Newform data - 285.10.a.a

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• 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': 28500, 'analytic_conductor': 146.78521330670384, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [19, -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': [285, 1, [191, 172, 211], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772445, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '285.10.a.a', 'level': 285, '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': True, 'level_primes': [3, 5, 19], 'level_radical': 285, 'minimal_twist': '285.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-6q^{2}+3^{4}q^{3}-476q^{4}-5^{4}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '285.10.a', 'trace_display': [-6, 81, -625, -5866], 'trace_hash': 134218453433139544, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.932', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.806', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -6, 81, -476, -625, -486, -5866, 5928, 6561, 3750, -17982, -38556, -61720, 35196, -50625, 208144, 290010, -39366, 130321, 297500, -475146, 107892, -670584, 480168, 390625, 370320, 531441, 2792216, 2418540, 303750, 1323344, -4284000, -1456542, -1740060, 3666250, -3123036, 10239068, -781926, -4999320, -3705000, 24845016, 2850876, -22280938, 8559432, -4100625, 4023504, -9039288, 16859664, -5943651, -2343750, 23490810, 29378720, 95165394, -3188646, 11238750, -34773648, 10556001, -14511240, 88064508, 24097500, 159150530, -7940064, -38486826, -80865728, 38575000, 8739252, -165219640, -138044760, -54317304, -21997500, -271185360, 38893608, -167588674, -61434408, 31640625, -62032796, 105482412, 29995920, -261759544, -130090000, 43046721, -149070096, -320534784, 226169496, -181256250, 133685628, 195901740, -106597296, 443005080, 24603750, 362049520, 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-1596769117304022, -1154550956780520, 95308445665000, -816861158174880, 1483373224629614, -285880203957252, 1292120033961186, 330180089400000, -2604718345270050, -303448752916524, -2866812792384380, 2146109034488256, 1158378535068750, 635955827766516, -1438607476022640, -215257501415880, -996336085199776, -546528239460000, -285339112183080, -1998890368912944, -1970658833579730, 468505908902052, 163716796875000, -1320206331249960, 2441070212496804, -980892749941560, 680013468393900, 331600025880000, 3681248555222320, 112209101369208, -1999759008285135, 689776911253696, 545941603798750, 307130264602560, -293491003509484, 100678561707048, -237863916713484, -129307786488750, -523424701038708, 2290847392729224, 577778437853352, -849814510918296, -1160008061580000, -4789396072189024, -5452372895162466, -154851898358304, 2919433299609280, -449697281250000, 2437210613115162, 14515065619164, -4246839672068856, -976947588181656, -1175160651840000, -1767210748551516, 247969013850810, -2997986966990008, -411967580552520, -378481360995000, -6737604608165760, -1551020143680000, 1261167000565464, 71772525234432, 1069540071817500, -134436459364956, -3666833393915968, 121072116519240, -272014957517184, 620916037170000, 1699092282423072, 376394688791856, -2680173770664992, 3075766738784880, -158181609375000, -82479440485512, 3108842003359944, 2683224461221920, 910476598167720, 820845265432500, -3853954186307802, -26868469649560, 1135233720716508, -264478231940652, 1844563736782500, 3173147421354768, -645255505233360, 996932272102560, -1798576114389204, -143227129972500, -900078356614500, -174134068541904, 1071464530875786, -1796227890342912, -107787195890000, 82442849797260, -7195635686200892, -1414186273644480, 3693013470839736, -206401190625000, 1306186483364640, 966312313057728, 4801500269681384, -1177347078746160, -278902200543750, -2900493763210960, -7822626560565714, -340880781704400, 1242702605919528, -1332000356120000, 347893504419888, -2134641438466128, -1813257616135428, 310121797698720, 2845072642946250, 1070241167765580, 1210240482751152, -3309247912737312, 4050993817538994, -35836395232500, 7983052662590696, 6603298868564832, 2514520705431312, -807631293688272, -664530726562500, -459205661376000, -2314198044158000, 86361616126284, 71267367720492, 1287532539825000, 2437659507504888, -773115834375360, 820949951775566, 2272689581298240, 483753445762500, -868003406671644, 