ/qsb1Z48JkKk7WMky8dFCfP8N5Wdu3xf/sfP9//e3/tvd9dgN//jO/XDlz4h1ubR//h993VkcvtCp6O2LljmRuuajM1EbDSrrPaCdBaO+tKCzwtMSZncQFSOpbTyhUHecaSamdZpcaVfxYZuCyvlHNerhgGSiDGAO4yeS6w0tK49i7lnAVPCTxtnW+sBWEgCX1JJVBUQkW9IqlXLRO1jGY9ZaoRMTPZY9v6JZ58KeJTD25iMgxYXzc0qsKBuyKphYZamFKvRjx5BF44XOXqWZvr3lHavB8pbt9j2b2tz1MvNulFlv4go9vXOcg9qmGFStjkh16zzAsvzfPEoQ1gFcZkrhw2taSJHdaT9CNNdWCphIrQNwS+R+C7YjStMzxt0MqglHFbsEhXGoywiCI5kN+ENo9hTP7IMtefWqzGhR2bZkXqP89BpC7GiEtZ5iQd+exJ6urSFzuS5U7E4VMJv/nVKmfPGQJl+PYBK3fsOPvPfvT7q/5VWyZ+8e9B/F0D+EqrK3u9/i/8xsc+8XPfOHvef8V1MXddZ/CVJZZ9Pv61Knddm3HD9g6BXyPLAox1WtSVugqslQjhJIqUoDNIVQ5kY0cls7lH66RNDm4zYu2S3F4D8FFCR8k8Y6lcZaKnXV1L4EkCXxEGikogqFYE9YqlUc2YqKU06xHTE302za7wxJE+v/Dx9Zw51+SqGUOzCo2KolZR1EKohRmVMMH3BrQGFiUVnrJIOfpkBUCS1KdRSeilhl7k9ufpDTI6PUmroqh2AsKgzo4NCf/yp1r889+VfPvQeiwKYw1ZZkizlDg1xIliECv6gaQSKUJfEviWwFcE2uB5zu/XyjqAKwdumTsrDuSjwwWfYlTHYsWwnsXJzVGuwbG5cOW5Q++8eLhkm7VFzY+gn4D1In7wNXPcs7fNQy8KXppXhNpw594+N+6Y881g5u/v3P0Oz5ruPxGy9t+czv9vBni73cUY84vffODR//XI4TPh6bkmzx1N+cyDMZkxLHeanJkL+NJjKa/ZG/PKPYLVjiRJC20MSklXqirk8GRn0unwzIDJwW1yBi863ItMXJG4GQO4GEkTUYA7P7FKObtM561onpYEvhsAFAZuJEMlsNRCQ72a0agmTNRjphp9Ns2u8sThHv/8d2Y4cmaK7VPOYalXJLWqdOxdsVTDjGqYkGQxv39fHakUnrQoMbIJjS2Yz+PH3rLCN56J6cQBvRzg3b6i01W0Ak3oBwRegz1bU/7VTy/xT39H8PiL6zHWte6lmavwSxJX9ReFLrgLAkHoCQLfZTZ9bYcZW60MUrnPJKVFSJC4/EAp5Tk8v0UuYbhalpJoDuAF6B0xJWPP7u8LAZ5WTNQEO7YIfujmZV59vWFdM+QNt8Qsd+ZJM81UzWcwaHJp+Vz4wrOP/t29N71RdDvdf1Sr/7dlOv+bAW4G+7HW3OXFT1V2bDQooTm3KFlY8IlS94V2TeF+fz7geaGZbBi0cmdRCpdlE1oOga2kJVN2lEK2YphpM1bkSYkRY5eBXRwFwKUAIUV+EUfsrXVRdyLxPOnqN3xBGLiZJ9Ugo1Zx4G7UYpqNPrPNFk8e7vELH5viwOkZtkwKpmslaRJqaqGrX6mEKZUgxvMizi9N4imBkia35UZBZpZr2I2TljRNaCch/cgyiAz9QUZnIKn0FKHv4Xshnp7g2i0p/+ovL/CPfxueOLiOzEgH8MySpFnO5IYoMISxZOCroQTzPPC0k2iuTsWiZQ7wAuiMJ4OKcztkcju6QY0pFW6VwF6UR6QZef3PiL09LagEmp1bJFfNTjIYVDkfGwJt2DxliWLN4mrI2fmQE2dTHt7/TOXd8Za7hBR/Kkz+mQH8/vvu4+CxqepLh/6Df/hUh80bQnqDAIulWTXEqQOlq/GGauBsuyyzwxFrUjpNaqRAGgduUzC3dQGoNaMewxGoXRa0fAGG4GbE3EWVoAtcRZ62drO2R/IEQg8C31AJLZXA6edqJaFRjWnW+sxMtnjm6IB/+luT7D89y6amYrZmmKgI6qGkGiqqFUEldDeHS/XHPHFI0B34hIo8Xe6+b7HiZEaQpJpaqLj7+g5PHmjQS5xM6UcZvb6iEygCX+F7fq6fm1y31fDLf2Wef/Ab8PihdSRGkhiTN0uPejAjXxL4ZlgzX3xnrYqHc62KNL6UDJNuVzoKXV6AvAB8Zhy7Z2b0c7mYy9rc2Mqvh9buSl1crNLu+QTaIKVbnaPEefsLy4qLyx02bDjJw49+1v+R7/+x6jfvv7f3xje95f99gLdXTlBvbmw+eP9X/9O+w5OveeGljKs3CzwlmKg5xkhSO1yWtHIFQGEgh+BWQwt2xGi2YGtrS3USObDtmufijJeRjRgHd15kpIYAd7rf047JfA98zxD6eYFVkFHJ5UW9EjFR7zNZb/P8sYh/+luTvHBqHRuamtmqYaICtVBQqyiqFUV1yN4ZYZBSrw546AWf1VbI5OQoTV7clCbXsEmmWDeteOPNXR562tCPBYPYlEAuCT1J6Gk87aN1BSkN1221/NJfmecf/Ibl8SPrSIwmySsAXdmrY/IgkcPqQl9LtM6LsKQL9N25Yfj5hjchl6f1hyvmmkcRC5kr/DxyyfJ/U7lrPIgEQkii2MPTbuXIrCBJBFHi/p29O32u2lRhseO/5tkDh3/7re/8gf9l/5HTqzfu2f7/LsDT/jla8dw/aPoHP7R32zKT1Sr9gfseSaoIA0OaOpAKnEwYSoKcQaQcMW05nV4sfwWYTXH3F4Fk+XzlAC8yckPtLYsKupHuLioGtcLVZ2iL57nG4tA3hH5GJUyphgm1MKJeHTA10eLZlyL+4W/M8PyJ9axreqyrZkxUbQ7unL1D1+lfCQxhkFINYlIT0YkDhJJ4BYMPv6/Imc5Za0niUfMHrlwgDpksQD7I6PmOwQNf4mmNp4sNaC037LB8+H+Z43//j4bHD68nMZooE8SZyVlcECaGwLOuQUSbfPWSbjXLVzR3fsRQ0kkxujbFeS3zycsDfURCboW1ee0Jw0Sb82rcIzOCQV4MhshzA0X1YmoBxfm5GifOL1CfPf6hiXX7jkdx/I//a/H6XwXwF4+c5mK8bXvv7K/dmA0Oc+Nu2DgDFxYCWj2Xii0aDozJAThkiRHYZKnw5+VPnCiBWpSYu8QpQqyRJaPlVuYdOko5BtXa+eteXoRUVA+GXpbr5oRKGDHZ6DFR6/DEoZR/9NEZnjuxntkJzWwlYyK01HNwV0JnJxbgrgQZoZ/SqMUcOmV58NkavpR4yuTfd8SHxVKeZIrUaF53W8LVV3U5fqbCbNX1NQ5iN8+kN8hZWCu09lB5rCKE5frt8Mt/dZF//BuGRw7MMkgqRJkkTi3VvIY78Fxxm6+L1cvkEkUiVTZc4ZQUJYCLMZAXdSuiuE756R+uqpRer2koAbD5tc6kQGVu9YoTMbzxoahNd11Eg8jQ7mVcXLJcWLVUu6f49tOP3vgv//ef3Z70Tp72qjv/7AF+9twSU5PNHY8+8dS/e+jx3ruPnIi5/bqUG7anbN0wyYWFClq5WSNpKoZMfBnwxAjg5aMM4HIQuZY9iqOocL4M3MIiVWEL2txbz1lbW3xt8DxD4BkCPyX0U8IgphpGTE30WOn0ePhF+OX/vIF9x2aYycHdrFjqFUEtFEOv3DkvxrG37wBeCSLiLGPQDwmVu8lkAZjhd83ttkySptppeR0RxZZ+IkoAN/h+hu9pPE+ilUJJbwhwBNy0U/DL/8sK/+YPUh4/PM2FVoNBTdLMLPXUTRsI8oc3lGg2twspAXzE4MPPm3/ooblSxBDFdSoSRCXZOHYdS39vJB3zfz9/r3LRV5q6ntpOL+PiisX6A157Z5ebrkrZOLvh3aePPpOt23zb311enD81NbPuzxbgNXUAnYV3Vuz+9549cZHjp9Zx6GTErk0dfvhNKaHviuWVtKTZCOBDEOY2lMzLVcfYoXRCLnseA/aa4qmCbbDDm8YlMHJwD1P/rizWdeEX5bEO3IGfg3uqy8JKn1/6/Spf/PYsi91JZicks2EO7tDp7moeWFYCSTWwOYM77R0GMRDzwPM+K4nPdMBYPTaCMSnmmEzTCDRvuLXHE0diOknARD5+YRAb/MjVqvvaAVwri5IeQroEDRau3Sr5tb/d5itP9PnFj63n3OIk/aam6QvqqaGaQpC40cu+cgONvCLQlGIYBBfPsgTI4Y25RpOXr0vB2EWBRDk8Gl610r9X3EClewZjbJ6ddQ3MzXrKB9/RZtd6jzRu8u39FzizcOi9u68Nfj+O+qf+tLj9UwF8MOgQBLXdB1689+/sO/AU2zZ41ELF/IokNQEXFjQzE26Mg5Qja2+ccUe12OWTtTaQGT7by38vho2UZcekSFgw9NJVLk20dMDWyoHb0xm+l+F7KaGfEPgJ9UofrXs89ELGb3+1wZcfXUdsGqxrCGZCJ0ucBVj45Cp/iJy5y+ydoHXEYweb9GLNxqrNb7i1DM4wK5ikitBT3HVdn9Q4gPcTwaBwQ2K3ZLuRGSJn8cLWszlABDNNwYde36UeXOBjX+3z8MFpLiUVeqGkkVpq2jqQ6zwOUTaPS2wO8pwYRClGkq5SaMjAa3nmCtcIu/aaUbpmI1Iq/1OWkXNmjIuVppseROt56WTApWXNpeUI036W227Z/nde+8Y3PNfvd49WKn+yN/4nAjwbnODBRx9harKx6cCh86997oBldtJjw4xk3VThs1qsNU4GlFqiyiw8xgLlmuSXO+yVf13cIEViQpSALfNGBgfwoqEhw1NmWIsReAm+nxB6MdXqAN/v8Z/v1fzK763j+MIUXhCyoS6YCjIagaUWQC3vsK8ELtsZ5gkhV7+S5SuBkyeL7Yxu7OMrhZ/fbMOleHgx80AzT3XHqUfFG7Ch2We1V6efiHzcmosVPC/LbT6V251q6F+PAldX+fjuV3e5fe8Cv/yJAZ/8+izLaY1e4FHzJA3tanACDb5i2Ayh8zhluPJJMZR8BSmNPHJxZVZac8HWXvehqBQloir92ULDg1tVoljx5Isevg9ZllGtKOrhgItnTr32W/Ejmwb91tFnXzzDbTds++8DuDEZb3jDLTsWzx/+6LmXDnD7daEDlXRmtBYWz3O6Vkk7pjPXSo0yqEfVyC9zjP25cXC78WogpB3p7lxvK+l81SFzq6IOI8X3nCQJ/IjA63NqLuU3v1LjC49Mc2JukkbVYyqEySCjHtg89V6AW+bglsOkUJhr78B3N06jFvH5xzRHT1cIlXAZw8JBGSnZsfR3lkmSVHPtdnjn7R1++2vTdKuaRmIZJJYgzuMGZYZDj5x2LkDulZDiVoVtM5J/9CM9btx5jt/48hQnLk2wnFboeZqaElS1paJzuaIEXu4yqeENWfLHxQjYQo7AKb4TOV2RmOxl17OMAFvS7FJaMpMRxaPRF0q6c/X00UN88P3XfPTWm+9+++pq+0+UKt8R4P1+jA49Xnzx0S3nzjy9C3mYu26coDcI6UceSSLzDZfsZUtwUcvwJ37xK1aRFL+yY4w/lDgwDLRG7D2qsXDtaDmwVeo6d7yUIIjwdUQni/nIZ30+9pUNnF9qYlSFqQnFlG+Z8A3VnLmrw/S9zOtUcmmSe+dDcPsuexklMUfPBXTjgMkgd3FKwVWR6Ckne9JMkiSaRk2zc0uMCgZ04jp9X1DJ55P4ubzycomiC9dDqJcJXhWzEz1+9t093vu6S3zsK21+83PTLPZr9HVIqBVVLagoS1gUn8mi6aQcN4xGT8g8qB3LdorvvAj/aW6EMgnakQIdXnuLa3juxYJObJhonmN+4Zld/Zba8oob7z5lbTJ+k//XALzTnkOL2myS1j77f37klNdJp3jnK1d536tX2LKuwmqnwiDRZOmog2aU0s1T00NN9vLfVFyByUdBSEm351VvxdJZAFvmzK2GlXIZWmdoleF7CaEf43sxrUHMY/sk//neBp97ZJpBVsf3faZ9QdM31HxLNbBU/RG4w0ASBJIglyYuMZQ7EznAfc9lPk9etDz8TJU48Qhq9rIAszjG6zncGAzP07zx9g6fur/LkXM1+qFwpaaexU/BSwxebFBKOt9aCqSQo+E+BcALj91IqoFmfbPP//5DPa7bFvHJe+s8fWiChX6NgfLxPE2oBRUJgbL40qXvdS5VpBiVOgjhiuTKJDMG9LUBF38y+MuW4zBDmn+Pogm6lwiWejA73ed9b17mXXcZTLLfq4Wv++z8YuvmNO4sfKf3+I4An52elSdPHrnzhWcfnNg6mfHSxTq/8cWQ4xcW+OHXt7h1d48JU6Ef+SR5M0Ox9NphTyRjQP+OR6mirQxwxvSgXQNuV7zv7MAMlT987eSI1gmtbsKjLwo+/rUG9z47wXKrjqyE1CuKpmdp+IaqZ6n6lopPztqOuSuBdLtE+ILQJ6/QMzm4jVsZ/BSlI146B+dboUus5Pp2beKkuKiuDzKvxjOSONasbwh2b+2z/0xKL/GI8hnffozz8FWWS5QiUQNyTWdOcfMUNmSSufrwD76xz1vvWOGbz3X43a83ePpQg6VOlZb06foaXwl8KQgk+NIxuhajGEJKi2SN5ZmD/kpM/icyd8kCLpqfsxwvqXUzV1YTQUrCnXuX+ZHXt3nzrT4X5tdx5EyVI5cemrjlNu68auc1X+M7DA/6jgBvt04Hnpf8x0uXLtVmJz2kzAg8zTce38DDzwb885+a432vi/G8GlHsucbfvEC+KI4aafHvrLpH+tyOByNDazF/kJ/sHNiuidixtpIZfuFmyISFTspDz2i++midLz48wXy7hghDvLpHQ8OE5zp5Kh657ICKL/KHzEtOc93tCzfgswxwneL7KaEfY23CA88GnL5YYWZK4EkzrLmRawFQVOcNS08V/chj+3rBG2/t8YVvx3QTj34iCD2LnzoWj5JChmVOgxd2m5DjsU9OMMNGBeP89koQ8cHX93nz7Uv88SMdvvJolYf21ZlvVekLn76v0Z5CC4En5YjRhYu1CrmiyoHnEMy29Prya2vXvC6Ib9j0XNTnGIiMoJNAlkb80Bsv8X/+RAtfTnPk9CynL1RZXBF0k/O13XvNfzxx9sJ1QP+/CeBfe/gFhOly3Y4zbF83w/Mv+aRZTJTCoQuT/NrnBty+d56rN1qUCkhTB3JXbSaxRgyzkOMsfuVQo6y9RgC3Je/cjLF2AW6tM3ydEIYJgyjjyHk4dUHx6fsm+NrTDeZXauCF6IZHVUnqnqWuDRXPUvEg9By4Q8/NJHRlprL0EPl/tznIzRDkvufa045fMOw/GYDnuaCt5KCIMeN/dIELJ8W5KW6c8w07I/Zu6XL4fJV+KKimgiCxRIrc2jM5exduSsGoI60y9NlzK9IYlU8f8BjEHpVKxE+8LeJdd6/yjWe6fOb+KqcuhBw+XyVeDUgDzUBrpJIunQ9oKV3ZsQBFXmpbBPg5ZV/O5mtrzMXY97cFsPNu/tQ6cMfGkMYxt2xd4uffv0wjbHL41BTn5qscPy954WjGSjTPPa98sXnrDe//4W7P/nateuUl42UBHnVPiF6/93d+6SO/ObPajnn9DUvs2DTN4qqmsZLg+YpjZ2p88+kl9ry3RwVDolKyTGGMysc2iNEjZ/HvzOBXArcZA7fIga1lRhC4SapplnFpCe77lub4uQoPPlnh/EqF4xdqEASoqibUipq21LShms8TD7QbHB945CAuHjJ/qBzg5Jo7B7eXEXiOvd2NFXNyAQ6dquLJcXtw5EKUa2/Ga6xd2asiTT32bu+ze12PF0+k9FKPeiKINPh5AkSVAC6lQEg5xuTAWEOIKTclFL2UmUfk+TQqMT/2lohX39jm/EqbB57yOXE24BvPVrmwFJL1PYzUJL5CSJUnauSomE04n1yWvt+Q1UvEteYqDxnbUHT0F139FmNSyBKCrMcb71hh12bL6kpIf+Cz1NKcvhSDt8o771ihs/x0c6X91r+lVPQxXkYcvCzA/+i/PEGaZR+6dL5fO3x2kqht2LURZic9PD9imS4Hnk25MCfBj6kog5d6JKnGGJVr8ALccqym5IoAL0mSYUmOMEO97ew/p6+9ICPOLCfPCvafUNz3ZJUXT/ocPBnSjkKiOADPRzU0gZJUFVS1oVLygQNd1GkUZbOuLjzIZYnvK3xf5jeAHWlvL3OZRc/p/NBPsCZmblkS2QCt86W9FJytIfAhyLN8pSv6HePUQ6CZnYqRakA38ehpQZBa/GRUMKaVGctAynKnQjHsCIE1csTkWb6TRSbxMjUcP9Eb+GyYjNm2PuG2qyL6cZ+fPNnixVM+9z0Rsv9kyIkzIUmqsIHKv5QCqdwNNRxBUWQnh0UUV7jKLgIpyp5d1jOPSGzR4ZJCFqNtzJb1CV4z5vRLEc8fE6y2YHZKcfc2jz1bJzl1sceR/d9AypcXIlf8L/fddx9J3FbL8y+K7bN1muGoxWvzOsM12/q8983nef5wzJ6dKf2eIDYpns6o1p3+wyiscb16xsihCHk569D5pLlLkvvYQlqQhjS29Aau8+TUOckf3BfQjRUvHAw5djZgsesTZT5oH5SHaigCKagocisMN85M5YVHyrG27wmX9CiD25P4uSwJfAh8ctfEpcw9bfC9NM+IJlTCmPmVjPser9PqBExOuPkuMs8MXqnuZghyUwoIjSSKFDPTirfePeAbT/c506rR96STKRq81OIlhWede+wyc3Yh5Vkncvgexuo1rWYSP1NkWpF6iiSXLs5KTaj6Ca++IeWu6yLe89oBL52VvHDIox8rPnlflZOXPBCS3sAji