597465615462240, 1001041669684224, -945935206785030, 155206666800000, 1999825050210750, -1085462596774080, -4163743286948784, -136902469320144, 1121752203262500, -1249748201719584, 440758303496028, -974261393943012, -4336490343715026, -117228515625000], 'weight': 10, '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], [-6], [81], [-476], [-625], [-486], [-5866], [5928], [6561], [3750], [-17982], [-38556], [-61720], [35196], [-50625], [208144], [290010], [-39366], [130321], [297500], [-475146], [107892], [-670584], [480168], [390625], [370320], [531441], [2792216], [2418540], [303750], [1323344], [-4284000], [-1456542], [-1740060], [3666250], [-3123036], [10239068], [-781926], [-4999320], [-3705000], [24845016], [2850876], [-22280938], [8559432], [-4100625], [4023504], [-9039288], [16859664], [-5943651], [-2343750], [23490810], [29378720], [95165394], [-3188646], [11238750], [-34773648], [10556001], [-14511240], [88064508], [24097500], [159150530], [-7940064], [-38486826], [-80865728], [38575000], [8739252], [-165219640], [-138044760], [-54317304], [-21997500], [-271185360], [38893608], [-167588674], [-61434408], [31640625], [-62032796], [105482412], [29995920], [-261759544], [-130090000], [43046721], [-149070096], [-320534784], [226169496], [-181256250], [133685628], [195901740], [-106597296], [443005080], [24603750], [362049520], [319197984], [107190864], [54235728], [-81450625], [-347004000], [-1246029172], [35661906], [-117979902], [-185937500]], 'ap': [[-6], [81], [-625], [-5866], [-17982], [-61720], [290010], [130321], [-670584], [2418540], [1323344], [10239068], [24845016], [-22280938], [-9039288], [95165394], [88064508], [159150530], [-165219640], [-271185360], [-167588674], [-261759544], [-320534784], [443005080], [-1246029172], [376457118], [247035656], [-447582924], [2016149546], [2692083258], [-2533750108], [1040013174], [-5137516074], [572487104], [4327840470], [-7645245856], [6299444846], [6718443122], [-14249182944], [-3103611450], [10310693724], [-23010012646], [-22881551310], [22913739488], [5509179270], [-9555623620], [-33451161460], [-47301252424], [-21163099212], [37495107650], [-87571083210], [5582983230], [-59416106254], [-53157361854], [47407350282], [-32130933036], [-69108141804], [-135561089284], [23535895790], [80252296260], [-50794350118], [218892070782], [223470555464], [-246225330198], [-71966943574], [-243372826902], [10862272172], [14787470540], [-61233439128], [-247993639234], [104819921694], [-337194731598], [535281278906], [383382183080], [681051968804], [-213428249304], [50404914834], [231641062742], [87401439948], [488716807430], [-193527739638], [1226668204262], [1276478995668], [-304014099688], [19742469176], [984601128804], [613059313680], [-950605331686], [-1119546630258], [349142738330], [-1585892311524], [-964003927782], [-774474668296], [-169635493410], [281692323704], [222525387996], [1851597964896], [2545789276260], [465313032380], [3161327490614], [-355796069560], [-2401070494638], [-70283746764], [1183962479472], [-152493513064], [-873506566078], [-2951301978852], [-4552116228714], [-1794803525220], [-4118044665850], [4595703546656], [-1804052210866], [-2722903047102], [-2391881619976], [6897082258136], [-5018887567968], [-4228280491318], [-4699921336524], [-792053731314], [-3672452452656], [-2781929426470], [4174161131036], [-3114137531934], [-2502727162308], [9182603534672], [243652189350], [6800723085170], [2773542712710], [6298291947458], [56446364810], [6093474292460], [-13872476614632], [2413453832840], [-6280907106022], [-3307510285938], [4172463960050], [-5767458382614], [11022387954212], [2601204435846], [8259820418178], [-11120066315692], [-13671992908362], [5809969008218], [17243437169076], [2941130857898], [5115158055912], [-9006964679014], [-17276999035650], [-17347531782292], [1872510163272], [-26234307061072], [-23601006487674], [-27618875693782], [18835169928720], [-4940679749236], [9906516199008], [32059906069304], [5293588405458], [-15104806717138], [-29012368551276], [-26567297775600], [15952099184706], [30089019915002], [15569962969944], [-47579681312442], [45592758899256], [31043465499152], [24689198150750], [-45220746638878], [-57727213143726], [-28960890565464], [26321042862614], [3649685248362], [-18399548818222], [33979277103608], [-35093541449838], [-64786432420024], [6384349724142], [-24745231397176], [-10638723834898], [-32460860540338], [18718312360320], [-68085751683976], [18321770525898], [17911033550064], [44428551928974], [-50461751811292], [-37335288267124], [-38408478024130], [-80430588797850], [26789035816064], [-42040843229604], [-116923710967612], [-87052372648836], [-99651579021948], [64074758240202], [-95174962966978], [-4323802221214], [1740503227842], [-127403692768584], [54175362815076], [49654716633200], [-146973544622008], [16145607478322], [137779408889454], [-164092304061858], [-112623303414832], [-70855502925612], [-28898183740794], [-62036763401500], [-95771324403862], [-9886529397630], [-96963306744166], [139972114127292], [127577977002252], [13159511873174], [-176193704553334], [-99470401042140], [-22386080653776], [104636887838454], [-66141009911626], [87920798355992], [116418002963088], [-246058920612538], [192425159463420], [47646700659542], [-105992637961086], [163482124990260], [141635751819716], [-2419177603194], [294535124758586], [-20178686086540], [29022344756984], [355773573077688], [-178373527960930], [134605215614712], [-14393602687714], [144667234445274], [162376898990502], [113397122565420], [-104781276289140], [63549390143180], [156818355188294], [221712925852586], [165158027750550], [363458204205894], [-324101064389650], [-161615793289548], [148151561236148], [-86427733066428], [346367768482082], [-264442133474718], [-147991379814324], [117297288077366], [-365448520285818], [184974749121354], [-367052886073942], [-3910462702252], [-448315619976438], [-253767796086418], [-271601647827136], [-102743458083492], [-119823613742266], [195419919948032], [-165475460109198], [294071006540], [-156118281409764], [-498657792600558], [187279692802364], [-258905499169746], [-308043881762362], [481957843087928], [282601084575926], [-571609530596716], [-281498334792388], [827850899992538], [227396800369296], [860669775551090], [783846232943654], [-280905596857650], [80830670761584], [837068527280288], [-148346256568440], [369214389682742], [-527680134543130], [-168939629157270], [-130763666144086], [331828481783778], [-723082690445704], [-759091599780624], [-888964324641810], [-720303294401640], [-219093918454938], [332166230229960], [-593705490344296], [878336830686690], [1015601418235928], [467157763808022], [68825388902556], [-854574972488386], [-407995320485914], [5359760292018], [495596841260240], [1041055894363716], [-386286488243080], [341875083357020], [-599107369317276], [360681502424654], [-877487943099270], [308329535924786], [76332846242016], [-26419932200094], [-1180923634996356], [109189384839416], [204819457449972], [-255947584726942], [-268656659271210], [458190281078544], [-576451038621094], [557799344448750], [-185166299884948], [-991640223507202], [-1703588343158892], [1062310900964708], [1107430335556386], [676948272164210], [-989786636974852], [1966938773850596], [515228536758288], [985114144840614], [1621736416463870], [-1017432132911286], [-208262805937396], [172549409222448], [-847271569670008], [1212691401193704], [-169424157233482], [-1572743584653066], [888594627848654], [1333223912871326], [2057190078794888], [-39764138852778], [-653384288954280], [56676419153048], [2424208343053506], [2445223496729592], [1889207119462250], [2164973776622336], [1285695075729036], [428586529616946], [1224030747935468], [607442610892664], [-1703309339746254], [-1887785373271192], [602716447371602], [-1587167877506346], [710430800381598], [-3228505823630238], [-2892173717888958], [-630460948700784], [2596332928825190], [611897085914910], [-1817586249495168], [-2318868934654680], [2833546401653762], [1686141114340160], [-379348526418318], [-804820043526424], [-2857962022641106], [-2502143974239330], [-1052126675465956], [374776093632684], [2643593614498272], [-773231145596656], [-3192324514445122], [-1604850592060644], [1994466795714990], [-623798849476726], [3472307047898826], [651451497041684], [-2580246634723632], [-1861926447617046], [-519694494875134], [-2341566921460002], [-2615216366710420], [3609939703535544], [-535463651584852], [1652290923793430], [-5242565081053366], [-808244671490496], [3665188602676190], [39391341563082], [-4684699954973790], [-4267590724086622], [-3604173828917628], [870519359662328], [2300530