5UDspRYLbCyxN8vF2UOK7HcMiPSfKkhA5NRqaZ4YYayGd962uP8ouKJF0OSPuzdFDHdVCwuTfDkKrS7hmMXz4hX3nG9euyR+9NXvvpNfzqAKwkqrH9kdTW66eotBmslWhmqlYzpiZjNswO2bIrZsr7PX/s3k1z6/zWRwnLrNQkffFPf3YSpZbaZccsNEdWqW46xL3dn53d3nrxp9wQvPOe2mK6EiicPe3zpkZBBohgkmotzPgZFYj2M8EBrRKDRUuIrQUU6fzdUuf2lrKsB1w7cboqsKA3TL4Nb5T2aYsjevmfw/aJAKxuyt+8nKBXzrecUX/h2HeVrAmlzT5kxB+VKDF544U6HS5JMMRh4vOuePl98rM0nH5igm4bUch3uFTo8KWpu7LBbSIjiTioYVJa0/jjA00ySasfknnajIHSakSQeWmX0lBukPxmm3L0n5a49CYiI97++xyBx49z+yyMBTx30qYSCxbbihRcDN+BpKMS/M8CthVpouPnmmNmJ1HVwZYYPvmnALbvduLpLy5K//q9nOXq+zsYZQSBSVjoZFxedREtTw64d/ZsajfpHMsPP/qkY3NplYLJx4uAf7hHdllJ03C5e0hL4KfXKgIl6mzhO+L2v1HjmQI1OrEEIXjpr+dKDTbAGm1kmJjPuvCmmHhp3k66toxzxd0HjSAmrXcXT+33aLYXUksgqIqOwqHx51CAVQmmklHhCODBLSyAdU/sqB7MczehzIBejhgftGgGKxuMyuB3D52W1XsHgWemREugEa2POL/rEUUgwIfHztLfKi4rGspilarwivT4CuSQzbojOZF2xdSbGFwP6aUA/FVS0m+5a1JAUCS0ly+Wtcvhe7j1knvwxpSH4Zhh8FtIoTbM8KabyEoeUJM1QSTFmwj02zzinSgjDddsGxLaH1NBqCZ7er1nt5fXd3ykDlBvfxkAttNx5U0Jz0mJTdy4qqqiHsWzfmPJj39fhVz5RZ6kbkBnFZNvFT0pYEIalqK827ers+Vt/+Qca5xda7c2z43MNLwP46bNLKNX68EPPHXz9yZNnuXZbyu17EqwFX2fMr2Y8+AI8/OIEf/TABJ0sgMBNrUqxtGxe5aYM7Zbl4oOjQTyjNN7wm665291rKwSmKOhGUnQLO5ZynUFKuJl7gXQJioI5vaKxIR9B4eXsPeykV+Rb7zEEt2vrcluiBL5rswtKZaYF0P18TyBPp3heQhAknF00fOIbNdA+nhSjAHMoT8RlDF7O3BVDQh3Y3Pi5OPH40bf2+eOH+hycq9PNPKqp25TWVQHaUSdOvifP8L1yonCli4UUkqUCr+JhnHuTSrRWeFlGogxaZWilUcolylyOIcslUeFeFb83CGOYqRq+75UGhBlZvaJ8zUckZoeruAArMJmPifO8CYI4czJWCOeO/ey7I9ZNXOCB/R0OHGuwsBLQyQTSWm7cE3HV5kWS5MDrL1667cMmy/76n8jgn/zMt1BS+F9+qMv+4zOsW5dw9daIJHV37tyK5MDRkCjxIdCIUDqLSoxwa4sziyErF3mXQX4Zg5fTYkXQMpqjp/KsmhYOvJ4oZ97csyeLptpRIZFXKg11tdB5E27e3TICuBzKlsC3w5Y23zelwTkpXs7evk6QMub0JcFCO0RoTSAZkydy9FWG33KoQO2oe2lcPiji1GO6EbF9Q5/DlyL6mWaQQZAJvMzipbkOT/OcQO40OWyrMcIYZQrlcOc1M5RFgkwbtDFkmURpg1YSLQ1KqXwnO5OvFNYNC1K5VStG07EKM0AwqlMvXLBx9hYj49DmK0y+mhX/rXDcBCBigycNP/72hA+9eZX9x3rMLSuEcDPid28RrJvQLLQvcvrwN/0r5XsuA3jcuYgQgms3ZExon7lVn4OH63Ri6KcCA/gV8Kvj1dkwbv0Uz4XXyfDnK9/ZBfuUu+KVcB9Q5Vk1LXIwi+J3+YUWeelnTvp6WArKsMHWV8LVQY+BW7pnvwB6EXzm4C66f7QZShRPO33q+wkpCV95rMLcQgVvQuEX0kTacQeFNSt2SYNfPm9EMYjcBNt3vLLLY/sGtNOQntZUUkOsLN4wlV5qIhkCrXinItAclU846zCfqVJIIyPQRpAqgc5k3nGfDwiSKq+rz0pO1igXIYY5ijLIGdq9Qoxf5bGyjZKrZq0c/3mNvmn33L+1exNcvVESJ5reIGBxNeTbZwKW2xWkd4krWXRjAD9z7DP4QfCqA88/d/tLxwxHTrvBNLN1Q2fgdsmN8o1Fs2Fq1e3JOAK2GAJ82IjK6PelZPw4h+dpX0kpY8boQqr8Ihb6tqh8K15rOVq6y8AezkHJZ6HoKwG8CDgL3a0LWWJzvT1eS+57Cb4Xc6llePZYBbSPzuWJluUCpVKmrxxkIsZavVyT7kgXp5kiSTxuvTpiutmntVKllyqqCrzUySyVWfdIygB3+YLhW9lxe9ZakU8qyEsqlNPjnhFkSpIp44CuJJnMZ6fIvP6lKI8ogVxIO55lFtaFtsPF+HLAFS6atWL8cxW/N+O/L2qciiA8ThT9SNPp+Sy3NWcvCY6fTwgn7e2vecNdr/qtz33l0Z/5we+7MsDve04gpf2+lbneLVG0Sr02xXTioVVK6LuZcoMYotS6MV3FQJ5SgZXJL1x5vEBRA13wtrXjNfPj9cZ2LDlSBnfRkV9IgCHIc0ZzLF4a8CMdaxfzULy8+blovnXsnWtuzVBvF5agY+wRuL1cf2udIEj48iMBj71YRwYaXwo3f3tYQUippnq4TpVJfGw0mjGFJ67IjKI/8Lj7+j7vfHWH3/xynTgL6GaSMLNE6Wi1Gq4YwiCkzJm0/FYvx+RgdD4INZcqQ3ArQyplLk/cSL1CmhTlyJcDfFQM5wjr5VN6o7a2y0E+ajof2acFuN0QT013oOj0NMttSbefIPUSu7eLW165Z/77ojh59IoMfubseSab9bd+/DP3/cgX7x8QKp/dmyy1UCEF+cV1/XxenG9KVAx3GRv5sLYybE1/ZVmdjL5zqa6hNICmYPWSppX5lKhRgX6xBWC5g14Mn7XCdcJogafGwe3GKaxh7rxn08/b2zxdNBykpUdCTMJnHmiQ2QA1zF6WA8xRX2PhbIxpcHIyGJ4/6YCWFcGmRuDxwTf0+P2vRKyahH4W0s8EXsqQxaW0yFSUZIN0wd7YMSp8KyoOhxWN+RDU1Ag8ZciUdUCX1jF3viWhynIWV8X7gBpmmUsgL6o/r1A/Wnzv4aDP4vOUbkCbJ6qMcatMmpcxuKH/yk396ik6fUEvgmZdcvOegNnpLklX/sjmnT/w4NLChW9Mz24aB7iSGWkSX711Ktl10xaL9mo0qm7UQyUWuVUIQmRD9tT5BCNTYnFjx9mCAuTFkvyy93WpQm2Mwe2QCUeVbSWAixGwR5375TkopWE3ObC1EiMnZWgHuo5715hsc+YeBZi6xN6BF/PsMcnRCyFWeSgp8aVxscFYDfXozl3rooxyHaN9hMwYaymS1GPXpoS9V3X59ksVEuXTTwWhBC+z6FS4ueoiH6iU5lo4H0m9tg5kdF1ESRq5Zz3U4xadOaArY/ObSAwbuGVmkTIftSfkCODDyVjfmcHHJUoZ2GI8JrHuhnc7XbuNansDRaurWGkL2j1DlGR4SpCkdQ4ejVlNs11Tm6Kr+/30G5cxeLc7Rz+qsGPDAm+9q0cvGk0O7faLhIDrEUzzsWpFk6/J9fhwjkmpu3oE8ss7fMYAXtJtBYNLRst8uSO/qNIrQK6L16rM5KMxbTpnbq1y5s6H/7hxZna4MhXjJIrmZC8Ht69dYsfTzj2xJPzhA1WWliqIwMtdnVLgt7YGpXwXl1a0YqxZuY576E0bRZxoZqYEH3hjh2ePNYiykJ7yqWROi2tRWs1SOwrUMbknbktsPh7IOSCNxuNlBnQxkUoqlDFoU/SUjhJL5Rr8EfkUNfvlikI7dlOXC+3KEqVMiGWZUoyDKybXxonMJ18JllZTltsJvUG+K5wRLKwkiGaLW26bo9MZFRcOAf5z//rzpEazpXmOt986z7XbOijl9qjs9j1eOlvh0pJyp0q60cNSFD4uQ4kylCRmrVQpNSGvAfmowKoE9jVAKZeermVwKRnWRyuVT27KWVvlwC4Y3Ne5T+4VWwfmGU6dt97lEsXzii6a0UMr17lz8DR89t46kfRRUub24PhMlrUZzCst18WFH9fhuRbPZQqZxwfeMuDjX+ux70SFRHn0pMTPTG6PCseqw5vfIqQYlj64NzH5e43vW2RLTD4Et8nliZFkGaVRy2IEclFuOGE08q0kU4rrOA7wkRdeZm9XWi2GZJgV58HmAz3zn4tSrbmVmKPnDd0IBikInbFrS5vdGx8mXdgP8UiiafeGp4Ft1f/r1z6y8zPfWOErjzd5+x1tvv+VLTypiTPFvjOTHD3XoBm6T6fyk6hMSZoYMbIHDZjSRKryFxu7wqWrL0onZRSgjdq9RiPGcmkiQarxsQflqU1aF0DPtbdaA+4ifV8AW+WN08MWMZPLkzR/JCgv5uh5TSf2Qelcntg15bFrAue1LkpJD9u1XnjejZOVQF7zBHs2D9h3NCYzAX3jE2YCTzowylyqDFl82DjidtBg+LpgUDlcNawBbUU+SUygLRgJyrj8mjKyVBYghqCWRcugXBM3rWHuK9/UpSRUURNuxHiMUEwSLp5x1u2e7TEJKyzEhloGnk75/ld1efMtGVG0ibOL1+zcfNffrH77hX/Su/vmDQ7gZ09folJpveVVt07+g8eeHnBhockXH53gvzyWABZPSaYqiq3NlMTLx68JUAisLM+lK41YW6PFxwPNyyl8bJDPGMBHoC50rZRliVKenJXPI1Qj1i7vYuwpci/cgdsBeDQUaMjgeg17F32dfsxyx/D//FGdpX6Yy5NRcmfUoibGQP5yx2i1GzWHjBjcOSppqmlUNX/jfR2++WyDpcgnlpq+lPjDHsryzWVd4VVh14kRyC0mB7fJKzzLzorIWdyOYhlTzE2xY+OWxwAuiqLCNdNp13z3sjwdty7L4C7FB+U4zrp/V2tL4MP33aX4S2/u4uksz3qGmMzjuZOGrDr7DybPHXo0GfT/eMjgX3vgCGHos+/QOeYWU3avU2gBifGw1tlRVd9SDUYB29ggG8AaOxahF0mdy+bYFYj+Dk4KYlymDCciyZcDeGnQZgnUxXbWwyymKmtuMwwqh7KkALbK8lkqI/b2VILvx3z6AY8DxysgPaSUBHJN8X9JWhVX/GWrCUtsXp69XYA8Na7lLE09btjV492vbvPxr4UYHdCXPoEUo6SPLJyUwtUoMbk1o4YITCnAk+NgUqCsWxWMEWTD0XcCZQRZObmUv99Ig4sx7f3ykkyMYWHY+YUYxiSjbrBRfV5Bdt2BZm6pQbtXQSmDNW5Xa60sU/UuBMeJVyU2i8oSpYIxPr4I2TnjEYbK7eaV2eEI3FHQVsiT8Ytl8mVu6IUbixnaU6XpsMO/VN40g1GzA+IycDumEGMafDg9thgeKUfSZKi/i5R9wdyqBO5iVqE2eb/j5cytlWNvT7upVSstw3/5Vp3FVgCht0aevLxEoagRWXO1h0syJduu3ImTS5Qk1Uw2FN//+h5ffGzAUjcgVpp+JnN7snBTxJjrJMagZYZltO5XZmTT5c/K5lq8iGfy1dlIyNbEPIXWL4P7ShJFFCt2uQG9NIa57Ohc6ffFIQX5NuOCKBKojiPfLBNu81oD1vjs2DlBo1ojSVx4qS9dOMrExOSOffue+VvLFxbxd1cxSAax2xUrjjPSzAG0PGK3nKgZjToe76ov9kO3pbvUWkpfefRvFAxzuX4VQ9YWYny8mJQi1+A5iyvhWqtyUJcB7uliZFlZlpQ19+ihdTmpk6KVy1yePCV46XSIIUBI7TZYFXaUcBkLjN38vdGqVEp0leVarjMLeWKHCZ/RBlBppsFqrt0es2vjgKXDFWzmOxbPxLBvUslykiyXKsNA1zpQD9tJcqmypkHcSjEEtZF5hrXUZZ9JxhwtUdxUpes1ej8xfB4ldkoxWlkimTWJqALgpVy/FBDFrkbJWmdRRzH0Y0sUWZJEcmruIq961TV/69bb7n7+4KGjp3TgxZisv2HjdP+tt+w6SZo1WOl4LK56LLcV7a4iTgxZLqTtGm1RHp9rcovQBQi2dGdCXm7gOjhepnWtAMKV5MlwoL1wgWV5/vcQ5CrXpMMUfQH0HNwFW5d1dxnceQVdwd5FRZ3WKUqlfOXbNY4uVsAfyRNv7GKP36By+KWufJTjE1OyyEYypVRGG2uumol5x909njpYBeOTZk6Le1k+5DMbl0pDqTIGtuIw7jqMWXUCIxk+m5zBpcw3KpAgjR2toII8mynGvvvoa5czt+XAkrEActReV8QhjEndNQjJqzAhii2dXsZqJ2WpZVjtwXJ7ju170rde04s2tPvZKX3yEjQb8ODzhie+vcq7Xtlh60aPDTMTHDnVxKKIYuX2WjF2GCCWNWSR6LH5/peZsfmHL3zWcS3OmlNd/vij7N+aFaOwA0XRi5i/ViKfFZInexQlkBesTT7lqjxp1gx3HdM6G07Ccs955lI57V2pRnz7iOSPv1WjP/ChqtFS4IlScCkuDzAprURXBDhrluk1lmHZF09SzURd857XDfjaYz2ePOJja5p+FuALZ1MWTcGy0N+iSLiIHGIjRgWLVcWKkjO7FVjl2LEAtbG5VFkjUYqRecKMzxQfBptrao6GtmDpxi5APUp2MQbuUZ6gTI5Fs7YlSjIWV1OOnE/p24SpZsQH7l7kDbe1mW2mTIQxetDLCL2UqCd56OlZ7n9Wc8eeDrfvTpHWLb/CH32Q8WH1pWIhY/ONolwGrCjNtAaMGN80qvA71xQUXmGZG/UcDpfDMf0tRnPAc1CP0vWj4ZKF/i7ArfPXeihJ8jroIsDUOXvrFN+PSeKMrz1e5eCZKngeQqocVHY4kH44ou1lqgiHc/3y7z10mYpA3FzBC19jF8ax5rptKW97ZZcXTlWIUp9MevSNws/yc5CVg77hzpfu56wAdyFVRp+FQpZY4zR42StXIE0B+tHrItA0Y7Jy5IZdaaUvB9ajvX3GAV9sXDUkznIMZ0dkmhlLrSK5bW/GHdet8ordgk53EiUqWOOUgv7WN7+K1pql5TY3bK8QJYLlxWmejhQ7Nysmas43FuUPacfvsuH+lUbkwakrwpLS5BNDR3UXFpAl/UkJAJQAXh7EXoB8+HqtRThM1ZeYuxgsOQZom7O2LbG3KQWYZgRy5bR34Me8eFrwjceq9Po+1DykEGMzQ4bz/NZmMUur0WXMPUxritIFHGdwO9yEVQ27fer1mLfdE/HFhwa8cCIA7TMwEr+kxWU2/nnIyoCzOb/mYnPI4qDLcYHEMXz+maQEZd21E6IE8uF1GWn/lwd4icHN5fv5uC0jLSYryNLhyNrRtjYF0F1eRDDT1OzaUmOqGvDSaUmnByfm9uMHJ7E2Q5OtkmYwUTXcsCuk23dv5nuSWsUNu/FUPpuO0XJaFFll2ejDpXnWKc31YGYURhiMyGtVSrbiy9qEQoyx+FpgFyd1KA3K4C4xd3k2uBqCe8TiKh/M6Q27WIqH09taJ3heQmozvvxohYdfrEDoWuV8KfCFvTywZM2j/EMJXJexmi0t4cWqZwtHpTzARxENPF57Q493vKrHgdMhaephpaIvNF5WCnYNiGzE4okov3cR+NkxqeTAbnP2LiSLQFqBNGKow5UEm6/Kw0yzGXeMCru3/F0dfsZrYIbAHrp2+XNmh6rASd5RngXIt8YB2TecOK84P6/JjKXVMVSrq1QrbZehbTYTjJFU/Ii6H7PSrtCLnKZ1w+IdQIQYyQtjitlxAlPaF1FmbpfiITDz7fKEMAjrlrPysjyG7/yMlJlvFFyWXJNhqew4c0tph87JZcytip9zOTKc1mpzaWKG4NaF960SfC/h+VOSzz5QB3znfQvX2KALe1CMnIu1g+NHodblLD5MepR0+FCPWumkQiYwaiRT3FwTjbWaD76hz32PD3j6uJskkAhFLxOuJqYAOXaox8mgbMy6aGpk4o1Zl8qxdXHzSZWf81KcoIQrcymux1CmiMvBXQb42iIvZ/2Rt9C53ZszY0kzM7Spi+cilivwIiVEsaQ3yJBC0I8ty+2YTet9poVHmlr0owdT4kwx2xhw564e002PWqLyQvdRAb8DpRgDd5bvcKtTB3KVQpwDMxmysiATEmHsiMHL9k+JvYu7fyywLAWaw2BuDWsX+/AU4FZqDbjziVBDWTKUJlneppUP69QjFve8lCRLefDJCvuPVVxllnTBpZ9bg2N1MoLLNnEaI++1teClF8MGiDW2WblO3JR88Sj2uH7XgNfe6Vi8n3lYoYiET9+AMgJlcnBnIydlFO6JsddD46C8qgxBbh2DS8fostDm+bUpWHxsBuOapF3xb49t4pvLDwdwS5YZktSSpq6YL8kogT3f5bo0vxCK3EjmmFxCnAiq1Zhbr83Yuj4hii3ap4YnJWlfcWHeY88OmGlG7uJLVwYJ5HshFlOY8r3JU0uiBTqV6EQQ5ev08PSlowvo1qciMzUKcMpOg1jL4GssuHIz72gPnoLJ7VCiqCuBu7ydiSqPVy4Du9Dermrw6EXB736tTpR4UPVAKryi91OMz9Meu7jFObhMorw8g5dlytATHk6+EkOJkuVVhrVA8uNv6/Hlh2scOe9uvswo+kbhZXnSpxRcjhwU9+aj1rb8IgyTcPkKSw5uRInNc7AbmafsHeCNsJe5R/IK33ksfjM5O5tiD3tLkpjhLmtx/pxmI5ZPywGoLb6HUwuehlpg2TRZIdQV4tgnSw3qG5//8Pobd8l/PVs5fe3OTQmb13VZP91jptmnWR8Q+AlhkOQTnVwBUsHsSo2WqKE1ZBkVsOd3rZN/o47voglADIPHkQwZ1pOs1del5M1YIDncpcDVKlwmTXIp4hWsnSd39DAdn/vfeSODrxM8nZDJmI9/qcrvf6MJYQAyRClNVbnh8UExlmKYJS1a4xgvF1iTYS0G2JfncBffT5YyosXPw10XxKhcVUmLsJatG2LOLwqe2e+TCjdSwwo3Yk3nIJYlJh1Kp/x6WbHWzBtfWW3eVGnX/ocxSVNK5MDYOlHuPV1bZTp03jI72o48zbdtSQxRQv7atUoOEjcjvBdL2pGgFUlWB5JLbcViV7LaE3QjwXJbcOK8YHLDrRu27HrV/frcxQPNdm/u7e30DFEkaC/EaJkhMISB4bY9Bmk9On2fKPGJY1dCGyeaOFVEiXLzNKQCQT4CwQWfxdJlRAHy/M4uxztrmHtt0qRoAZND9h4vbCpuNKXMaNvAAtzSjLR36aFUNrQH1WUBZoKnY166IPnUN6tuBotw7K0lefZyPLhc654UdewjYDFapoayZI1MKSbxDmtSGGU2rSCzhUyRZMrpcWsUP/TGHl94sMqhcz5IhckUA6HxhHA9mwWzZna0spTUtxgDpx1bVRQUZeRYBIqSXSddl76So930bGFNlkZYlPV42QUpr1wmlyFxmu9JlAM7TiBKhRsjnQr6qaCbCrqpJYsyNDE3Xtsn9DMEAiUkSml6SUYnuvD28xezpn7kWY/TF0K+9GCTOJNEaZ61TC1eGPG2uzpcvSHiR9/SZSoMGEQVBnFAlHj5TrWKSGmUcqcpM04LXWldFiIX4WvAXd43c6xycM1zsfW0Kr+Wxay+kXMy2oBqBG6lR+AePedDbXSag9uBPFMpX3q0xqGjI+0thcQX5E0Go+BSlrT4yMcfl12sORt27HVunWFL+rSkv4t2tstS+C67ed3VEe96VZfjnwqIjQLpkRpFX4jcMiztRpcVKfWiXnxt4FmSLMVPVqBKFp2UeRWpdRuOYYukj7MWJSX3Ro5W9Zc/8h7efIe1QWLpRTCIBYMEokzQTwTtVNBOLFkyoBp0+JnvX2XXxpS33JlS9V2nfWo0ceKz0tL4dYsXGPRsMyDq+Wxr+HRjRS+CfiLoW+j26nzi3mmwMZ9+aIV/+JcWeMddEd1uDS8K8LRPkmgCT+NpD7AkqaQrxu2g71Qau3a82WXALoO7YPSCtcu6O/9d8XqYmVQj2aKGLJ6VnovpTbn29hJOXFT8/z7fYCAduIfBZe59l3duKPvNBZDWtqhdUYKXgu0hs5UYe+xRHithHbgzo0kzjyBL+Wvv6fJHD1Y5fkGDjAFFLDz6uT6VWe6ojPH1uCYf0ezIULDWDvW3cpplmE20cuSXS6wLOt0fGUnWTAxb2crXvXj3co7DYokTS28A7YGTI/1U0MsEnRR6cQaDLu++Z4G/96Eu127zyLIKgzik3/eJYs0g8uhHmoVlQSUNCSoeeqll6UewblKxyfMYDFz3fDfK3ywSrAxCXji+nn/2MQ/PP8+bbm278tEkIEmdbZWkmkoQEiWKZNkjTtzWzEU1YnGvDifnyXFQF6+HFXlrZoyM7wI22uS1kCQjN6UAd/HfjZMqw2Cy2OqkVGuSg9vTMe3Y8JtfbHB+PgDlgfQQIg8uS953eWuPtTUooxv4yqWy4/xVTmOXlu5SAdbIOix54pkik65efMu6iL/y7g6//Ls+rcQFBsZIBkKRD7wbpe8ppfHHbr5xjx57BWbPGbqoQrRy9HmlzP+IdEFnUYTl9Om4VClIwE0fUK4kO5b0Y8PFlmB1oOinEAGRMaRpgk56vP32Jf75T/XZuq7B4mqDTi+k2/fyh6Y7kPQjSZKkXLdeMzWh0NvWS5qBQvR9EB7dvqXVzWh1U7p9w8TAMjkwBFpy5MwUf//XE/7Dz13gjXe2SeMBWaa4tKQcs8iQk/OaMxdD53nn9+p46ejljD3G3MXYhWGdc+F72ysEYyNw68vAbYYsXuzd4yY2lTW3Y+6CvXWQ8LkvB3z0DxtExnNF5EK7MXGiqPcottJem+RZu614GdlXRvnaTqfLO9/XWoUi1+Cy5KpoQp3ys+/v8tJpn499yQOZAIpUSAY4qaJMyS40xacqgqOXAbmwo89ZMDrC7XBcXpjFiM0to2vpqtBLVlmJuVX+QgCBp5moW4zscmo1RXvufC8vCazJIEl47V2r/MrfbLFlusnpi1MsrlRp9326fUW7J1ntSFpdS69v6EcZwYSkE2t0P8sIqwPuunEBJessrvqcvuRzbk4S+in1qhP+vm9pxxmHTys+/pWQQdbHWudhfvb+gPnVEKsqDDqKjbWI2UnX4Fs4COWtPIrHyD8uBZJDoJdHMIzPPxkB2460eCFHVLFfTwHukTQZTWzKho8ic+l5Ccsr8EffrLISeU57Cw8hZT4Wzg7T8qOippE9KMpxBKPXa/FdBvIIPOPgttbmDH65H54ZicoURho3pcpo0kwz4We89009vvBolaVOPr/b5FLFCFSe6BlKB0b192UNWciT0U3oAsli/XU07Z5l8bNwUmRYkZsb5MWkWVncK+VVuuQe+RrWT8PdNyW88zVL+F6P+VX4o2/6pLm1/KG3ddmzI+X0OZ+zcw3ml0On02NBuwfn5zPOziUsti1J2uPavR3CIEQfv+DhC8vW2iKTk210UMf3pgj8Clo5XS2F4OrtKa+5Y5V6ZYH7nhL80P8xg1Q+VoV0+1WUDJiqCq6eMaRBRm8AlQA8KxHa5DW8OWOUdGpxN4/09pUliRzT3ePyZLiZacHia4Bd6OxykFnW31qleNWYL3+rwpP7q5iS9pYibyoWIwuv7PCsjSHGK6xePrPnwDSSJeWEz7CENtfko55NibLFUPuRL55mHtqk3HV9zDvv6PGJr/igktw2lESo3Pkpyh9GbW0jSXU5k1vrkj3jgecI7MOqflECuxyBXBrrWF0wFKflc6fzYUuVwJVP1MMKe3fUmWxYtO7z7ld2XB+sNjzwXMjP/z/ThKqGj3Zl0vk/lmSWOEvp08MEEc1GxLYNhp0bBPqdt3c5dDLhP362QT8NWF/32dCwTE/ARE0SBpZaxbJpNuOmqxN27IhZ6Sm+9GgIfgPpVajVJVOBZbaSUQlG5YxZ5kBnjBhud1fUexdW2sj+YzjUR6qR/nZ+eC5DSj7wuB1oh93fBbgdeM1wz8zR5k2FLBnJk8BLOH5G8btfrnGp4zlKkY69Pckwc+mYuxRUwhoNLi7T5OXjikJlrVecA92MWYYSk7eRlTObhRaX0m1/sr6e8RPv7PLo/oDjcxJybzwTkoERo89egLuovxjqx+8gV8bqV/Jgs/j8sgT2NSAXhS1oR+tFQWqjMXvuc/UjxaXlKv1IUKv41Kp9Qq9PGPR5+kWfX//9jWzeXOWWbSkbpgzV0G0QVqsobt4tedNdhtnJLq3OgLOLmuOLVfSJi5bTFxUry3UCr4b1BUpq6hWYmjA0ahmT9YSZZh8pUy7NSc7MBeBXUWGFhi+Z9NwGqhUvL8ySpc4eU1SljU6YYGQtjbS4HaXhS+AeBpD5jgYFuIdBZNEQu4a5X06ajLYaLKRJTJRl/KdPN3j42aqjFem0txAybyoel1DF5xvp8DX6+wpgXvvzUKpcJl0KiVLqjCo7K4VMKdL3eQo/lRqVaF57W8xf/WCbX/hPPlGaF24LSYJHvyh9oFxO6xh4rVwRQHaFwHP4eaWAjLy8kNJg19xnl6OspbCiWKKG68VaIjAWN+An0vRkAOQFZ6lAYNi8LmNiQ0JkYK5lsTZjompoVB1zTtY1Hk18ETJda+PVBZlM0FFSo+IPuP2aGtXQoxZKmg3BVMPQrKc06zHNesRUo8t0s8Wjh+CRfU1QNWo5uOu+oeK7yayeEmO+8OiuzetM1ny5YWHQWOPAWnAXOrsAsh2XKqWhNCMwl5I7ctz3LlwTJRP8IOUbT3t84eEqUexBxTknSIkWI+ekXFQ1Vn8yWpiGy325q6X882UIH2PwopTUDlm83AxhrRjzxzMr3OwSo5DGoIybhFWtZrz3tX3ufbjPfU+rkVRBEgvlxm0wih/Kn72AnxHWjb02lzP5WHgpRV5a7nS5yEeFkDs12HEGHzpG5a+ff/8sEySJZBArpPTGatmDIOM1N/W546pV7t9fJfA8rDXEqcnduoQkVSy3NfWKBzZgx66QiaZCr5+0+EB/u0J7impoaFRSGjW3e+9EfUCz1qc50eKlixH/9tPTHL00Sb2ihuCu+hDmoxiKYZejgqlxGisDRBWdIaWAUl0R3COt7YLK8UBTyzVOSf6zzIEtVZb/LhvKFCldYLnatXz50QpHLoZOmohx9i4qB2UO8uKGvMy7h2GL2GW+2JVkydiFHlVYGsYbuK21OZhF3mFTYvJMIqXMh/QopFDEkWbPhph3vrrLk4cDWpECkYBwLsxAyOHOaMU7y5I8KUpe7XeUK2tAnuX/lrS54HadPqLoFcorS4tk0Nq+gmIblyQVxInKr7GXn0KL7Fi2rjP8vR9aZX5Zc+jiLFHq042hFxl6UUanb1hpZ1QDSZKm+BMZsTXoQ2czssjtv7N5XcZENaFaiamFMdXKgErQY3414rMPCT5x/3r2n56hGvpMB5aGP9pnMsi3BPFUMUsjrwKUpXJXUQC6ZA/KkZ8sS0wtrwBuWQL3uCwZyRApx9lb5R64UqmTKMVObTrFkPF7X67w0c83sEIPfe+Cvf0he5dWl+Jzllaetc0Na/X4yx5rHBRyO47hdAJRmvpUclOyXJPLkRaXRiGNK6dVOuNn39Pj2AWPj35BkWQ5kyDJhEck3ExwKSzSFFnNXLKUpIYoyZU1MxBKMsx117uM3igQLbrrRSk9X24mHhsAmrkRbUkmUalFxuqyND/Aq27s8tF/sMgn7u/zxSdmOLdUZ7mvmQgs9QDqQUajYpispWxZn7Bja4S+bltGFsXIeJXJiYQkiwm8CD+M6MYZf/iQ5ne+3uSlsxNYUR1j7uEmqt5oW5BiBvcQ5EUh1RqgX15bskaOlAPKEqDHJMoQ3MV+NeP71ZcZexzoCb6fcuyi5AsP1eh2Pahqiu3xhBiNYyt2+C2PhLisNHSti/Ly3P1yGAfKHeVrxk/bYmZIDnApMcaMNLhRZMbkINckSUa9lvGe1/X42iMVjl0sWMT1nCVC06eIHUqOymWB5uhnS77DsRUlvT0C8xDUw1qX4gbP2VxYZF53YuSoB7PYkz7JRD4lV42HtkOmd3PTr9nS51/95R4/+fYzfPxrNb70+ARxHLKaKQaxYr4nqS4bDpxUdBIfrQNFkmas9JZ44pjii48GpLaKUlWiVPPikSqp9AkrirqGumccqIt9bIpt+Lxi9wQ5Gg6UV9CNOyVXcE3GSmBHyRRV1tqC8d/l7FzsPDByVQopYtaAvgC7GwURJYZ7n6zyzecqbji4cM4JQuLl7F0UVal8J4MrFlatqdAbGhJlWfanSfSUq/goeeFGYOSoFn841mEshS+ROdDdJlOaZJDxxlti3nRXn7Nf9YiMGrK4FYIYlZfU5uwsimCzbB8O1cfYLalzd0QU5aJrLEQhXIuiMIyCWQMmf51ljuiyzF33LBOkAqSQyLFxcwzjEDdtVxHHHkEQsmM24l/+RMwPvnKJQQpKu+GlX3qsyr5jPpVaRhiCPrSwY/XgweRrDz688we6vYxWX9JP3DAVJWCmYfNdywxBsR2fKkafua1BvEKe5OD2dD70UpdmlhT9k5ct9y7gKbzuMdYu++FDph5ZgiNAm3FAD4E9YnCtUqR0zonyEx5+OuBXfmeCzGrQhTQpOSeCYceOGlt17Jj2HrO+xXjW9rKKwjJr23GQD9PfFjclLLfeyoNwxoEtXbLHjth8JFU0SZoRBBn/8KfaHDmneegphfHFkMWNEERGMtyXLd+SO7XjzL3WWbmSu1IeS+EaXArJ426A4u8ZWQDdkhnh2tzStZ1Q43uquv4DSZJIvEQSaY03CGjrKlplXL3ZDG+aONH85JsVg9dqrr7W/9rGzVOr+vBjX5nTUv7iq/Y0fmBppUu7b1jtGvqx812hnC4fnzfilef+FTsnjI1NK88HHPVQXlZTsiaBI9fIFH1FcI+DeizQLBI6clRIJWWGls49Obso+Y0/rnHqfOCkiVR5cOnY2yt17Ki1McPL+t7iMs34pz2Gqfoy8BmflTKcN2MEVko3osO4HRqkGLkpBZtLqUkSw85NET/7Ax1OnPQ5vSLcfDacXEkRDHAbfEnDEOhus7TRfENMAd614qr0m0K+WFd/MppwJVw5St56RvEe2ej8pWk52VTsuGbIbN5cowWJluhEuRLn0hhnhNPx/Uiz0vJZaQsyW+XFk/O/iJ2b0zfttlhhENYQR5b9x+DoWWf5Fa1MBTuV7bxiQGOx/40eGzS/tth/TYuZtHkzQ6mgf02x/1obUBVSpAzyMW1+uSSRygyDS6USlErIgozf/WKDP/5WDRsWwHb13sXWhL4YbXw1tn1KeSzaGs/78jLZtVi/kjs+YshhNvOyh1gjT3JZIvNumkKT2yJ179q/pDBIocl6Ge99/YCDJzp8+Lc1sZRDgIMgRdO/zOK0I+IudgYsVyIOfe9Ce5c1l/tz2dBJsmQlv1gIyEQ+vzwbF29FKUBRXJZl1u04kQ/BL4Dtzu+o7NpNuVKcuCB57qWUSpBQq7itEvVN15wi9OH0XMYXHpYcPTtBKAQT1ZF/O9SIwwuYzyMZ7qYwPqZY5SPUtC7NKlFl4I6G85TliBxmLcfT8bIM7iGIR5WChebWZUmS15rIwveWKUpn3Pe0z+98tcYgy+tNpDdkbz3MWto15QOXM/gYyEsjE4absV5RkK/xlG2JvQtrsHhtAGlHA3BkaY62LM1PETmLG0km3LMRhRY3CKEJPMNPvaPL4y/43PecK5wtPri1gtio3Dp0AeHlsqPAZ26LmPLXczYmuSYXxq75c4W2z8E9/LdKg/nHzkcpAFXC7TSRjTAyvL9KSTIp3Hbre3e2kWqZB/c3OHih5iaU/eYXmmglWG6nnDiXEnjQaEoqoeusdyMi8jb+fB0tspCyAHcxF7CYy11uzRq2lZXkiBr53IV0UaVaksIaLNwRXdLc44AvMbYc+d6Fa+LY22lv7aX0IvjF35rgxPkA6+lhvcmQvUWxRR/j7C0vDy7XbntY3PhDphr+bw1v27GnUVdPSaKUZ6TIoR+e75Am12Q4ZUmTi9xZkU6yiMyxeBobrtoU809+usXjfz+gM8gBzijoHOlxB1A51M+5jVhi8svlytpFaSRTsvzvZMXvh+eHYhnI61rcgKHROIm8uT3L2xhF0fxelIKIYX+mUm5b8PXTAbfsbrBlQ4Uo8ZBCozesvwqtNX7QIo0uUa+oYY5fSUGaWeLEMIhdG/9wCGcOcJlLkdF019Fk1/FRarbUi2hLHTolmSHGdXhhCY7+zJUCyTKLF7UmGbKQJjLD0wlJZvgPn6vz3OHQed5jD5HXnJSBvRbU48Hly2px/oSjWPqvmKZnmOwZpfJHw+kLBrelpM9IwhTAtohMIoRECpXLFYWxmluvTfgbP9jm331aEmfC2aJGOh0rvbxepWwZlhwWaSk2jRBG5IEmwz9z2c1sSytAIWkusyFhNLM8n1EuHcBVbiEq6SohpRwxd5YJt9tfbEmNa8trB5JOv0Lgaar1KSqVuhv884Y3v5V6vcZzz7/I3PzX2LrBpxJAJXAASzJYXFWYFiT5HSekGM4FlIUeHw7CzAdBlsohh902sszcVwB0KRVfAFoKM56tLCd38m2mi70bh8w9lCiux1JXUu5/IuBjf9ig1fdGGUtZ9FoKghJ7K1EKgK/I3mt0dznWuoInvjZrYcev8DirDxM95Tnr+UAguaZGXIyCTCNszuIWI/IEkFAIaZBGI1JLIzT8zPu7PHPA595vK6gm7oMax+aZ1PRza0+ayysO5dgnHwerXRt0lr529nJ/z7pOoWLKrbtJ86ZtwxDYShX5FPfX4gRWu4al1cR1zitB4EsqgWbDdMyrXnMTO6+6gX6/i96xXhNWPJKdkv51hlo1o15J+f+3997hll3Vle9vrZ1PurlylapUpSpJpZyFIiiQDQYM/Yzt58bGNtAY97MNxrSfjdvGYLcDxoY2mNBGGNPIWAiEQMlKKOeskqqkKlUON98Tdljr/bHWDufckggGBPTb33fqnhvq3hPGnnvMMeccs1lLiIKEuQ5MztaJU2mjtiwidb8/dyn/lYMJL2Dt0EdDBvu7LaCLn1F9vSayKMMPatyqEsFtUcdLeXK7yycub7J1yjfaZoWaCCGsclJGb0cs5t2Lo/bhbv3Z5eK0sgRBX/TOA14fH6/0pegKLcnVFCn6ObkelA6dAvSZcBFKkcYu60YS3vGmebbvc3l6j0CLfO7e0JZUO3QV5TT+AMirkmFR/bT8O1P9IM/y6N/3/PtPYjMNpK0foi7bgm0lvNw0URo9BR5AyrZ9PRbaksgXtKKMepjy3D7F+uMChpbUmJtTuEmmcVJNkioaUcL6VRnDzQUy3eGZfRnX3BOxf6+k5oc0auW2sj4aUhlUONyo2WBvySC4cxrS189dSIH9hZ0+WVBWSvOVyqW00dsPEvbPGd791RvraM8zFQGRdwzmJfmKgWexTVm/AD1ZTEkKmkIZ3at8Uwy8x8VVvO/tN8O8JehLe2FpaUphvKMEWuRVTRu1hSZTknzFtjFccqws5yLQeDLjdRd0mO0K3vc3DvtnJITCXh4MlGPLxnOqIvMzUJURuKqC94P+8G22pQRYLirL5z2lvanca0VqsrwCnpW7lzzMe9SoaZaMx4yMT3LtPT7P7o1g0mOsDkuHjBtb4GtiH9xeEuD4jX29xL+2PlS/ZKq9g/ueVTy23eW2R0aYna5x1FJBY1zjSLsd2M03CC/WiIvNW5VRsz6jnsGIPUBPimjtDKgm1QaqRdXJzH49LW6em5CguOr2GjfcU0PL/AHnFUvHmGgKyi0NA9FbihemJ1WD0PzNNSrK93b0DSAPgCCnJiVNyW2pK0UfIciENdy3NCUT5rGoXFURGiUVaeoRuJqLT+vx6rMX+MK3HOIU44VRdJ24xPQnnUARyQfpSfX5Oi8Aco0ZeSs+l6a45NjEsuhJKuRYYT0IjWwIpp6iNIw0HE7b5HHecXN8+7E5Ht0esPW5gOGxpdQD59qxZriPpIvzdx/7KGeee9JMpvXMY9u7/9enr5rk67cN89T2YRoyYO0EjA8JGjWXWuQQBZLAtsb6Xm54U5rwmMgsqBZxShOefrXEHQB8NXK71ahd4dxu8bV+k3ozV5n7C8ZkMuXr3w75759q8ezewDxg6Zub4xoLZAmh1EXPt5f7G1ZzhsEr0YA/YmFYtMg/0dA4I6nmI3sVA9G+JrOKMiX6T55iXUguR1K6C/RfWSrrtPu8wSs/VyR8mtFmytEbEnYecHh6h4vSotLLLNFCmlWyRTm/TCKr+UcOcTGIdBZ/IU9cq8pRScsoTtxMlV6EmbXiVqpU3YUwdKzTC2hFAaeshwtO7HLkijabjlpPvTH8/zyzY8tdJ5x0gdnR8+jWhCgS3Pe4ZP+eJkeNezRDqIdQjxxzqznUAkkYmNV7OViLJ1ahV/kLWfRvVMfOcmD3dQT2F2+cagR39GHArfrBX5mxdKRx4Hr2kOSzV9TZsi2Eel7QyW9mPXkgypJ8SVGqQw3V3XfoXQAASlxJREFUK9PhtG9RgjGnKcWbkL+pLxy5c2qSDxOUikoZyQ01MSV8JUoeLoWpEipheLjIE0/7uispEVqjMsdGdUtXhEsSKzatS/jl181zzyM+2w/aJ2KlQxBk0qGnRB9dsdbiVtDW5kc1FXenftI1GMkLMiPs2Juwhpr50EUx6FxdgmCwlmbKjukZGbQbC2bmHRpRRKOWsmZ0lpGJmKAxi1aVJVQvPetYolrESARR/BxR6OC7Et+ThIEkCARRIIh8TeDl9sOlLpnPDFYnVATY9RaLAe44i2lJEcULXp3Tk6ygKPIwcmBezMk1b9dJmJqHv/3nJjc/EEHkFH0m1cQysNTEy4tOBeeuOGeJarSkz9y+b6ijj3xXolqflPICIB8o1RfCykBVswB6pS9F2H5xqcx6bWXvZyKXCy1dURKRUxVhwCLamgtO6vHut87xJ5+RTHcGH68gxaFHZcxNWl286AO3kJXGkPU7lfS1fdJ5r422J2muIJYLAXSxKEFYSTlOBHGsiBOHOJa0O5IZ38P3XTzXJ/QDThs+lvVjx9LrdUuAH7N+JcuWL7tux5O3f+S0za33dXsxWhu1xGwD1gS+IrB2ynlSCLkuaXsGMlOFyo/+IeLF4K7OUuZSoCxcbVWhmCzm3NWCjgW2lQR7juIfvtrg019pMp9XK6vRO5+zLKbky2TSEbqfOizi3otnLheV5w8jHX6no09FKZakVqqafRVPXRSAlPXt1jaKZ8JevoVA5F4qylCWnIdnwmjkQrikqabuK97+hnn2T0k+9oUhOjnatCg8TRLt9CWYBRrtFE8OchdI7Xia84KRvCIrViaLSjzp0mjTXjGkMKzBdwV+T9H2JJ5n2kQcR5CkiiAIEeH8R04+87jrDh08UAJ8+YrlXPO132kvHeXZmdkMIQQjTcv3ZLnTxphv2kTQen2nqaSXOHRjibaJQP7YB8Etny9yW+VkEbgrakmunBhdvBq5s6JaKbyUx7f6/Mt1deYS17TB5kmldItBhoKaiHKQuJze77eEWJRokn8U/XyUyntY1cUroM9fmsH22L5KJv1RuyoTykp1UylhJWwbxZXpxFMCMsu/zX1dRnEce9/+NaFJYkUjTPhPF7W59o6QB5+SKJHmb6DVyAWplPQ0ZkCCQSpSclS3EsnpezkOp5NbRyxbxMl5eJKZIk6cQpJXK4WRCc0SMWHNVE3ugxY06wlemHLnE1ufvft3fr/9yb/8sxLgAOs2vRk/CJlq30F38l5WLZVFRJYy3y2Z4ft2869jTq1u7DE1G5Kkfp80VuXffW2whc2DqsxQ2qKOHAB336iZMvKfMzjIYI17gpRHtnm888PDPLI1QPtV3u0UqkneLeiJakdjP/fukwSLaD6wqqOifZel+8WJ2CDY+6JYJTL3acNUKElxyc77qSnALS0nl8JGcUtdhNXGDegNLy9AnuU83DZm4SJ6muPWp3z8fVO8/c/gka2ATwFuA0+POLe2spxbVIBaBXlu81YFeaGu5Dze/g/p2In7PADYCuZCDw4tSNqx+e2eY9q0A9fMIHiWIisNSaYZ7WS88ayTOfvsc+h2uywCeE+No1WDDI0X7KbZ8PCciDjxkUIT+Cm1MMZ1Yzw3Zrat2XPIpdvzcaUkSUPixDwYaR+sqFzyq9ZqeeSWuVrS1yU4CO7+CR130LRHGrP6BQ3/86t1HnwiJHMqUXuAmgRWNSlkQUqKUpWpDtdgVQL/MPYQhYIhn0dReIGjAuoS+P1JprBaeLVHJf96zsXzJFOKzJ4Ednazoq5k6EIbz2wXiBIaJ1WctCnhN35mgd/7qMd8Ioy0pEu6ksuHefFnIBb3gXyR+lA5VYRTDkwUhkBQqE+ZghRNa7SNG2fsOeQyM+vhOg6RlDQCiFzz/nUycPwedTHDxJji6CNHabcXir9ZADwKfFpNf+vBmdFtV1135JGb187ypgtThhs9alGXWtRm/1TKPY867J92eGRHyA33NfCF4K0XSobrru0NN2aXTkVJcUT/gHAf9x5QRvpoSTGZ059QykoTlecndJTms1c2uPyGOj3plsUc4RWJZV7QKahJDvKBok4fqAe4eD5cXFCPPEoXn5dE/DBs5XC4XpxcagaiuAFB8T1llZM8ig9ycTskkD8U0wKSc2/LxzNNZorkxdfINJ5IeNNLOzyxw+WzX22ykAjw7IO1VEArCpAXHimVZ6Rt5Na5N0pFIcoBl+Vb4Cztgrxxz8wVNOuSDeu6/PzL9+PIHv9+v8Pjz7nsmfa494kGuw7VCQOPViAYrae87tyMc04YY+2a0W2Jqm3V5WBpmQv87Uf/iosvftm2idHmRCja59edHivGYenoNL1slqvvFXz8yhafumqcr946wdO7RghkjbEoIE0CfM+xQw4DWrIDjltSEdcZrFSqvt4Sty+hrKgoFeMe1/Juz0toJ5rPXFXnQ58eYv+0D55vo7dNLh3jghRWNO98v45rFRS32tVYlQwHte/iZj8vxvHy3ZGl1l1G+qrBv71fPZEOKz9W6A/VBPZ5dlLmV5DiZ0uDzerXKZJfYZqnKl/Pg+1QM+OUY3vMtSWPbXNtU1aVZxkpUVVKQMKeyuVPDd6zp381KadaTzCJou8KotBhbMjj6CNcmkFIPfQ5eYPgNWcnXHhCh6NWLBDKDtsPSWZ7PiuakiHPo95cx8johr/f+dyOf9yw8eTFERxg2ZiPcGpXn3ty+7VONnPixPAM37g75pt3D3P9QyP0uhGtQLJpuaLhK1qhZqghadUr+w6VObNFhX/nWnfuUVICWldAXKEoA30lfaqJjd6Ok+KEGVdeHfFnn26xb9o3lac+WuIWvSb5jGWxersYh6u2w1ZsIYqviQGaIhZRlr5kM4/og988TPQu6Em14WqAnpSf5woKCGWZg43m0vLzjDwn0HYYQhaUNz8h8qRTZBKF0cbzSJ6hiXuKZUMpH/iVWSbnJP98tS3lVyErBVo5xH1PLte1rdTX93WbYorKpL6d6Dc2EmWLbh5MZuYdnttfY77j0qjVqIUxrXqPi0/pcO7xHV7xyF6+eleb6+8aJ84kiR8/eOxx4dUzC/0JcB/ATzz1Qm76xjtu01reu/GIfSdef0/Gn162lH1TLcYakjVjmnqQEnoQ+lALJI1IEgUS15XFi5gXxKpOVH182inVkhLMOeCzCsj79e4quL0wZesul8uubrD3oG/1bqcAdrXXpE81yftNBgA9KAkerrGqP9KWBWxR0JIyXpVwOPyezCpFKe4PNCEN0hejpNiB3govzxNLbXVwoeziLxQilw8tjxZC2u6+SnUThywzfDwTLkmsWTaW8tZXznPHQx7bdgsIKaVDAKktyKU9MQW+NtJhLmcWNnTVXhXrT5kHFKlEsb0tf65pBp2uYHreNV4uPZcw8JhdCImCGq16j1ecNscpR02T9RLueXgMLWbv/eSXvnrbP/3dh58f4ABOcBLgsPvgPP9yY0zcHeKYZdCKFKEHgWeGin3PtCjWAocwcIzpT6UlttyPk++iHFwj0u9jcriBhSrI86Fh10nx/JRte1z+308MceN9+f5K4wZbVU5cibV/yAs6uuTdVf27Gsn7pEIxAPzKqhX6QT9oJVHSgUHID4C92oeiD8fBbQJZJJTmvrZb61Q+gSMwP5PPUwoMsCugFshc2rbfByGcwp1K2BlHANGBC0+O+eN3zPAHnxA8sxeTxEjKrQaSgpMrgaUt5iTLrZRzt1pRUYiMTqmLxLIoy2fC7OuJFR3XwZGSLINuLAk8B9/V+L7P1FzI1GzEktE53nz+HHNzISdu2kSWqUWv7yKArz365biuE//tZ6fYv3crx6yAVg2iQOK70u5MLBOCwHcIfYnvYYpA+RKofKOwBXK+ws9xsz6a0gfwPHpX+rplMTScewmmbD8o+cN/aHH59XVi4ZkzS/S3wUqbVObVyqJFQFQkwcMUdaoGRYPALb8nBgAvSq6LOGzUPizErYLQl2xWonkfTbG9GIp8fZ+2xRzzH5SqPJ4c6EKgCj4uyVR+4uWVzVwfN7JhVjwHY4sduJqfu6hDpgV/8PfD7DiISTollUhuHltip+GVFmRSoyg7IXOXLndAPxcCRKaRUpBIcO22tV6qcGJzYqZKmnWAjrQle5fA00wFAVOzActGfH73l5dyzAkXxUql/Pa7vwPAvWiEJSOt95541KZjugcnL+h0OkShS+BJHCevNJkX3XVMJI8CMxMXeBrfU/heuRrbcxWel6/HLhc/LY7adlBWlnq3UVQq4HZTdhyU/N7fDfGVG+rEuWJSLcXbLWOejd75lE7pcdJPTRapKMUcpjgsF69G72q/iajcGaxwHg7iWlseTRm980pmP/8ejOL56KAw84/mil/QFPO3JUIrS1WEBbMqGpUyISk7H7Xl7pa24JT6Xarx0LzlkjauA+//mAW5SyWSm+iPdEitHUWKINVGkvXsSZjpfPueZeVWbZGUlDEu8jZVWMtlmaTnCHvfvC7SEQSewWStNsTJpx5/06qVq9+rsunvHMGXjg5x5TeunYvCaEuzEZ473sqcZl3YEj30Ypick/RiU1kKPQh803/re8qA3FV2S3KG76W4rsJ3886/xQCXMrNVz+qETlp8dJwUx03ZOy35wMdbfOX6OrFT6e3uuxneHQpr/2DB3TelI0p/FlEF9YCicTi7CLkoepcKRx9FyUN6H8gPH8Vzt4XFVczDgR1LQ7DRuQyoIv+eVVJkoYMrO0ycy4eGrhT6uMIkm8J08om8KctGcpeUN17UIc0E7/vYMHtzHOVSYDHL5qBsg1YqTNnel+Br8OxjV9JSGKfc8VZ2QWLf8/LKqjU4StCLjfdgkigcW7KvRYJ1q2VWi/wtj9z/zbnjT3nldwZ4Hl3I5t950tHe6YFYOCn0FbUwI9Mpz+wOOTRTBxxTXbIAD31lbxmhnxH4KYGXmejtpWaxbD75LrPKmZqDPL+flVFcWM3bSVGu5h+/VufyaxrEzmESyjyplBDmra/VPvRKtbJvudVhHKuK6L0I1IvVk8Hhh/5qZlVeG3h9RclSCqpSBbsuqa4YiOK5Ni6szXImKCqLha+JsHp4nmgiwQJdCVmcCJkoo7Cw5fyilJ9/HXBJ+LlL2mx51uUjn22R5o++tLgy7weK3JO8IwSxBl8IfA2JogC80vnu+XLLHJS2zsb2ItfHHRwH5no9ntmryDKXyDdjlTIMHz44ufDOJWP1w8aPwwL8da++hB2PfybLsgn94MOPsWZsjkNzmhseCLj/cYelzZTxYdOM5Xua0NeEgSIMMnPzUwvwFM81AC+qkFYWFMIONliAmzNYIUUV4Ob/4cG1t0d86doaPelYWrI4cjvSKiZ5UllE78MAPU8sq8CWpQxYBXsZ5UX/CXC4aC7KAP5C0TuP1qLKwYsE0yglBj+VimbeB5Lz7Cq28kiY05TCyEdUvibKyF2ASRYnRmYfmaErZWttZoHsZylvuaTNPU+4XHN7zZwCeSWlqEhlmNYIaYEu6AhJrASuEPhSECpNoiBUgkzrIhFFG81FIIthGc81M5rLJ+D04xa45+k2195fY8eMx3GjDtH4Wn3jozr74/e86rsHOEA4cjHtbvdLW3Y/t7HZuKv+wcuG2bp9lHWjDuM1bf+4IPQVka+oBRlRmBIFJbh9z6zlc4uNCmUSaRr3DajLJv0c7BlSmD3y0tV8/dsR7/3YEI8/229xXOXd5XROOV/p9oF6gGdX91xWebfsj/IlPansGKrSlhzklR7wopJp/zksyCtRe1H0FiymJRWpUCgjveUALgKpqjw+KgCnwsHt1zIhy97uPOm0NCN/vEV0r0iKx61L+KvfmuF3JXzj2zWK2TOhMHZVjvlInqmb/vJMmFssJT0h8JQkyjQ1a75pBhvylS7Kzv5qPE+hlMKVgolmjbe/ss0FJ+zjTz7f5DVnbVx41WvP/JLvR/zxew6PY4fnOf7if/w1v/nrL71v7cr6r3z1xh1DN983waalkjVLBGNDninw1DTNmqIepdRrKbUwoRYmREFMFMaEfkzgxwRejO/F+F4Pz4lx7eJV11o7VOVAmSsnrkJ6cOWtEe//+yEeezawq0XypNLKgtJFSOMnGFrVxJdm00RRrRT0VycdXUR1V1KuDBfl8LRjK5PlILXoj+KyYhGdR/X8/mG+1teUdbgEtQrMgROmoDpVxUZUTqQCuFVw64HfV/5OMfi3nucxFHy9uG8UkaWjGSduTHlun2TLs649u+xZq5W5pGgFOgWVgk7K+yojU5pEa2ItiO3YXS4n6fx5avN3cxsSISRx6pFlIetXaCbnM4KhC/c+89zcL1507qnJ8+H4eSM4QOwfzdTcLPc+8SAnrkpYNuoy1HQYaTq0GppmXdGopTSilHpkQB0Fxn45DBJCv0fgxziu8QYUjnX8EBSdRVoJtO37FTYUScecelfeGvH7fz/Eo9sCCCq8uy+Cl4PDhproYoChTCYH5kJFFcQV3p0nlZaqlEUgYX+ufyytLKWLSom98rVqe+XhA3ipDduorTD4MCtASgPO0ljeJpgiV1RKZaWI4PlVpCILC8vB82JPsUrQAjc35jEJZ3nZUDlVwSmoShabSP6hd82igaturZlnVFhP2atDxsAm4PxsMu9j6npkbkDPc2krSSsTNJUy42n2CQmB9bM0/e29OGKhM86rz0pZefRqXH+Yd70Ahl8Q4G21qje7sO03Xn7Whi/PHHy6Hvgunito1DRD9YyhRkKjltCoxdTDHlHYoxZ2adQ7dOOE2U7Gdbd63PpwDYW0a+Xyd1iRJJpLT+/xijO7jIwqRH4eOoJv3Bby/o+1eOwZ3/AO6ZC3vZY3Uerdouwtqa76K8DdR08qHyu3UjmprBevAr9KVSoRuegPz39G9qWXi6v1uu+DUczscLGwn/fhIk82rZVy/gNVw8oCrBW6kvc6FZYOttqaFfxJFo1PRoYp+XgexTNBKUeqPBHVZHHC8esSPvLuWZSGq78dFQ9YJhlDoxmvPLPHpad3SZL+/nchQAvJLQ9HfOvuOgudiIWZiF7k0w4kvcwY+pgZTVVcGOLEYXpWsGOvyxmnHr1wTN39jbGJ0d4LYfgFAX7EyLzasPTIu086Usw+fNfj9X2HoBe7DDVTWvWEVj2mWevRqHWpRx2iqM3eqZhr75Xc+mjELffX2TMZMNNxTUjOQ5bKQKdolfKNmxPOOK7Lmy9t86aX9Qh8zTV3BPzuR1s8vgjc1eRy8eiZt0gSLIHel1QO8Ow+Y35xeLWlOjDcB/LKbGYuzfXLhoLBAF6JZ+bzAR5etM/mU/TWglhJg35RDDzoQg8vVoVU/5A9cQrnKcFh+LgszDHzSF5o4iKvgjr9iSfKSIlJyua1CX/xnlm0gmtvDwgDeMOlXd5yaZszjosZCUFlrvFpyXcKAkJkvO7ceX77LXPc8oDHrY/WuOvRFs9NNmj7Ae1U0ssUSZZP+GRkmaadaKYWJK9743mzfnjE3Tt3LSwuXw68BM97aB0DHk88fvdLHn7kwRufePQhb+MRPuNDXYYaPYaaHRrRAlHUZmqux78/4PHxK1s8taNOLw2JpW8uh7KMNWbzWgZZD1QPshhHxQx7Ke986wKnHp3y3o812LLdN13uMrd6yNtfzUZm4Rir41BqImknPaw8mHNrt3JfinJSvijwVDoFyx1B/V1ufd2D4vl5d9kxOKCqFL0qDAB/gANXEtfDDTtLS936WwsWb8XIc4w+w9KK52PeqpzbUpdTVJn9uazSuVnKurlrQdkPlNiWZYUIBE9u93jvxxqcdkzKu