424226680], [1317718119729420], [-1195426056489748], [4743020362817730], [-1230613788159178], [4747995258866562], [-1888718532945748], [-1593521371926510], [-333319640263572], [4549713466493720], [1021536806507102], [2287656387850680], [-4212308696237584], [-3098886387295806], [-2758888539795148], [-3954414005215914], [123114733252524], [1005064924651832], [1483373224629614], [-2604718345270050], [680013468393900], [-293491003509484], [-5452372895162466], [-4246839672068856], [-411967580552520], [-3666833393915968], [3108842003359944], [-1798576114389204], [4801500269681384], [-7822626560565714], [-1813257616135428], [4050993817538994], [7983052662590696], [-4336490343715026]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 167772445, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '285.10.a.a', 'level': 285, 'maxp': 2999, 'weight': 10}
• mf_newspaces •

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

  
  {'ALdims': [13, 14, 15, 12, 14, 13, 12, 15], 'Nk2': 28500, 'analytic_conductor': 146.78521330670384, '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': [285, 1, [191, 172, 211], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 356, 'dim': 108, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772445, 'hecke_orbit_dims': [1, 12, 12, 12, 13, 14, 14, 15, 15], 'label': '285.10.a', 'level': 285, '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': True, 'level_primes': [3, 5, 19], 'level_radical': 285, 'mf_dim': 364, 'mf_new_dim': 108, 'num_forms': 9, 'plus_dim': 50, 'prim_orbit_index': 1, 'relative_dim': 108, 'sturm_bound': 400, 'trace_bound': 3, 'trace_display': [-136, 0, 0, 19208], 'traces': [108, -136, 0, 28328, 0, 0, 19208, -135864, 708588, 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• mf_twists_nf •

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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '285.10.a.a', 'source_level': 285, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '285.10.a.a', 'target_level': 285, 'twist_class_label': '285.10.a.a', 'twist_class_level': 285, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 641850
    {'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 2}
  • id: 641851
    {'charpoly_factorization': [[[-81, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 3}
  • id: 641852
    {'charpoly_factorization': [[[625, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 5}
  • id: 641853
    {'charpoly_factorization': [[[5866, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 7}
  • id: 641854
    {'charpoly_factorization': [[[17982, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 11}
  • id: 641855
    {'charpoly_factorization': [[[61720, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 13}
  • id: 641856
    {'charpoly_factorization': [[[-290010, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 17}
  • id: 641857
    {'charpoly_factorization': [[[-130321, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 19}
  • id: 641858
    {'charpoly_factorization': [[[670584, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 23}
  • id: 641859
    {'charpoly_factorization': [[[-2418540, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 29}
  • id: 641860
    {'charpoly_factorization': [[[-1323344, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 31}
  • id: 641861
    {'charpoly_factorization': [[[-10239068, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 37}
  • id: 641862
    {'charpoly_factorization': [[[-24845016, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 41}
  • id: 641863
    {'charpoly_factorization': [[[22280938, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 43}
  • id: 641864
    {'charpoly_factorization': [[[9039288, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 47}
  • id: 641865
    {'charpoly_factorization': [[[-95165394, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 53}
  • id: 641866
    {'charpoly_factorization': [[[-88064508, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 59}
  • id: 641867
    {'charpoly_factorization': [[[-159150530, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 61}
  • id: 641868
    {'charpoly_factorization': [[[165219640, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 67}
  • id: 641869
    {'charpoly_factorization': [[[271185360, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 71}
  • id: 641870
    {'charpoly_factorization': [[[167588674, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 73}
  • id: 641871
    {'charpoly_factorization': [[[261759544, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 79}
  • id: 641872
    {'charpoly_factorization': [[[320534784, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 83}
  • id: 641873
    {'charpoly_factorization': [[[-443005080, 1], 1]], 'hecke_orbit_code': 167772445, 'p': 89}
  • id: 641874
    {'charpoly_factorization': [[[1246029172, 1], 1]], 'hecke_orbit_code': 167772445, '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': 1, 'label': '285.10.a.a', 'level': 285, 'portrait': 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YcIaYgiQbNbYrnpMVEWuNJlbsnj5CXB2YWE86sJfqnL227s8J6bwZfjHDtX4/yiYn45ZXE15vyK4eSy4YYrV/jZH6qzYWyC05emWFwNaLQd5lcEnV7C/FpKK2lx3819FBt5+dwGffsNuz+9Z/v4x1udqPXOd7zvuw2JP9XjLzXAj59dY++OFK3FLzz/0tnbv/TVz8my27h92/S802pt48lXoVRucesVAWFYYbkBjVZKvZWw2kpYqMPJZcHMdIOf++gqN+0rc2FxkrmlCnMrDourhoWVhIvLKUvthPHJPndc3eGWy8GTJXzls7gWML/isLAm6IaQJJrA01SClImxBA2cW0hodWDHBpdKKcQYAcKj09Ns3xiy2nDAWCnS6ECYgMGw1ozYMuvS7imEMggdUgtctm/q0+gKzs05pNphqiapBgLfhSQRdEPJwppkftWwWE/w/T64Cbce6HD7lYKZWonVeo0Liz5zK7C4krC4lnBpDU6tGm44sMK/+GidjWNjnFuYZGGlzHLdYa0pqbdTVhsJYdrl5qtCyu44j78sWe3Nc8d108mG2fEn33zHh7Qs733yzHzwT952Qx0hZr/bUPmOj7+0Gvyb3/g0N15/Ex/56D/4+dcOfuXvHTn46GXfera188VTdXn3DV2u2iEpeWUmqwFjFYnjAEgMEoRAGIMUBl/B3GrAMycVV+9Z4/JtfcoBuI7EcxWe51ApScqupNtxOXY24OsvepxbCmklMccuhGyYWuO9d9S5+rI2N1ze5OxKwkpXUPb7nJ4zNFsVrtotafRTjpxVVMsOh87B3s2GfpTSTz0cJ2aiCkcv+CgnxZUJjgu9UHLT5V16XcnVl6W0einn5qrs2qiolCMaoWF2vEu90+LT34KXz6S8cqbPjs2rXLO/xcRkxH23tvn+uwx7NlZJ43HOXBrj1EWXCwuai0sxF5dSTi0Jzjdirt23zL/4aJuNY+OcX5hkca3ESsNlrSVpdFKanYRWNyVJBJ2Oz4nzkhdOp1RqXT5014okdnd++Zvndwm5fPM7b99QcpxN3/jCF/+AP/yDP/puQ+YNH38pGfzQi7/NgeuU+twfp//r3PzaP5PJq2rrtOSxl2o8eSjCqbT5+x9usGdjjaW1Cv3IoddXNDsOjbai0YZ62zJ5vZWw3IQLdYFT6nPblWv8wF0Ru2YrNDo1ltZKLK95rDQFa03NalNTb2taPU0rNHT7CVO1mO0bNCDwXcPFJRchfXbMKnZtNmye7bJYDzl4osr1ew3lUp3XTk5SrUREkcvUhKbXhyu29/nkt8bZvy0hDA3TY5I47VENfA6d7VNyK7xpX8IrpyMWVz22TPns2gTbN0YoZQNDzzUIYdixIWGiKmn3fDpdl1bXZa2lWGvAalOz1kxZaaYsNGG1n7J9S4cfeMsKt13uELg15pdrLDcCVhsOqy1Bo6lpdGJaHU27p+mFhm4smG8Kdm+r8/c+3KUkZ3n8YIVvvtxn727Bm6/dmU5MTf/8rzx2x798z4FD6f/4se//bkPndY+/VAD/2qOHkapUajcubN8x9sKHv/TNxX/13OE5fuJ9dXbMBjx/aCNPHjQ8fTxmbMrKjqu2l1lpVGm0A5pdj0bbodFyqLeh2dY02gn1dsJay7DYFMx1DIgOH7izyX03aXZvCoiiMvVmQKPj0Wwr6h1Buyvoh4YoMaQpKGnwXSj5hvGaYXYyxnH7nJqPePWkj04qvPPmCMdt8MKRMXZugq8+m3DnVT5LzR6Bo0jSmMkJSGIXx01YXS1zx3UtvvpUlV2b4PkTIS5l3nGTJhE9Xj2VcuZigCM9Nkw4TFQEJV/geQIlINEQxYZ+BO2uodHRtLuaRlez2jH00pQdW7vcd0uTD9wega6y2hhjaa3EatNlreVQb2KZu53Q7KS0uoZmD9a6gvk2HNizxs/9SIOZygzPvDbN4wc1z57qsW1jm4/dmxCJfRxb2P6//PRHLvvM1t3bz+ter6fK1363oTR4/KUBuDFPAhXvqRdWP/bUs2d+ZcZ9XkQ9KR96TnCx3uZtN3W5Yus4Tx8scfBUzKuXDLu2rfLzH1vhuj0+K40x1ppl6m2fZtul0XFotAXNtqHZSWm0E5odTb1jWGoL5puaifEub7+hza2XJ+zYoKiVXFrtAN+VgCJKJFoLtIFuHxCaiWqfE5cM2kQ8/HyFsFvisi0et13dJdYNHn1xnDftdTmx0KFZr3HL1V2+8YLPhknDkXOG/+H9LY6c9dkwKfn6i4rbrlCsdVucvjDJm/ZFPPpqjyQsc+sBjz3b+vSSDg+9oCAVnLroUCs7OAK6PYk2glQb4gSQGsfTNDuGSjVm26aQ26/o8vbrE6YqAYtrY6w2StRbHvW2Q70laHag2U5odRKaXU2za6h3YbktWe6kXLdvlX/xsVX2bBjn6NkNvHws4PHDPfZfVued18PcwjRffUrhV1L93//gtaY0dvlPP3nqst/eOrEcvfetfzlA/pcC4MZ0ZZp233v+2OcuO3ku/aV/82svuHt39bjvxjKnztd49KDm3EqfAzsNIvFYqmsurglOLBuu3bfML/zEMm/a7dJoj7HSqNJs+zQ7Ho2OQ7OtaHah3TG0ugmtTkqnZy/mckew3IE4Dblmb4+NkymdruFdt4Ts3KhJUokjDVEMjxwMOL8UsGki4bVTAegyl29VXLdf4wddXjjRZXmlwpU7K9TG6zz1isuNewNWuw3q9RobNxqePaL4obs7PHfEYeusy0qnSX1tkuuu6PLUaymTpXGuvKzDUrPJs4fHKTkVbthv2Le9D7LDwTOC2cmYxeWYRw+69GOFlJBqw85NEW+/JaLdUWye0Fy3F6KozFqzzFrTp9GxKfpmR9LqQKub0uqktLspra6m2TOsdSVzLUmjF3LLvhX+xU/UuXZXhbPzU8wt11hcVSSixVW7Yi7MTfLoS4rjC13uubnO/k0Bq8mb47Mr7j/8H37sfSfHqqX7KyVff7ex9V3PZEb9Hr1O8tFHn3r5l5fnjk8mnQ5bJ6u8cEhhTJdbL3e5encJV3osLGjKvkYKGAs02yYUB0/M8E9/0+F7b1vlI3evsmtzxOJalcAvUfI9yr5LpeTQLkmqPZexikO3n9LppWwIrdZs933WlgMuXjBEiebSQoLvG0DgKYMjBd2eQuCSdB2u3SnYs9mwfUuXMG3z4HOKoycnuPd6n+uuqPO7Dxo8UWbnli6vPKXYMq6YrnUJVIkodllqQyVw2LpB8PLRiOv2lbjrTSv8zgM9PLfK2242uH6Xbz4b8dVnKhw+U2L35jI7N6XMTETsmo65ameKUhpHGcBQ9n1mxn2i2KXd9XjthEun79DtKTp9SacHnb6h07W/e7uX0ukZWj1NsydY7ioWGoZKrcFPv3OZ77014qqdFeZXxun0PIyG8SqUgxJnLoxx+IxirdPi3bfXuWl/wKGTE3z7xZfdzdvKvzx/bvtaee8tf7fVin6nVvP+2wX4arNLO+ZvPv7Uk7/wyjPfnrywvMh9typuuKKCEWUOnYCSI5iuSjZMKsoBhJGmHxkqPkxrjRCS105O8+KJEifmlnj/7R1uP9BjvFpjrVmm0gqo9Tw6XYd2drF7fYdu6NAPDf1IE8WGODYkqX1Gib2gUglcRxB4gvGqYKIKG6c1Wzd0mZ5o8rUX4LGXXKQe497rXa69vM0Th2Oifo3brhU0ez2WVivcuk8zPd6l5Pj0E8VyK0ZpwbX7HMrVkBePBbz5ujFuuabNi8cUmDGuP+DxE+9Z4xsvR3z9uQpHzgdsn1FsnCwxUS0zVoWSD65jUBK0gSNnBGkqiBNBlEAYY3/HMKUXavqhptvXdENNpwetEJY7iuUO9HWfe960xntva/KD92iieJyF1QqNdkCn59GPFf1QstIIaHUlYay5dq/mml1lDp+a4MWjsNTqc3VQ56sPPjz5LtP9/19/w12OTpu/IdXYf3sAX1xuQSp+4tVXHvmFX//9B2d3b6jTjBxS0eCGyz2gxlStCin0I0HgOxjAkSClATRgUCLFl5LlbolPfXsr33ypxZ1XNfjhexpctavD1HiZ1UaZds+n23MzYCv7jARhLIkTQZLYo94Y+/6UNDgOBB6US5rJasyW2S4JHU5civn0owGnL1QY90vceMDh1qtbPHu8ycNP17h5b8D2TV0++S2BEj61akyjE6INKAEztS6ttodOSrz3ziU+9dUyexYD7ru5SxSv8uirU8RpwE0HZrnvxhZ7tzX55otdXrlQ5uAZj62TksmaoOwLPNfehFKAEAZtQGtDnGQ3a2wIY3sj9yPoRdDuC+qhYK0Nwulz7b4GP/z2BnccSJmulqi3KtRbJdo9n3bXpdNz6PQVvb6gF0q6IQSewOgxnn3NcHZO88KJhPHpLtMTCUtrZ2jML88++qjzC3fcfpfpd1u/GZS/O51E/68D/B/+/O/wP/+NCkdf/eqPVoP6Lz33zJnpXqPPYws+jdCwdaPkx+9dZN8ORcmvUG9LwggEAiEUSgqkTFESlLRHtOtoAlew1lOsNif47CMVnnmtw23XNPjhtzV4054mU2mJJPHp9gM6PZde6BDFijiRJKkk1QJtBILMP/c05SDB9yI8N+TSasgDz0tOXvQ4c3ECpX32bPK4Ypfi+stbKH+ZV09V2TJe5srdsHGmzlqrxlVbJIk2fO05n7ArGa8kvOOmPvc/GnN+ocr+y1zmG30OnXbZtmGCa3Yt88QrbZ46JAgjj8t3TXL5Np/Lt7Y5Nb/GyUvw3NEyJ05XKDsC35FUfEPggpQ2qDLG3qxJClECUSrohIJWX9CKIdIJ2vS5YW+LH357izuvStk06dPrj7HaLNHqeHT6Hp2eS7efn3qSXijoh9CPDVGsswA+4fxyyqV2n3fe2eG2qwStToXlNcFrLz86++xrC7+0fdN48m8/8bXf/dBd59h11U/+9QX4a8/9AVfddAJH7fpBEZ/8D2++4sT4zg3j3HRFhbPzMfOrKQ8+NsOJcw1+4p11tm1wAJ9OX+CEAiUVSonsmaKUwHU0nmvwXUPJSxkPBO3Qpd6a4HOP1fjWwT4bJrp8+C1NLt/Wp9/rcOUuw7aNijB2SVNFqiUmB7fUuE7KuUXDmQVBo6f50hNlLq1MYCKXiUCxecphx0aH3Vvgyj0ttFzh1+6vsLY2xs2XO1y5p8k3DwpE4jI7IamUE7qxhzQSjEQ5Hs2+YHFNcMCUecv1bZ58scTmaY+br5zkx9+zwm9/tc1zxyp0+i6rjSq7NpfYv6nLTfvafN+b28ytrfGlJ3xWuz7n5l0uXfJwlUBKiUCgjSHVEGtDmmgmpmKuPtAlDGMu3xbywbeEzI4pJqs+cRwwv2ylSLdvTzkr43LWts9+BFGkCaOUfqTphZpLyxrh9fhXP9ngis1V5pZqzC0HnLkkePZInZ5+dPpnfmDjf/j+O/fEO6984g9++Vc+w9/96Q//9QP4049+ksNzd4hjL7U/9NRL53/9Vz49X15dS/nI3R2u2etTKXnMjKXMryWE3XFOX4zZvdlQ8jUGiZLgKIHjSPuag9tJ8RyN7xqCyFDyDLUgZbwk6EaSdlThzMUK/+YPJkEniCTh+qu77NoYkSSgjcYYm8SRQiCVwHE9jp33OHIyoBI4VD3JdFkwMyWZnXTYPKPYsSll/44GqVjlP36+xrnz49y8z+XynSm9pM3Tr/qMl1ymxgzj1YhyyUohrSXNvmKtY1htpjQ7Je64ssHzR7ocPa8YrwXcdGCcn3zvKv/pC/DiyQqdnqHRdlhcq7FxuszsRJ8dU33+wYe61MpNXjkDxy5IXNeglEEIK98wls2TBHZuTLntqoQ0dokTH2PK9COXhRWPXmhPtH6kBvKtF0p6kaCfAbsfGQvuOM1eDf1QI6Vh90aPktjAiXMBcyuKhRXNmbmY5V7Ch9/eZMLtjX/mwcqv9796d/K//sxNn62VP21+8mM/8NcH4J/87O9yeKGsquLhDzz/2rnfNdGx4P13bGal22VyfI1qyUGKMcaqDhumFUnqgzZ0eimeq0EMwe3G4DnCptldiedKfC8liAxhrAljTRQZagn2+wSiRNCPJWHqE6cBR09WOHgUUmOw0Lba2JXgKVvzUfXhyk1QK8FYRTJRVUyNO8xOwvaNIZtmGsRmjf/4+TFOnR7jut2K3Vsle7bW+fahhMXVMa7fJZmoaQKvhy99jBIkqUQYQ5JG1DsBi6su111e4tp9bZ54MWDDhKAcVLlun+ZnPrDKf/iC5tClKo2OptFWLNcdpscrTNRKTNTGqJVjZioxO66L8N0E10lQKkUKG0wY7E0Vx4qlZYc4UcSJIooVYZy9RpIwloSRpB9Jwkhk8QmEkSGMNFFceCY2KI8SKPtA4vHiYYc4hXYnYrmRcnwe+oT0ez73PzHJueVXyjdc1f/dz94f67ffVf3817/+W+nb3/7jf/UBfvzlP2DjVKAOHl/74BMvzf3Og09cDBr9Mn/jnmX2zrTRtNgw6WAMVMtlOj2HVAtcZXBdjRDWKXAdgesYIkdYgMcC3xWEniKKJJFn3ZAoSa0rkhSeqe38SVNNqrF6WzMAtxDYE0KC64LvCAJfUPYllbJirCyZGBPMTibs2NilWmnw+ScjHn11ksZKjau3K3Zsctm7rU8qGnztuTIV12FmQlEt93n1FLbjfpuhGyqu2Rtz9R7DwnzKct2j1y/zzhvbPP5KjxOXFJWSxPdqXLVb8y9/dJVHDvW4/5FpVluGHbMp9abDeE0xVnGpll0qJUPga3xP4zspjrJSS0p7DYzBJqy0INGSJBUkiSBOJFEiiGNJGFvnJYqFDUwjMwrqWBMnJgM3xKmVQACLawmrrZRUWytyviGZa6VsnOhw/GJKqST42x/psrx6NGh1nN974Js7fmylNftHv/SfPpP+w//hL1au/IUD/NiZkjxyOvxIo3npE42VuWAyqLLa0PzqlyK6sce1l3ncd2OX9966xHi1Rr1Voh8ptLY5KK0t6/mpJIqlvSixIIolYSKyr0UWMJL9nczyy19TTZpadyE1mVOSuSVCCKQEJQVOdvP4niTwJZWSoFY2jFc1GyZDZibaJKbBZx+X/PZXp5gNAq7eLti+yWXnZs2OTXU+/7RhbS3g8o2KiRpUyzGLZyVLdR9vF4SxYGZMMj4OJ84Y6i3NwkrA3p0Bd1/f5oHHAqaq4HseSo5z1R7BT923hCuX+PITExy+FLChFTM7njBWUVRLinJJUvIdfA98FxzHWJALkKIAcuyNnWpIU0GSMnCQ4tQychynlhQGTK2JEp19tvbv5aSRatAZyFMDvViw3JHEIuQDdy/znhvbXL3Lyp1ub5qwX+bw8fmgMqV+fd8O3/Fd7w+xPPNXE+D/+hOf5pX5/o/um3jt3y2vXKpdtaeKKz2qQcylFcF8I+DZVyo8dajDcnuJj79nkYlqiW6/RLtnA8AklcSpIs4cjzi2KfQosYCP4tz3ta9xIrMLBmlqnQStTXYxDCb3AbHMLYQNWq2mtwAJfCgHmmopYbyaMDPeY3qiwZNHI37v4RLHzoyzc8xlz0bYutFj6wbYv71FN2nx7JEaJeUyM6EYr8J4NWRiLMHzHISwN1cv9FhrxTS61oVYqnts31jllsuXePi5Lscu1Sj7Ma7yEGKMPVsUP/K2FW7Yv8TvPVzl2dfGWe04zNYSxssJ5UBSChS+K/BdiesKHCVRisw+tCg3gDHGnl4Z0O3Nb4kgTgxJoklSnZ1+WJAPnhClZK+COBXEKUQ6c2iiBN/r8PHvWeVvfyCEdJy5lTGWVsucX/Q5cxFOXOhRa56shWH4H3/6h7Z5y+d+47