35+gSFXITJJkvqkqU+SeWSZi1J297GVAl0nQ8iUJEt5+jn4xNfqXHt/i9mZJsIPGA0EozXNSE0x1pSsXKo548yTk6OPPuHCU0487bZ2N6Ee+d9fBBfC58mntlNrbdi1ek22LV14atPqJZOMtnoMNRfIdJu7nsx4YKvDDQ9OcPdjQ6QixPEcQl8wZO0YcmaSaYgVtJVHN3VQqdFpM50y05Xc/ojH9IJg30GHqoWB+aRCTSyQfFutzHl1sW5ElKpJUbk8nA4uRd/OoP4VKyWoqxy9aH8dSCbLtYj94K7kh4fXwvur1wUHl7K8b15AUWwPVpqCfxTT7nbgIXd1zb9bTSih1MxNUUdaPq/IbGQHWWnCwk7oK5R27HynRAqJVsZaQmuFyDTLxjMuPi3hmHUpQ4FCphCnHr0koBeHxIlPmrpkmWMsKjB/Q9raiOemHL065m//S5e7n2hz40NT3Pt0k/sfH2LrVMhE12GmnTIy0mTzxmO3HXfMhl2TB59jbGLNC0H4hQEOIKXDnffevF26I2+fWHHEzctaT6JkxsPbEz5/bcR19zeZPlRHBh61miRy7MY1R9nyuC60XqUESQbtVDAtBHPaQ/UcpNK89MwuH3vvLCNjil5H8sl/q9tHJ0qgW311UQusLCNzMUhcicqL6cZhbrIs7shqgjmof8vBn+8H/iC4B4Gdg1vkVKQCck1ZHMwTzQL1Rf9HPiFgQa0FIjMUREldKfjQp5PnZ1lpbm8pieXfhpubB5+7Y5kpISPvITDTQlqitPlYLHd14F+ujfiTTzQYGVN87H1w0aldpCNI2j7dXkinGxAnLmnm2JbqfErfDsG4GfOuMUo94ciYMzd32T81xb8/MGt2RO0e4sAhyS+ftI7Rodm33//AdduP2vCS7wTf7wzwo9avYm6+TRBFew7s4JY77rj3vG/cNcO37l3GwemQeuCwfFwTOBBIZYdC+11k8zcvt8ONElMO7nQkS8cSzto8zwd/dZaNK1M08Mrzu1x5a8jeSdfMBuaG7RbgRQts3iFoI7ZbieblbXGS6fTRjoH+72J4wSaLhzH0KcCdDzHIkopI0Q/s/mSz/Czn27m+LSB3HbZJWBm4i/9WrclboCo73V7dlVNQocp/LYs/JR/PG8UFsu/xClQ5AYSZyBe5qacwJka55bHjwe4DDlffHHKw63LwOcl7/srhj94+w5nHKIYDSacTMtcO6cYuaSbJstIjy1DHssvU8zLmFjJcN6MWJvzsS3qct3mBq+7qcs9TqzlizXG3rD7ynD3LVrXxg8NXL78ngAM0GzVuuf3Wp5v1xt8+deDs8x567E5GvIixcah5WV/ENKtNyimNHOD51uNUaeIEFIrR4QXe8bOTvPqMNmMth6Qjcb2Ec47v8TPndfnkVwOKgoEFuRQVsx5Bf4VSlgCutsAWPScV2a+/VbZ/e0UZoZ8H3HmiWUzpLObWBaQXJZh5b3RpeJ+PAYjKTVJaJuQde1WQF62tuReJMMkmQhRG9AViVZ44VmhTQWMkWX6JENpSFV2U94Uwaoa0FhTayS2bZaEZXHlLyO0PhWjhQejw5M6I3/zrGq86Y55ffY1L4EQcmgnpJY719C49dPKKZd6B6lXMVh2pCP0UjeK41TEXnLmZkaXh3z615ZanN246/7uB7ncHcICh4fV4QfPuC89MrqjL/a+/+sZnUVlALbSlZbvoM9/ZkxvjiwrAlTIl50zD+LDgpWcmvPoMj5rfYqGT4ToJWgsmmjFnHR/zj1fpwj4M4QCGOnjSTsVXSvFFIinLF61qfVya+QgWqyOlPCgq4HYW0ZMS6IvH0/JoyGErl9VlUznQdeV+8TR1JSktkG7P8apeIEtOXgA+/5qFbhHNHYqOwnyDcZ90mZ+cShbR2/z90pK54OK516E09iIqldzxsM+BWdd03jkhWvocXHC44rYWmVJcclIdrT3T9637TaLKkrxptfYdQ1syZXhtPcroxG0m46NZcdQpVxx55Ka7yea+W9h+9wA/4ZjlpJ2d2511Z77n7vsecJaOTb42cBSNmsPkbMJCR+G5ZgjC94xBp2OTOJ03tNtn5biS0aZgSWuYffs96rUOtahL6HfNBL/KjNBfvFEmBAuZc++q3VqlsCMr2vciYFf5cqWgUzRdVcFLhYLkEbwaxWX5/cqJUVYeB8A9APK+FtkKAdei7K7T9nfmNR5JCfYCl3mWKrHdghVwi3JIQuQRXNk22apvgzbALqO4PQGEHQ6GopUiE2bBVRnFzYiaeVFdkAE4IZHnMuLDSBgweUjw6DaPkZaD65irSqbKluv8qunbZcKhr/A8zUJbcGjGzGiOj4asXjbytWjsjPc8/MSuHSccs/oHD3AAN1rFzbfeteO0U858JO11X6u6z7J+dZt/ud4kJkOhpBG5hKFD4OUrvc2lNk40vcQ8wcAXNOuads9nai4zkpEsZSOtekUCU1AU4eCI0pHKHQD54KKrxQaXZaR2KhG7UFP6ksgBnt2nl8tFJfvDyX4FuPN+koHPtcqdqyqAFZX+EqsCYadjKqg+3N0S8pY35Ku086tCbrMmKv+zSonKfwV5GmroC2YoQdjNyloWC7GK/1WUGz08x2XYg9FAMVZX1HzJ3EKGFCb4aSBOTJEvU4ZCuo4g8CRRKGjWJONBih8ucPO3PVaPwEtGj+LoTWc9kszdv+OEY079XiD7vQEcYO2aZQyPrfhIPP/skaK34y3X3DPNjn1DrJtwadU9hpoO9UgTBZrAM1M9Sgmm5yWTs2ZVhe8ano6GJHXoJS6BlZAyZRyyhK5EcFsHz6N3Xo535eIh4mrlsizyDDRRDSgiRf+IrPaYVE+KPILLxVp4tcpJqXzk/FQL24agK4pg4W9SjnEV24JFeZJoYS2G7fSM1iwGe1HVLBNJw6yrxR9DX/JSfl7dLJqtKtDO6Ulmf19OVWS+6EpJHC3t2hFRBiJhCnKBI4gcReCafiCANFPEqXlftNZMz6bMLaRk2ryHvicIA4daz7z/jUiwbmWPzZtmeWr7GsLGii+t3XD8R/bs3v29wvV7B/iaNWt45P5rZk4//qi3ffCTt6284Y6hc1e2XJaNeSwZlYw0FY1aRhRkREFKPUqRMubm+2vMzIXUIuuNZ9+ocl+58bLWyl76+voWHBwpzISIBXZe0KlaGRe7fyqyYNWWuI+qiEoUFwOgrySYziC4nf6Tow/gsj+qFvOWsjKxQ17w0iXAK1TFnCS6eIxQTv7o5+u9lbnxT55EVjafVRZJqaJ2bx+nLL/fz39k+ViEXdyaafMa5BuVc7mw72yTNh8q35viRNem0NaIoJOk3PV0hicEjcAMsEe+oh5lxImLFC71qMkbXpKydVPn1qC24W1f/rdvtt/8hlfyvR7fM8ABjjv5Ur554wPtC8/5+Xj+0BUMh3OsXiYYH45p1RNqYUoYJAw3ugT+PP/7ZpcrbvNZP5GwzPVQqnxZ+s0lDVKk1GZYp9J34gs7QOxoPEcXIM/XEbrVyF2lKN8pqZT99KXa/+0UQC/BXfqAV06Yvl6VfoAXNg+VAQaVt4cqXbz5BiMWjHmfuCh5qiHilb6THFaFtFfh4DmXhwLcQlkiX9CXHJbl1cH+QB77zecVaiMsjcykJHMclHLRSqIy8wbmmyUWq0nmdQ08WDKacebxM7Tp8uWbRmg4HsM141xc8xVD8zHzbUW744JzJD/z8lfFQiTtoYnvHdzfN8ABXnLKerRWdwXZaWdP770hWjZ6iOFmlyiIcV0z3HBorsu/3enxd1csZcJ3zaqNYvA1v1UUBDu21ok1+6ZcFC44njXu0WXPicz3/JTg7pMJBQM8udolWKElFcmwkP36KElpXr9oF1GfpNj/e/N3Nh8WTi1QM5V/NBvrzIxh6fqUA1ba10ILUQYAmcNsUP4r/x9aFIm8sMMSQuv+AlEhSuaniTSKTuUxO0Vczq8qFrSZQyYUmVRkqUPmOniuZNmIcTpI8p7uvrG78gTOX6/ADfjN183giT1cc88IT0/V8aQmchQNX9CqZUx3Qk4/89SOWzvmLikl3+/xfQO81WqSJu0PnHHm2fryK+7/rw89uCcM/AytFWPNHstG2vzj14a48bFlLKsHjNYVvpdvY8sLMAM3YYT+HZPwzdtr6MyH0CGQgtDR+E4etXU/yPNK5vOV3St0pGiRrch7VY5uqEFewLGAHgB3H8ArmnsfyHM6okFmhi4Yp1QD7DRVpFnpgZ2D1ERBYXuh+yftS1BakDuWcwtz8hSQFXZeMy/jqzLZzBu1SgD3Sz8FZbJLUnUV6EIj7eY2x3GJU5dazeUVZ8VceWPMkwcVWWDoUbmtwVyxlDZJZS8RTM4G1KMhfv+tB3nZaTv5h6/XWDLsMFJzUdohVQ6bj1rWPfslZ/2N0vK/NWrfuaDzAwc4gOvV1O985At/NLewKnl0i/y9nTv3+c3A4eRNk4wMH+DOJ0apiZAljYxGJAgDie+JYjtEsW0tX/1nLdm27nJ4ek8Ijo8rHSJHW9NMbSlKZW2KPDwlEaJ0ih2cs+wr4PR9bSDBrBRz+hdq9ReT+lsC7A51G2W1NnYIAkGcms7AOFH0YlVE9EFw5yekWdCkbVJXfeUtHRGCCq0uFBjTGkspEUph3WlzqpJnvyWolbBLoWQ57KyccsV48RjtSFsqFY7jESceRy7vcOTKLlsOJCSZT2JdzjJVLhFOU2Nc3+lJ5tsek7M1Wo0mZ2zqsXVnm5HaGCesaxKFMfXmeLx0RePPI//Lfyqb71TfDRZ/KAAHGKuH8ZKRpR9ePZTFs2tn/ziNM3npWSGP7ooQnseopxmKoFETdr+PmeP0PeOZUtpLZPh+wnw75Ru31Nh5oIaIPCJHUHM0gaON8Yu10S12AlnA9QOYgkcXzVAFDRro+KvQmLz1taQllSvOALjzq0dfF19hHmS5qDTo0Bp8TxJnkjhRzLUzkrQs9FSVHGmvbI7d5uBoqHRcVSAurDYtysKNVVGkMMZAhuLockh5oJ8cUW5ZkFKgM6uWOFgn2zxHEJVY71oq6SIdRbvjs2Is5lXnt7nzqQ5TSUQ3c0gyQZKZqfy4WCasaXcls22HMPCZno2o1UO27gl5cuty9p0kqTc8dfrJa/54xdqVf/Xcnvn4P4rP/zDA3/9f3sjD93+tU4uOuOLpbcEH77/vXtYs6/HkfknTl4xGmqG6oFlzqUcOUWDmOAsPFdd0knlugu/FPLQNLr+lBV6E7zrUHU3oGhMa3zH7gby8HaBCHapDC1U9um+PzkAy2DegIAYjdn8yeThw5yvJywW3ZbtqdYOclFYy9RT3bREcnDTPoypJ9rUZ2Agq+7jJYpBXM9qi1yTHrr3JggeXlm+G99u5zsKVtrwCSJ3v+MGqJeXJiBZF3cI8x4xeHPCz57S57FsL3Pl0g3Ya0UshTgVJalozeomm28tY6Ah8TxJ4HtPzEcKpkaSC7ftS9hwUnLb+NL23s+qKr97S7bzl9a//j8LzPw5wgPGJlTRa408Jp/bOdcs7n9i/9wZ50wMBgXBYNgKjLY/hpkuzJqmFmihQBL4x0/e9lMBLCPyYjurxj1+vs3+qidvwabpQdzWhqwhcjLbq5pvdRDlPWY3IA0paH+AHdOY+uU/0U5ycpgz2t7h2JXl+P/88p1uFg661rMs3Y4wPdxDeAjumW+w70GBpS9mrWPl8HLsQVUmNdmz0LgZxS5AvOolVuefGTqUVUbwcbbNafKFYgSEcpUBfvD629O9IjaM0rtJGvkWgdWYpUelj0u5mLBlOePtr5tjysQazacB8KqilBthBounGpohnpEMXgYPvhrRqNc49YZZ7tyS0Vp6r1qzd8M6NR619aveeAz8IaP5gAL581Sno7kNxY8M5nz647cna9t1L/7rXmWJZy2H5mMvEqEezLgh9TWT9UwIvMzc/NYPJfpfr75d8875hZBBRdyVNVxF5itCCO19b6DmiiOBF85N5h/rHwapiQTViV/uk8/5uG8WF7OfdxSrpfAWiBbrn5KsPq2sSVdEw5FpgB35GFMSMtBaYbM/SS0IOtgWBJ2goE8mVa7iq59jo6kC+L7N8AnkVsozk5eMvV5pIW1hSsj+KUwG2KbHnn4giGe4PDKK4AhWSZt/PmZBvVsooFjopF52ywHmnTPONe+rMpxHNRBN5gl6i8WNBRyq01sSJJk4ctPYYarbw6HDihhZJ4vz2S885/dPX3v50dulLNv/4ABxAhCcwObkrG1n9hq0LW9bMNcPrmkcM9zhylcuKiYQoSJlve2jyxVbKgjuhHnXZOxXzO58YZ9/0EFHoMeQp6r4i8iC0fQqedTRyi2au/kSxarPQJ7/1CwV9YO+ftRR90XxQMSk09wLc5ca5HNR5TuHbdS+hn1ALe4RBD9dJQMXMJ5rZxDQ25Y/VVxR82c0FcGdA3ium1xX5Pp6886/oorWAzpvf8vpCYVavdZH8VpUTpUovwdIB1oA8dTSZYxqgzM8JC/T8pDLy7lgz5c/fMcuD76uza9Jj3nWpJYrQ08Spxk1Ny8bCoYzQl8y1PVTmcuzGNXzgN14215o4a+vuvbuzS19y1A8Klj84gANIt8bW7e2vnX3a6e+qufJvdm27cXTp8D5i1cXzUjpTS/E8B8ex0c1LqIddkqzLZ78RsXtyCC8IGPI1DU8b9yLP7GTxPVHQE88VdpV4STHKNwrSTBeda+YblQhPyTVzwA+a+/T3nwwML1cjt4sFt7LdcKVlnedWDZASXDdBiAyhMrIsYz7x8AtKZREnqMhypRxYeGpnZY+3kvniKcuXLS1R+X1dqiH9tMS+BhUqZ7ZCQJIKu3DV/BUDXGHaLRxQWhU+g1q55XylHVxwZMbSoZRfe/Ukf/EvNWbjIRqeoJYZRcWRAteD/d0eqdI88myC649x/qqXTa4/6rTfSnudr8VEP0hI/mABPtwaAaDdnvv8eeed485sbH/kltu+NvGXX4SRaJhT1jusX2VesMDPCIOY4eYCX7pR8A9fnSCTDcZ9wbCvaATa7uWEwBWWnhjrZtcC3DRzGaUDa6+QJKpiEKr73aMOcxkuk9D+7QvVpVQlNan0wOQR3Cm30BVGo26G7xuzUN9L8LwEx0kpnJ+ylHbmEqYSR5iNdXmJvXyI5dhP3nxVzR+yDIRtX82k6I/eFa5ddi1WeXu5XkZryDALq5JUEKelJbPMn6srTBRXZlihGslV3+83vdxvf+0sjz97iC9eHzEb+DQTQWobq9Yu83n9hTGt1kG+8O8rOeak8w6ccOLZ75tbSD4/PLz0BwruHzjA86NWa6L13s+Ga86UO6468GdjwQMTq0ZNkmm8Cw3vHml1eGhbyj99a4SObjEaSUYCRdOCO/JN5PZdE7Xzm+tKux9RFpFcWO7ZERlJmpIpI1Fh31SkaUCqlroXKS2yAvI8gjsVuuKUzflOhXP3U5MS5J5XrheXMq2Q4ZREKdqZgyfznpP+iZwcMMK1I2lFEl3eV4W2rYvIrWzuUDXQ7z+pS2lTSm1PAE1PCbqxoNMz+UC+itx1wc3AcyFTwlRhlRk7M7dcRrSvq9QMNTL+75fP8/COKZ7cvoQhX9JIMnqJZq6t2bm3yWrt8q43H3egteol799+oPfZTWuGfxhQ/OEA3LyQy/j8F77+6YnWeHbRWWv+cmZ67+iqJYqJ4R6NWkyr3sV15vnsNTW+/eg4rbrHWKhohYp6AJEvCHzDuT3HRm178xyJ50k8Vxra4priEUDQEczOZyx0lV2BaL5nLuuVKG5RNDiR00dNZDlEUW6Iq4Db7h3Kvc89N8N1rR+jayyjPTctHLsKyKkUrTI6ysHPRKUgpcvuPyhG1qTAuKKJvAlLGwmvUEzM5uCcQxc31d99mPeKSKmLxy2lJlCKbuwxM5ex0DVQdRwbSFwTYLIsX1MjbZuBJE3N8l8DfFFMHTlSc8bRKb966STv/WSdqU6DhidwZjVSpLiOJKyvm1znLH9vb9+tnzv+tO+vz+RFBTjAL771NVz51cv/qRmtimdnxP8cazzYHB3SuI5LPWrzhesdrrxznCgKGY8UQ5GiEUAtFES+sLy7LLi4Fui+55jhCs+cBMbd1siPYdDj2UMpOw45DEfGs1xbPpkXLHJ8L6psVhLMw4HdcSrat1M1+i+LVeXNUJTcl1HKvGfW0hSVkmYubTtjWiS8lN1/BtiaVJQNU9IucpVKlCCX+ViZjaaqPJlzHm4AXnZVeq6RakM/o1mP2TMjeeiZiIavCXxhlxqYm/JlEa09JUgluKkwEzipIEklaSaLYWIEOFLx8jNmuP+ZA3zxhoCFxCNdiMl0h1NP2Dg3Mrbs3c/sXPiXn33DW36YEPzhAhwgCoQanRj90pakk9619Yj/tbS2P7zkzHkOzHX58i3jTM+0WDuiGIkUzUhQD6EWSvsC53OdwvoECmu6Lwl822YZaGqhohGljDRjlo1Pc9V9GTumJ4wIQd5UD25lujznKNWKZlHVFP3Ru2+ZllSLtG5DVbIKyEtwu9b+WciszOx0BipBC5eu8nEym9AVWn1pI2x0aW0SzEopP29cUzlVsZq3EhplS/NaHj65dKR53IGX0Yhilo9NkwjFo7tWsGYIhusUPf15x6PSstja4EhBLMFJBD3HaN1JIkp+bv/givGMN53X5ub7plnojHHa8ZLXX7qs64djvzq3MPqvmrn/UBn+xwLgl7zijfza7386u+qe4F//25vXZkct9y675t77wn++ZSlPPDvE6iEYqytaoaAemVstdAh9B98z0zN5IiOEBbgLgWfAXQ+NP2KrnjDS6jLcnMcRgl6s6aSCMIPAFiqKN5lqyZ5F8mC11F/tTjTLaykWauUbm113kJ5YgLsJrpPgSqOgmJdbFwBHOKhM0sZFIpFoJKr/sWSVfvYcyJIioiphgGy+ru1wt43u1YSz8uSlAGkpiu+nREEPh5SptqLuOkhhDDTzPvWy2muuCLn8qLS242aCOJAFXVFaoJVpez56JXz03TP883UpYyOndCfGRn/h/ItmrmCmnYnh3/xhw++HD3CAT37oV3jm0cuytcee/5XPXXbjL9306Kmfe2Lr7lrDlyxpKkYbglogqIWSes2lUXNsFDdg7MTQ6RqFwZFGngs8Y7ofhRn1MKVRi2nWOkRBB8cJUFqQKEFmpa2+mk+hf1e9TEQfsMumq6prVL7EKk80Dbh9p5+WeG6C58b4bozvW/3bMzwZpY13RhYXMltGyIJwkZmxSpPWUtr4s2hSBY4ysqBUFuhSFxxb5Q1V1lC+MJbvqwtYqqJLvp+7Wwmp0Soji1Omuy6ha/RvIRWOlMXuUtdx0BJSDd2uohcbR/HAl9RCSZJK22AlSFOT0suRlE0rBe/7xSPbe+bGfvmCi3/1K3/6N1/WH/itN/8ooPejATjAus2/wO/8yRf0r1w0+eXJ2XXu5nXpJx54ePeQS8RIQxAnUIscWg2HoYZgqKZo1jOkTHl8u6TdNREdz/Rme67h15FvfMlrUUwt6pKomMn5hlkXPfAY+hquKu2z0haN+kfQqn7iuvBXya3OHGm1b0fh5tKgm+F7Cb5tPfC9LgkJh2YEB3f47N3rsmx5ynGiw6Epj5k5TScxTU0pIQt4FtS2e1FppKUvaX7i2Q49x+6YzKuWUusKHy/3lpoTQliqIfqm+QXmb2eZZLShcN02072Qhi/MPni3IoNmCq0dXMcMCGdZl2d2m4JTMxL0ai5KuUg7qjU5I5ldgF2TMalcO3Pskeve8T8+tf/Lh579DGNrf+VHBbvn9wf/YRy33fAVjj/nl9jTcR5xg7Hdm9auOX/NxFzNkVNMznoM1T3GhyVLhjOWjMSsWzmPlof411syeh2XeigIfIdaALVIUY8MPWnWEpr1DsPNea6/V/NX/3sJjh8y7GtquZZuE1ajvhiFwHUlrjSbKga7E4vtx7agYzi3vax7uugxMaA2298C3wC7FnYJgy73bhF88Zs1PvX1Jv/1b4bYttPhQ++a40/ePsf6lTFrVsV0e4q9e6VpfhIOCgNwBwpeXlphDPbKVKlUpY99UVtwpRpbPA9Ms5tvFhMcu26Bh56Fx7Y3cV1JkGv+trDmu5IgcKhHgjVLE9auOsD1Dyp2HvANpdGmKBQEkmY9Y9ueedrxEGeddtKh005o/tbqVeoL61a0OPbUHx244UcYwfPjN972SwDE3dl/8jzXveKb1334ritvmOh1Exo1wfhwxrKxHism5vH8Ka66wWPngYj148ZlNDfR9F1N4BlNPQyML3k37vHZb9WJVcCIBWx1SNixkdp8lIU5keNU22X7p41k5VY1uXTz1eOucWHyLS2pR10OzPS44zGXv/jiMPc+XEe5EjKFSozBpRQOrz1H8doL2/zM2T3+4osJdzzaYtekoBdFLEiz49PNBK7UpErg6LI6qweKOeUWZOtEKyiUFplBasGdKZsIZmVCmGUOaeoihc9/fsUcNz7QZjZu0fAEYaIJU1NmT+30kWvX1qwcl1x69gyfvNIj2R8SpwpEQj2S+EtSLjjNY+3Gkw8sXfGq31Mq/qdobPhHDbUXB+D54Yctdh+Y/8xZZ75MzM6Ff/bw/TdPLB+bY/3KLquXzTAxMsPl3xZccesEQ45ZAips8cFzFYGX7wQyAG812nzzLrjr8RbC9Qnz/pCi+08UVTnXkaWu7lRGz6pSXUW6k6Ls8y5XH9oij9W6PS+hFnU5MNvjw5+v8blvDdNOGtDykcJBdRXaSSB16XZ8Ftoejsw4ZUPM535/hv/1rZgPfU6we07SkRGeEPjCNJWlSuMVpjnlWFiuVvSDnHJvT1ZO6jtSkKaa1BGkmSTNFGlqeHOSuvSSkDOO7nLhSVN87bYac55LzbX7lxJNkqlijV+cSBwR8IaXTPPQUwf515snmOp6zHUVSnVYu2qEk04+78Cq9S95P2SfEeLFAfeLCnCAFRMNpmcXPv2al5+Zbl7v/zVzV49Mzu7mc9dqpCO48aEGSRIwOqxLQyGPYulVFKR2h3mHuU6Xz1xdZ7ZTp9GQRK4y85tO7rZVKRK5+c0AaFE/eYW8L4rmRaKZg9sAPPBi6rUOn7/O50vXjtJOW7i1kMg1hqSJC17QYn4hY3LapRtLfDclSXs06pK3XNTloS3TfPIKj8x1aAufUAr8TFuQU4Bcq8VleCiBnhXDzKqwWMu7JF1Hk2SmQJNkkiRziBOXXs9nZMjnV145w60PtZjujFBzJWFsGt5MB6Cilzh0YzN2tq5R4xcvmWTd8h6pqnP7o03mWc36Yy+cmlh58u9mqfhfrtd4MSH24gIcYLhVR+vk86OnnDT57JOPr7/nubV/fu3tD3rrVs+TxgpfQDM000BRIIlCo3vXwoR6FFOvGWnwi/8uuPfJIfADGq4ZkvCL/nFhOxHL4kVgm7ccp2zWgrKddHAKMge/Y9cfutb213VSfDemHna56X6Hz3x9hENpCy+KGAoEw56mGSh8F1YPN9i5p0YgUnw/oRbGRJmxYGjWBG97dZvHdkxz6yMeiXTpOJIwE/h2rjGrrsOujJEV3ZHY/pss99XURXKJdQZwHYmXKhO5E3OLE4de4tHtRZy6cZZLTzvEZddFTPohkSsIXUXYVXRDRberaHfN2JlSHr7nsW5JwBETAZece0py08Ot9x597ClbMx1dFXreiw2vH22S+XzHBz/43/Ux5/z6lr3Zufd52tt9zBGNV60ZPcTB2Z6YnQk4YkIy0vIYbjmMthSjrZjhZo+RoTbjQzN86+6UD182xvbpEZqhy7CvqfvYDczCTBEFTnGLQllsZ/a9fL62v3GoavuWJ2Zmwa3G8zPb620id7PZ5ZEdCb//8WFuf2IMN6oxEkjGAsVQqBmuaZYMCZaNeAR+iJQOphBv0JkbYh6xPOGoNR0eetJlz8EQPNdsa65MMJnET9jEOP8oi2ovQlglUpNmqojmgJEgizbgvFiVN46Zpq9aqDh2XZtdhxQPPRshpUtgqZ7vmiDhuqaSPNbq8eQuzQNPrVInHX++OvmkY9/16ouP/1Srsfdx31+hv084/ECPHwuAA1x+2Uf5nXf9QrZkvPVY5HuXNRrd/bsO+C9LFjqsXRbQargMN2B8OGF8uMv4yDwTI9PccH/CH356jEd2jRGGAcO+puFBzccuC7XRP3SKWy00lbpaqIgCU6yIM4gT0zYqyJPSStdgpWPQLxbdJtSiHogOX7ze44s3jJK6TYYCh9FA0Qo0jVDTjAStuqRRd4kCWVjaVd2xhDA5w6qJHrsOae7dEhHrgMAtDY+8XO2Rlm65As+V9r4sDE/TTNPuZnR7isTy5qK4ZRPrYnDbSp1mf6n5weVjmlM2zvPcXsWDz0YI4ZoFrq4m8EyCnqQSKRW1oZUQHvkHJx+76V0TE8tvmZvu9GqN419sOBXHi05RqseZpx4D0PnmdV/Y8spXjX14575xf/OayQ8szO90pqYTAl8wMdxl6dgso60pbnoo4Y8+O8ETe8do1l3qLkTVPhGHAgS+K43/XQD1UNOoZdSjjFqYkaaame0+swsurgOBb9QWpfo5rqno5YqKoSiBn3JwQXHvoxHdXp1o2KXpQc0zHZGhbSkwlhmQKkEvlnR7JnF2ZOmNvdDJGB/rcfrmHkuvabN9pkYc+KRK0O+CVXYbSFE2RgWexHehl2n2TGlUpqkF5mYqwZmtBAt6HgSWi2eZJMsc4tRFdEMy5XLERJv//p+nSTPNzQ8tQWgf19GMNBSChENzDrPp5mz9yNif3jbrffihZ3dmRx9/7osNoUXHjxXA8+MVF7+VL19+RfZrb3v9H8a9A+7lX7/5t/fd+3AwNjyJHxzi24+1uf1xl28/PMIze8dZPWL88LpJOf2d267lb6jvSYJAULPgHm6kDDd7jA3P8eAzGQ9sG8YnZKTlIIS5BPeVuUX5e6W1EjZ7bGK2PSd5aHsDEQbUHah7itDDuqWav+26srBvSFIMyD2J67oVZwGPTjvkuDXzrF3dYft0Qi/zSDWF10h193deQnek+Rv1UDA2pFmxrMv2qS6Pbw1Z2hQM1zVg5iE9V+J7DmFqqo1pKsh03uIFaeaxMBsy3w5ZNT7Lh942wy2Ptvn2o0M8tm2Y6U6Nc9cEnXXrNzy3btMb/nXdEaN/ePO/f53zX/rGFxs2hz1+LAEO8HNvej1az/Dgo/oDF55zkTxx05Fntw98UV527dKz73p43lVeRjvzWNYSrB1VjA3B3vmYp/b4RJ4dmnXyCSCJ7wsiH9O7EmUMNXosH59j/+w0n7p6iH17XY5fnRKFBixFr3P+gDRm6IByUt51MrTOeHirx9addaJhh4ariWySG3h2UMMVuLaRS2kTxePURHJzdXHwXBff81jo+KxfKTlxfY/bHo1JVESqKpM5A69TfiJ7jiAMoF7LOO7ILsuWHOADnxllx2QLIQz9cF07C+sL4kSSpMYVWCuBIxW+32Xbbp+DkyOMDxsFRsqMY1fDxqWa3Wf46dV3jt55zEmXPKLibe/yw0jv3DPHquXNFxsuz3v82AIcQIih/O77P3vZV5HywubxG+c/ecr6Z95cD5+UX7iuw+7ddY5Y6nLiRsHExCH+4PM1kqRmZyhtEuYK62CqicKMRi1huNWhXpvl3vvgye1NVjRykxplh2yBRcV+oCIZem7GgRnNtffXwfepOYaaBLYZzEwjWa90RxTDZ6nl+z1X4sWOHXMzcl2cePR6Pi87Oebfbu6xc06hcPocsPpfIysBOhR8utNzOXaV5PRN03zpphqNBddUXF3TvxMmmiSF1FIUpcB1FHPdLh+/ss7yhsfJGyW1QPHU3gW+eecSzjp+ozr/jFWXv/Ts2q/1evvnjjn7rS82PL6r48ca4NXjP//C65id2jbn+9G7Z6aOfPrqG2rHrZyYeb2f7GR8uM6SMc2JGxSjjZTOrC4SMscxHDw3V68HGc1azGhrgal2l6/cOk4aB9QDs7HAXPrzLQu64LrmyO9Zo0lHMRNrHtoW4TkuNRcLbhO9TQQXxXCGkAZMSQo9adsFHI3nOvieS8/3CBKPJPE5bl2XYT/huUyRaYfnkyQK77+K/0mn5+B7EW88d4qb7pvjwMIwzcAaXMaKOFGm2JNix9SMbfFUR3L/1gh3TcquAy5ol2OOPYE3DbWuGFl6wSOtZas+utDpzB1/0hEvNhy+6+MnBuAArZEjAQ4++vjOPzjrJb94xEnHPcqWp55+/aH9W1gxthN0jOM0GasLWrWyY9B1TYNQGChqYUqj1sN1F7jmNpe7twyzpmWi7uAgszNQti/nOgVSKrRWPLndZSEJ8D1TXAosNQl8CANppMmi9dcAvBdjFjMIo0h4rkPgG2uzOHXpxh6B53LU2pgnDmUo7VVb2IGyXK+URitj7VDMVSYOh2ZCTl7vcclp03z+hjozXY96oKjHpmCTptb8Rwtm5l1qYUiCT5plPL23y5oVY4yuPIVwZMMVb7p402915xe2R80lLzYEvufjJwrg+bH5mFVovW87HP27UaP+edIN79n13MPnd5I7GQkVyycchIx56rmMY+oejiMIfE0UZNSjhFajzZ2PK/7u8gkanstQoIrhZteOyHketlvQjrvZDj1lTd8FkKaaW+4NmZ72GR2C0KlGbzO0EYUO9chsvEgzmG9nRqNOJSAtwDVBLAljhyQxAF8yLjjv1C7XP6CKwemqQWhesUwzTZJq0tQMHfQSSSd2WOj4tHt13v3Ggzx9YJr7HlvCUCho5gDPzAl2xLIpntwhmNvRoNEIWLOszs+/4jg2bzzm5qFW7aOtsbUPbXk23b5p3coX+23/vo6fSIADCLEU4OlM66clPPLsrnT5EUev/Yefvei5DZ3pJ5x9M23ufSq06zGswXqYUo9iekmXz18XsvtQi/UTmnqgzQSRn08LCQNU31iuSanJMjualUozf2gHhLuJRGqH0DU6sRnGEIS+KS7VQ4ehOoy2MrpxwvY9im5PMNx0ABfHMZNLoS9tBHdIUhehHSJP2SEIu7LFSp+ONMMGcWLMj11H2VI69GJBt+fQ7nrMzkccsTzily6e5uFtw8x1PVo94xEYJ6aaGYUpzx7IWJgf4pUXXZi9520bnj5hDb9+zPFn7wG2CCH+I2/Ti378xAI8PxzzBmzReseWNFUvP+v08ZWOe/rl//ila1qnbpyuj7ZiAg/qkZEFozCmHSfc8eQYy4YchkNF6GNBbaJu6EMtVDRrKbUwo9NzmG+7ZMrMMqapUR4QGscVuK5LZM1BA5vQBr5pLWjUYLiZccTyNjPdWXbcHtGdC6yWLvAsuHuxQy9RBcjT1CNJDJeRwuj6gWvmVQNXMN/RzHch9ZWR/7yMIJZ0Y0G3J2l3XeYWQvYdGuaMow5QD9rMtoeJFgSNSNGNMw5MwbN7l/O6i6OF1sRrZrNUvClsLd0lhNz+kw7s/PiJB3h+CLEGrfX2448/4rndB2Y2v+EVl5w12pSf2rH9qXT7s1tHR4a2Nbft6dJLXBwfhsOQ8UBTD0yFMPDMRq/QN3SmHimWjHTJWODWR2r4osXycRffU6Sp6R8xCoaDI6Vxv3WwfdYC33cIA+PF2KqnjLU6ZHKOua7D7FzAWFMRBBlhT9ILHHqJIE4ESWJoSpp6qCxFa2VWJzpGU2/WHJaNOXjhLNfc6zLfda3PjKIbK9pdh3ooSFPBzIJPkrVo1WMaXszwUMbaZQmzcwFrVi6ZW79hw+RRRx3lLhnN3r5s5Zo7MsZmUCjX/ekANyyyK/3JPuwImgroTm3euPpbI8PNjZf981Xrf+7n3vin9YkzHn3kuQ0PLMRLu1+6aTVNV7J5raTe0Mx2FFHoMtyU1CPjOxgFGUPNNntnZrnzMcXO/RmzC+byn2TGr3v/tGTrnhDPF7a5y4LbM8WlwIdaoKhHKbUwwXdjYqWY6wnaXej2jE94LzWyYZw6xLb5qdPzWLdCMzSSIvoA7rJqqcvZmxMmxueZams6semVb3dSpucy2j1Bo9Zjeq7DA0/6zC80+PXXBRy1eqj7pouWP/Czrzn90Ve/7j/96R03fHl9GLU2OsHab+3Zm025UvxUgRt+iiJ49RhfsgxMQ117duoZHMf7c4Tz5296xdHOxFj94/tVd+Noffe5Ry7d69z91CH2HPQZqmWsWRaz95BHu+fhexmu2+OuJ312HQhYO57RjV3iRJJlxu3zsa0ut97XYMmItv6JpeOW55rBgMA3bb1RFOO3Y0Sc0e1BO4ZerElSo2gkqbBJotk6N9sOuOAkxea1MQ88jm12koSB2dG5ctzhtE1tHnvacOkwlDiO4pm9HXzXwz9aMbmQ8Mz+iOM3H5mdfurErd7w6JYFNfdOz+tmfhDxtt/6S71p4+r2i/1+/TCPn0qAV4/WyDooC4DpwYPTv/bai4OR+NxDH9r/3Nf9Q+1uptXyU449Wpy6c//T3Pd4l5M31AFFkib0YpdaYFpNs8x4XqfKuGRFkcINPFqW6pjdoLn8J/AkBJ6iWYsRss2huYSJoQWe2dditusybidlsswMMSSZKeG3Ox7t0KfTDWh3NRnmd7p2ua7WgoWOT+QqpIzNFUUlHHtUj/qQoBGsRbvq3o4+eN/YsiOdY095ZbxyxfjvH3dcbyqqtV7st+RHevzUA3zwGB8fBpgC3gFw0023cNIJnD/e6l26594j3nTuOcmmDctjurNPsG1fm9seUoyGMfXARWuzgiNNBUJm3L8tIPQ8Rmuakabp5uuzTBNm7tFxevzrzQ53PraEN1/cZdnyKe54cIw4NS2zRVFJmCJNmgl8L2NsqMaJR/Z4bJvCcyEKzCTO/smMvQfhnM0Ztz/u0XSanHDCRk7d7PPK8fTJB59effnIsuCai5fom087/Tw++N4X+1V/8Y7/4wA+eFxwwXkAN2/fM3Pzz72GW0InWd9ZOKRuu2mnqtXH173mZSt/Ty3s4czj4Znte9h3IGbZaMaW53p88YYRlBY0I9i4xmHnoYxDU5pGzRRzeokZc1PE3PJwg/37x1k13OH8zdPc9XBCpoNCcXEEDNV7HJiO2fVcRBg4ZMrhjeem3PbAJFq1qAWSsF7Hq09Qayk2bDyT806b+vDkvt4zL73wHLlsyahs1OXWVev4lhuMvdgv7Y/F8X88wPPjiOVDAN/KP9+56wBhGAyvXLP79kcfC9l8dCcZGtv4X5PUv2TZWMaBmRmOW/MYNW+GVivgpKMz2JZyYMpj+ViHVM1yYLLJkmHFnqmM6SnYuFzz4FMRa1fNcPwRc/QWXBqRy6H5DgdmBOtXCWZj2LrP4ZRjPSbnXeAY/vg9pzI9N8yKMQcl9LUPPz3716MTjuc1j+Vdv7zi5iztTdeaEy/2S/hjefz/AH+eY9XKCYBp4EqAnbv2smGEJwRqaRQopfb3WL9iJ3OdWTzfZaipqIWd5JUXnftHx6w+9Jqpuflk/6Fh6iOwMHsExx/jcOrGkPmO5KgNK3hjkLLvwAhLxjx2T3eI48Bbtnro63c8df0fxZnjuQ4s9By6yRLOu+AUDsw0qEVC+p7cd9LxPDMytuzFfol+Io6fLk3oRT5uuPE2tBZLx+s7hg5Oz+n9h4YYagkOzi6w95DDKRtd9k8JTju6zd7JjP2HhhhuOuyabpPEkbjgtFUzSul9mzaf9WI/lZ+a4/8DOmqHJe7Hc7AAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTk6MTc6MzIrMDA6MDBjOBx0AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE5OjE3OjMyKzAwOjAwEmWkyAAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29003305
    {'hecke_orbit_code': 9007199355405135, 'n': 1, 'trace_an': 2}
  • id: 29003306
    {'hecke_orbit_code': 9007199355405135, 'n': 2, 'trace_an': -9}
  • id: 29003307
    {'hecke_orbit_code': 9007199355405135, 'n': 3, 'trace_an': -6}
  • id: 29003308
    {'hecke_orbit_code': 9007199355405135, 'n': 4, 'trace_an': 5}
  • id: 29003309
    {'hecke_orbit_code': 9007199355405135, 'n': 5, 'trace_an': -18}
  • id: 29003310
    {'hecke_orbit_code': 9007199355405135, 'n': 6, 'trace_an': 198}
  • id: 29003311
    {'hecke_orbit_code': 9007199355405135, 'n': 7, 'trace_an': -98}
  • id: 29003312
    {'hecke_orbit_code': 9007199355405135, 'n': 8, 'trace_an': 9}
  • id: 29003313
    {'hecke_orbit_code': 9007199355405135, 'n': 9, 'trace_an': 558}
  • id: 29003314
    {'hecke_orbit_code': 9007199355405135, 'n': 10, 'trace_an': -204}
  • id: 29003315
    {'hecke_orbit_code': 9007199355405135, 'n': 11, 'trace_an': 0}
  • id: 29003316
    {'hecke_orbit_code': 9007199355405135, 'n': 12, 'trace_an': -1554}
  • id: 29003317
    {'hecke_orbit_code': 9007199355405135, 'n': 13, 'trace_an': 350}
  • id: 29003318
    {'hecke_orbit_code': 9007199355405135, 'n': 14, 'trace_an': 441}
  • id: 29003319
    {'hecke_orbit_code': 9007199355405135, 'n': 15, 'trace_an': -1656}
  • id: 29003320
    {'hecke_orbit_code': 9007199355405135, 'n': 16, 'trace_an': 113}
  • id: 29003321
    {'hecke_orbit_code': 9007199355405135, 'n': 17, 'trace_an': -1800}
  • id: 29003322
    {'hecke_orbit_code': 9007199355405135, 'n': 18, 'trace_an': -3537}
  • id: 29003323
    {'hecke_orbit_code': 9007199355405135, 'n': 19, 'trace_an': 3266}
  • id: 29003324
    {'hecke_orbit_code': 9007199355405135, 'n': 20, 'trace_an': 2520}
  • id: 29003325
    {'hecke_orbit_code': 9007199355405135, 'n': 21, 'trace_an': 294}
  • id: 29003326
    {'hecke_orbit_code': 9007199355405135, 'n': 22, 'trace_an': 0}
  • id: 29003327
    {'hecke_orbit_code': 9007199355405135, 'n': 23, 'trace_an': 2088}
  • id: 29003328
    {'hecke_orbit_code': 9007199355405135, 'n': 24, 'trace_an': 1854}
  • id: 29003329
    {'hecke_orbit_code': 9007199355405135, 'n': 25, 'trace_an': -3238}
  • id: 29003330
    {'hecke_orbit_code': 9007199355405135, 'n': 26, 'trace_an': 2016}
  • id: 29003331
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  • id: 29003332
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  • id: 29003333
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  • id: 29003334
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  • id: 29003335
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  • id: 29003336
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  • id: 29003337
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  • id: 29003338
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  • id: 29003339
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  • id: 29003340
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  • id: 29003341
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  • id: 29003342
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  • id: 29003343
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  • id: 29003344
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  • id: 29003345
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  • id: 29003346
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  • id: 29003347
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  • id: 29003348
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  • id: 29003349
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  • id: 29003350
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  • id: 29003351
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  • id: 29003352
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  • id: 29003353
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  • id: 29003354
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  • id: 29003355
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  • id: 29003356
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  • id: 29003357
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  • id: 29003358
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  • id: 29003359
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  • id: 29003360
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  • id: 29003361
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  • id: 29003362
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  • id: 29003363
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  • id: 29003364
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  • id: 29003365
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  • id: 29003366
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  • id: 29003367
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  • id: 29003368
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  • id: 29003369
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  • id: 29003370
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  • id: 29003371
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  • id: 29003372
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  • id: 29003373
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  • id: 29003374
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  • id: 29003375
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  • id: 29003376
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  • id: 29003377
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  • id: 29003378
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  • id: 29003379
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  • id: 29003380
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  • id: 29003381
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  • id: 29003382
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  • id: 29003383
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  • id: 29003384
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  • id: 29003385
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  • id: 29003386
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  • id: 29003387
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  • id: 29003388
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  • id: 29003389
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  • id: 29003390
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  • id: 29003391
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  • id: 29003392
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  • id: 29003393
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  • id: 29003394
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  • id: 29003395
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  • id: 29003396
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  • id: 29003397
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  • id: 29003398
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  • id: 29003399
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  • id: 29003400
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  • id: 29003401
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  • id: 29003402
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  • id: 29003403
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  • id: 29003404
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  • id: 29003405
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  • id: 29003406
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  • id: 29003407
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  • id: 29003408
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  • id: 29003409
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  • id: 29003410
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  • id: 29003411
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  • id: 29003412
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  • id: 29003413
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  • id: 29003414
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  • id: 29003415
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  • id: 29003416
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  • id: 29003417
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  • id: 29003418
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  • id: 29003419
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  • id: 29003420
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  • id: 29003421
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  • id: 29003422
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  • id: 29003423
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  • id: 29003424
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  • id: 29003425
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  • id: 29003426
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  • id: 29003427
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  • id: 29003428
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  • id: 29003429
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  • id: 29003430
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  • id: 29003431
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  • id: 29003432
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  • id: 29003433
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  • id: 29003434
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  • id: 29003435
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  • id: 29003436
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  • id: 29003437
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  • id: 29003438
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  • id: 29003439
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  • id: 29003440
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  • id: 29003441
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  • id: 29003442
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  • id: 29003443
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  • id: 29003444
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  • id: 29003445
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  • id: 29003446
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  • id: 29003447
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  • id: 29003448
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  • id: 29003449
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  • id: 29003450
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  • id: 29003451
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  • id: 29003452
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  • id: 29003453
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  • id: 29003454
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  • id: 29003455
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  • id: 29003456
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  • id: 29003457
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  • id: 29003458
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  • id: 29003459
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  • id: 29003460
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  • id: 29003461
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  • id: 29003462
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  • id: 29003463
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  • id: 29003464
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  • id: 29003465
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  • id: 29003466
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  • id: 29003467
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  • id: 29003468
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  • id: 29003469
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  • id: 29003470
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  • id: 29003471
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  • id: 29003472
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  • id: 29003473
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  • id: 29003474
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  • id: 29003475
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  • id: 29003476
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  • id: 29003477
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  • id: 29003478
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  • id: 29003479
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  • id: 29003480
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  • id: 29003481
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  • id: 29003482
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  • id: 29003483
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  • id: 29003484
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  • id: 29003485
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  • id: 29003486
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  • id: 29003487
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  • id: 29003488
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  • id: 29003489
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  • id: 29003490
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  • id: 29003491
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  • id: 29003492
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  • id: 29003493
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  • id: 29003494
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  • id: 29003513
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  • id: 29003521
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  • id: 29003522
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  • id: 29003524
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  • id: 29003527
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  • id: 29003528
    {'hecke_orbit_code': 9007199355405135, 'n': 769, 'trace_an': -847168}
  • id: 29003529
    {'hecke_orbit_code': 9007199355405135, 'n': 773, 'trace_an': 19655910}
  • id: 29003530
    {'hecke_orbit_code': 9007199355405135, 'n': 787, 'trace_an': 27721658}
  • id: 29003531
    {'hecke_orbit_code': 9007199355405135, 'n': 797, 'trace_an': 1745226}
  • id: 29003532
    {'hecke_orbit_code': 9007199355405135, 'n': 809, 'trace_an': -905328}
  • id: 29003533
    {'hecke_orbit_code': 9007199355405135, 'n': 811, 'trace_an': 506282}
  • id: 29003534
    {'hecke_orbit_code': 9007199355405135, 'n': 821, 'trace_an': 10641636}
  • id: 29003535
    {'hecke_orbit_code': 9007199355405135, 'n': 823, 'trace_an': -12190160}
  • id: 29003536
    {'hecke_orbit_code': 9007199355405135, 'n': 827, 'trace_an': 10450296}
  • id: 29003537
    {'hecke_orbit_code': 9007199355405135, 'n': 829, 'trace_an': -19861442}
  • id: 29003538
    {'hecke_orbit_code': 9007199355405135, 'n': 839, 'trace_an': -20934396}
  • id: 29003539
    {'hecke_orbit_code': 9007199355405135, 'n': 841, 'trace_an': -16794226}
  • id: 29003540
    {'hecke_orbit_code': 9007199355405135, 'n': 853, 'trace_an': -25446106}
  • id: 29003541
    {'hecke_orbit_code': 9007199355405135, 'n': 857, 'trace_an': -24626232}
  • id: 29003542
    {'hecke_orbit_code': 9007199355405135, 'n': 859, 'trace_an': 1370050}
  • id: 29003543
    {'hecke_orbit_code': 9007199355405135, 'n': 863, 'trace_an': 64189512}
  • id: 29003544
    {'hecke_orbit_code': 9007199355405135, 'n': 877, 'trace_an': -42409096}
  • id: 29003545
    {'hecke_orbit_code': 9007199355405135, 'n': 881, 'trace_an': 3371004}
  • id: 29003546
    {'hecke_orbit_code': 9007199355405135, 'n': 883, 'trace_an': 27843736}
  • id: 29003547
    {'hecke_orbit_code': 9007199355405135, 'n': 887, 'trace_an': 15026652}
  • id: 29003548
    {'hecke_orbit_code': 9007199355405135, 'n': 907, 'trace_an': 20355976}
  • id: 29003549
    {'hecke_orbit_code': 9007199355405135, 'n': 911, 'trace_an': 14257296}
  • id: 29003550
    {'hecke_orbit_code': 9007199355405135, 'n': 919, 'trace_an': -25914352}
  • id: 29003551
    {'hecke_orbit_code': 9007199355405135, 'n': 929, 'trace_an': 14379480}
  • id: 29003552
    {'hecke_orbit_code': 9007199355405135, 'n': 937, 'trace_an': 59048948}
  • id: 29003553
    {'hecke_orbit_code': 9007199355405135, 'n': 941, 'trace_an': -13418910}
  • id: 29003554
    {'hecke_orbit_code': 9007199355405135, 'n': 947, 'trace_an': -47229012}
  • id: 29003555
    {'hecke_orbit_code': 9007199355405135, 'n': 953, 'trace_an': -11536452}
  • id: 29003556
    {'hecke_orbit_code': 9007199355405135, 'n': 961, 'trace_an': -48947502}
  • id: 29003557
    {'hecke_orbit_code': 9007199355405135, 'n': 967, 'trace_an': -4317688}
  • id: 29003558
    {'hecke_orbit_code': 9007199355405135, 'n': 971, 'trace_an': 46968750}
  • id: 29003559
    {'hecke_orbit_code': 9007199355405135, 'n': 977, 'trace_an': -48558996}
  • id: 29003560
    {'hecke_orbit_code': 9007199355405135, 'n': 983, 'trace_an': -32074524}
  • id: 29003561
    {'hecke_orbit_code': 9007199355405135, 'n': 991, 'trace_an': 53189392}
  • id: 29003562
    {'hecke_orbit_code': 9007199355405135, 'n': 997, 'trace_an': -91341622}