dndvzNv3oAvzjfQEr5Nz/7hS/8wkNPXJjatjnhzu0t0nQSIT0CL6YWJIyXDOfWqnziyy7Hz67w7lsbvPnqLjs2ezTbAf3IJY5z7WitvSjJwW6BHie5ly2JM2ay1h8Zc0u0YQhum6TMmBscZWWQ5xoCT1MKEqpBwkQtZNN0i8Vml1/5ksvXnp9krV7hshnB9lnBllmPrbOCXZv7OF6DTz3qcPpChX0bJBNVyVglRcqQS8sG35FIAcYIothhx2yL50hpdRX1lmFxrcS+rQHf95Ymf/RNj7OLPq4TI4SLNhXiRHL9rjo7/kaLr73Y5ZNfm+SFsxW2TAimKymVICXwrGzzXInrCByFDZylGNRkGOxNpg3WaUkt4K2Ey0+8nKkZsHWePIpSQZhAPxV0E0E3gV43ZeNUh++5sc77bu1yx5Ue7fYsl5ZrLK2WmF9xubSkOXMp4vic4Z6tfTZUz0ydubD7l25/yweVMR/+DSH+YpJBfyEAN2YVkD9+5NUnfiFtnppttyb42tkOvqpz+wGPKK4hcO0HL2IEmosNny8+tYnHXivzpsvqfOTuDu+8uceGqke379MPXeLYJU6dDPDSBksZ2JMk05apJE0FqRZDra0FA1ViLHNLAUpZ18FVGs/V+F5KyU+olkKmxzv04h7ffNXw6W+P8exr40x4LldtMWyalGyY8tg8I9m6IWL3ljqvnO3xpcdnGFMOM2OCWkVQK8c0uylffTqg6hmEsMDqhQ7vvS3kK8/YmphmR7NUd9g6W+X9t3d49mibIyc8Kn6CksKCXJfpR1br/8jdTfZtWuJTj7R46vA45+slNtYEY4Gh7GkCR+O5NjBX0t7IlskhLz/SmVTTenjCJXp46iU6A3UqLGNrQT+BXiLppdCLDVEUUyp1+fDddX7g7hbX7obxcpXF1XHmV6pZs4jtXZ1biji9qLnr5jrvuVVx7uIED3/79OzFtSd/4Zbb7tInzrd+a+/2P/9k0J8rwNutBhfmuywuex89euSRf3vmxP1TV+7ssHlyjFdOCVzVZ+NUi3bXRZsAbRybkNAxqdZIKVloTfKV58s881qTO65q8sG7u7zj1h7Tky5h3ydKXKLYJUmcDNyKJFWkiSTRkrQAcG0y5tbDmjIhTBZU2iSR42g8N8X3Ykp+RLXUI6XHN16U/MG3xnntzBgi9tk5Ydg0bpgeV8xMemyclmyeidm+scWF5Ta/en+FJCyxdatgvOpQq0CtHCPciFavwnjVIITAGIgTyaSvSHRCO/Zod1PqLcWl5RIHdlf5+Pc0+KU/9Dm3XMFRcXZjOCRJQD+SbJzyuf6yFlfv7nDo3CU+/e0SD78wzlyzRMVXVD2ouAbPMbgKHGnT+UKMVtdpwGh706VakBpItCBNsfJDQ5gK+omgp6GfGOIkRcchk0GP73trgw/d3eaOKzVlN6DTqzC3UmO1UWK16bO45jK/oplfjphbTbnQlLxJax57aZxXjsNCY4655v2zszP827fcclsStuf/S18HjI9N/CUFeKfHxtny+04ee/Y/3f/AY7WXTkRsmDX84L3nef89MYHfoVRK2LlZIsQESVqiFzp0ein9MCVONcJIlvs+q+E09z9X4bFDbW76Rpv/8ftaXLE9ZHbcoVZRxLFHlFigD0CeZgDXEm0kxlhJYAYBJUihUcrgKI3jJPhegqsiWr2Y5VbMv/98wJmlCV48Mo7RHlMlwey0YXpMMFVTTI27bJiSbJxK2DLTZWq8ztde0rxweJyrtwomqpJqWVIrayqlCOGG+L6Do+zPNwbSVNILHXr9mEQL2j1Nu2NYa7ksrNa4dX+HWw40+NTXA0prCkfGFpDGIUk9oljSC12mxwNu2NPhhss6PHfXHOeWJb/38DhLjTIXV308Jam4Ai+XYdIGngMiz6UKlskTIyxza0GYQj+FKDWQJogkRqqITRNdrt7R5We+r82Nl2uqgUsYVVhrlWh1S7Q6Pu2uR6tra82XVhMuLmtOLgvacY+HnzNUnBYbxjU/9j2a2VrEoRe/PaUT9z/ddst19TjsfenPE5N/bgC/dP4kGzduVL/6m394Wa/5Su2yLUvEYY2Dp2L+5W+WqYegCbnvlgbfe+sqWzZE9OMZFldLKGlrKsqeQWuNFIJASZpxmXoc8PALYzx5uEvF7/Nj72yxdSpm5+Yet17ZxhG2RQxUIStpa6WNKTA3BiFt7UoYGwwJyIRDZyTPH3V44Nkqh85XiZIyVUcxUzJMVgwTZWN98JrD5JjD1Lhg42TC5pkem2bqPPpayK89MMumcYeZGtQqilpFUC0nlPyQJ48r+pGDW7GgMkYQJZLAUbxpX49nXh23hU+9lEbLZaXhs7gywcfvW+TiyirPvDyDKwERo8GeXLFLGEk6PYeJasB4rcIt+7rcdXWXv/HWZY5e0Hzl2YBnj5Y4frpCIhzCUNGNFUpIhBDrAs8sJ2A0iTYYrXFFypgXERBzy3Uddm3qs3U64Yff0SdwFZXAox951Ns+/dCnH9r0fq/vEsaSNIVumHJpLeZMPWHTxhYfv73Ju26ENA3o9Mr0+jVePhbw3IlVWvG3aiUxf9ltb/mIOnTkZHrlFZf95QH4Y08f5uLatHf83NMfmx6L/92zx3qUgoBtmxSpFsyvCKotw0rb4XPfqPD157tctrnNNdvXaNShF6rM74aSZ2xiR2pKDnQSSdcN6Kc+nXbKv/vUJDqJ2DDT58D2PlNjCR+8u8f22Yg4FpnellBgbjL9KaVGSMHnHinxyqkKwnE4N1fm0mKZoKQY8wXjFUMt0NQCqJYEY2VFraqYqDpMjcP0eMKGqT5bZlukpsHnHq/R61TYu9VQKyuqZUm1pKkGCa4b8bVnAsKuxJ0FmYEpTiSVkuKdN/V47CVNJ5R0eimtrkOj7bCwWuaKXVU+eGeLFw+VObdWRUkNxJledolTRRjbxEyn79DseFRLZSqlkCu29rl5f58LS03Ozjdw3JSDpx3+6NtlhFIW3EKOXkSjAQ3GEMcpO2YTPnx3j+layv4dhg1TkMQeUVQjTjzWWvZGi2KHKHbohy79yCFKbNlDKTBsnE64pbLGj+1usmejYqJSZa1ZZa3ls1z3ubSkOL+YsG8LRK065xf6/27D8ce6By6/7Lfriy9FExuu+8sB8JpzlDH/3L7nTpz7lcefe0S+68YS7Z5NMWMcyoFkopkw3UrY0DYst8ocOl7mwnnN7BiUPZvQ8RyyINDgSPAUBI6mlkKYCPraoe87xLrEcqfGtw9qjEj54rMJUiQ25W7sRYLMLLFeIEIohJBIpUhiB6kdXEdS9WHXjKHi2lrzsg9lX1ApSaolRa3sMFaVTNRgaixhZiJk80yblDr//o8Dnnh1lj1TMFHO2LssqZYSyqWISrlHqVTGVxIlMw2OlQNx7NLvCXphSjtUdPq2F7LZVtQrHhcXx7jjQMjPfGiRX/4jh/MNHyE0xsTo1BAnLlEs6YcunZ6i2nOoBB7lUkDZLxP4MdVSxPV7Izw35sa9CT98TxdHJVkSSCOEGRXlmaRLU4mUCt91MManHzmsruUyMJeEo1lRmxFVxLGVhp6j2b9dMzMZUC05tDs+J875rLU8VpuKlQYs1xPqzYSLiy6NfoyRX5Wud8+vvHK8/7jR3df+PLD5/xjgn/7sFzh+frYkooMfOHbyJfHKOcMNVyxy094SK/UxxsolyoFHpexRCRSVIGGsnNKLDMYIXMUg44aydpaUNlHhKvBSrG3lGpIs8Im1IPYFiXZItEOs/YHtZQrvbZClFOAIYTOVCoKSIXAMgUrxXfAdCDxDyReUPEm5JCkHjgV4RTBe1UzWEqbGQ2YnO2yeXeXXHtB88uENbBtXTFc1tYqiWlZUylAupVRLMfOrmlPzPoFny28hr/QT9COHXRs1G6f7tPoevb7JWFzSaDtUSwHV8jg/fM8Sp+cX+PUvbcGRDgZNqlMSbYgThzBS9KIsmRJIyn2Hku9S8m2fpe8leG6K66S4boojbaOElDadL7KnLV0R9qmtvGvqLJ7J4ppUZ5WXqSRJh5WYcW7bZnZtmtq7ph8pFlZqzGl7SjfbitWmYKVpR1MsN1IWGrDYTrjpyjWu2dvj5YMvix073A/ceeMVp771jS/37n7b93x3Af6u2+vewtLiP37okbV//OpxT16cH+M//pHi7Te1+cF75tk8U+P8whjVxRIlz8HzBL4v6PVT4iT3pgXGGFKZWXepwE0NsRqWfSbafm3tP5NF/qCNGARKGDECcJvJs4GVIzWOZHDjuMqm/n3XZi8DXxJ4kpKvKAWKaklSLRvGKinj1YTJWsj0RJftG1Z59njIpx7ZzETgs6GqqZWFBXdJUgk0lSChWg559hgcPFrmshmT6d5h2rwXKm7cb9i7vcdzr43TDQ29fkqn52QgdykHJUrBOD/w5jUOHl/imSMbwSi0Tu3nkhiS2AzqSXqhQ7lvKAWKwNP4novvpfiOxnFSXEfjKI1S2q5gkbY0GGGhndN5Hpzr/KnzpwV0nl3Obdnh1xbcaWr/tX5kb5o4hk5fUm/BSj1maS3h4orhzAr4lS4//O4677whpebVWF2VcnV58X/9w2+WvUSWfx6IvmsAN2lHdnu9n/vG/b/+d+utY97NV5SJ+i5HLo7xyYdKnFpo8r7bWlyzo8f02BiHz06ijYsxLkoKolgPEg32g7R+rKMsy7lZvcPwadAZuPOnyfzcgtxeB/BhQkfJLGOpyGpbbHDruxLfUwS+ouQLyiVBtWSolVPGKgnj1ZCpsR6bZ+o8c6zHz/3OBs5fHGf3tGa8DLWSolJSVAKoBCmlIMZz+zT7BiUVrjJIOXxnaQaQOPGolWK6iaYb2v083X5KuytplhTltk/gV9m5MeZffqzJP/9dydNHNmBQaKNJU02SJkSJJooV/UjR8yWlUBF4Et8z+J7CdzSua/1+RxkLcGXBLTNnxYK8cG3JHSgxaLzWg9yCyNyq3FaUJGlmNabZnw+ypYIwErR7hpVGzMWlhEMXDcbpc9PVLb7ntj5vvsqh15vh6NkxXjxuQB713nSN+w/f996PuX/vo93/ZXK8/GdO5/+ZAR6HTeI4/vmLpx75OwuXVoJzC2WUEFRLcMVWWGq6vPTaNIdOVjmwu807bmqzfyMsrc3iuZI0tc0LSWpsJ402hUKoLLWe2hqHQTLC2MRNnonLEzcjABdDaSJycAsLbqXszeNkrWiuI/E9OwAo8O1IhpJvqASaajmlVo4Zq0ZM1npsnmnwzNEu//y3pzl2fpIdk9ZhqZYklbK07F0ylIOUchATpxG///UqUilcaVBiaBNqkzOfy4/cW+ehFyLakU83A3inp2h3FE3fIfB8fLfG/m0J/+onVvnZ3xY89doGtJGkOk+ra+LYVv2FgS139X1B4Ap8z2Y2PccMMraO0khl35OUBiHtyCQhCgyRJ32z92syEkoLhVupzmuFht+nqRicrnm9i22fM4ShYb4Vct1Vbe67qctVOxSBO87F+SqLdZ9W1+GKnRFCVrh4Zi744y8/8j99+P1vE6trrX8yNflnSwL9mQHeqh/BGH3LpQvfKF23L2a8XGOpbgt3un07e2+qqllt+xw/6XHxYsydVxoqgf3sHEcghEQpC3CdDtuthkwtBuAefshmYG0VgZ0/coBLAUKK7CIO2dtx8roTietKW7/hCQLfzjwp+ymVkgV3rRIxXusxM97k2aNdfu63Jjl0bpqtE4KpSkGaBA6VwNavlIKEkh/huiGXVidwlUBJndlywyAzTSVJotg0YUiSmFYc0AttjXWvn9LuS0pdReC5eG6A64xx+daEf/Xjy/zT34RnDs9mmlhnafU0Y3JN6GuCSNL31ECCua51qRxlsjoVM2j/EznQGU0G5Z/tULLkp2YuWRiAPC18PQR4Xu9iO7KmJ1y+Z4fi9qsVFW+KVjvgTNOj3nJotCXdviFJFCsNwbGLPSYuPVHau3fHLfL/wYzyPxPAG3NfZGxDVP75X/iG99CzMW++rsn7bo2YXx5jcc2j3nJptB3GqykzvZReaIhTxWrDZhd8145OUzIHM2hl0CYDdqEwKgd9DmZtzOtYewBuhsydVwlKKQbgVtLO2h7KEwhc8D1NKbDNFZUgoVyKqZUjxis9pieavHCiz8/+xgSvnpth87hipqIZKwmqgaQcKMola4uV/TzVH/HMEUGn7xEosnS51eD5e0+1IE4cKoHi1ivbPHuoRje2MqUXpnR7irav8D2F53qZfh7nim2aX/zJJf7Rf4anjswSa0msddYsPezBDD2J7+lBzXz+O+fNIo6y8U6expfSulfyO2CpCPKcXHIgmwERDSsMtSl+b69UKZBMlqtcWijZ0XChpN0TtDqGZjuh0U7sSJCm5t13rnLvdU3OHfuyN5e+p/xvf/Ur3X/wt979Fw/wXuMEwdj28bOHP/OrJTd6c1l5fP7bNXy/zvff0WOiNsn8Sol6y6HZcej0HcJIo7VlUdexUsGmnwWOFhmwsw/JmGHFW66v17/mn3gR2YhRcGdFRmoAcLIWN8tkngueqwm8rMDKTyll8qJaChmr9piotnj5ZMjP/sYEB8/OsnHcYaasGStBJRBUSopyyXb7W/ZOCfyEarnPowc9Gs2AiYlhmhyymzTTqnGqmJ1S3HNth0ef17aDJtIFkEsCVxK4Dq7j4TglpNRcsc3wCz+5xD/6z4anjs0Sa4c4zcpbUzNgcj+Wg+pCz5G2YcQROFKgnPyzYfD+Bjchr0/rj5ya60Ceg9kUvh4QVV6eLMBEhoVVwVLdQWvbTNHtJ7S6CY22Zr4OC+2E733LGh9+M5y9NM6lxfTNYuzMb/7UT33ob73tLZcaNxz4r1uU9V8N8KOn51DO8j965cUzH+l1Gly+3Ucg+IMHp5BikQ+/eZnAm2S5FNDsWI+2F2b2USFUGP1wxLDwJ0vQ5Oxt9LACboS1M4DnGbmB9pZ5Bd1Qd+cVg47C1mc4Bte1jcWBpwm8lFKQUA5iKkFItdxncqzJi8dD/vF/nubl0xuYHXeZLaeMlU0G7oy9A0nJt+wf+AllPyLRIe3IRyiJmzP4QIPnR7gtEItjl4rXt+UCUcBEDvJ+StezDO57EtdxcJ18Aa3hqp2GX/pbi/zPn9A8dXQDsXYIU0GU6ozFBUFsW/k8V+A5Oju9bMufyk40+/mIgaSTYngK5p9rkU++M9CHJDQAdmYI5MQUAm0s+JPEdvp3+5pWz47VW+ymfOieZX70bQ5n52Y5di5gfmmNLcGZj5w+/typJIr/6V8og58+fZGtm7fs+JXf/k9X684im2cV4zVJOfAwEn7jK+Ps2TTPfTenlINxVpsB7a5Lt+/QC7Pa7VQOtNlQV4+ygIHMi82/H2Ylh8RtywJHZcnwuJVZh45SlkEdx2RdQrYIKa8eDNw0080xpSBkotZlrNLmmSMJ/+TXpnnp9AZmxhxmSiljgaGagbsUWDsxB3fJTwm8hFol4shZwyMvVvCkxFU6O/6HfJgf7XGqSLTDW66PuWx3h1PnS8yUbf9jP7LzTLr9jIUdheO4KGmypJHhyh3wiz+1wj/9z5rHD83Qj0uEqSRKDOWs+8Z3sSB38tNLZxJFIlU6OOGUFAWAixGQ53UrIgd49vEPTlXAaDNSb56DWg8s3awsN7EnTT8y9EJo9e2ouDMrcN8dy/zEu3qcPLuTl476zK2ktHqK8vJZFs89cvU73v33djRW58+NT2368wf4M69doE115zeeePJ/b6x13tdu15nerbl+l8eBvseByzr87H8R/P7XPCaqLQ7sCJkeL7PaqLDaKtn5Gn07bCeObeSd5MeaXqfvCixBgbVHkzgF5i6CWxikym1BCwY7WsI+PUfjuhrf1fheQuAlBH5EOQiZHOtSb3d57DX4xT/YyCsnp5nOwD1eMlRLgkogBl65dV60ZW/PArzkh0RpSr8XEKhsjksOmMHhM7TaksSxWt4JCSNDLxYFgGs8L8VzHVxX4iiFku4A4Ai4ZpfgF/9WnX/7hwlPHZ1irlmjX5GMp4ZqYgiyiQO+azLvP3dSzIC9c6mSA3zwfrM3PTBXimxuwOQJoiLQC9/n8VNebx6nhjCCbmho9WCpI1lsG1yvz23XNvjYO5eR0uO/fCNlcSmiF8fs2dbFcRParfB9Z089mu7cs/9/MubkWSH+dLUqf2qAN1cv0GsHN68sHv1A0j7DyXNjfOtgh2sv6+LIDgmGVjjGgy9u4vClNndd0+X772pz3Z4OE7Ual5bHEI3A1oELiUpBDYLJjK0LUiQH9pCw8zMzfzGDi2DHPeS9lSaTJyarGrTM7Tg668LPy2MtuH0vA/dkh+V6j1/4/TJfenqGlc4EM2OSmSADd2B1dzkLLEu+pOybjMGt9g78CIj41sse9dhjymekHhtRPNKtDo9ih5rvcPd1XZ45FtGOfcZiTRjZI9wLba2651iAO8qgpIuQNkGDgcu3SX75f2zxlWd6/PxvbeDiygS9cYdxT1BNNOUE/NiOXvaUHWjk5oGmFIMgOH+VhVhmcGMWNXn2ewwYfXC9zMi10wW5kmRWYacPKx3B2VUwqsuNV7T40Fta3HV1xPaNitWG4a7r59DaQSrDdbsll+anefyZC+Ad+0CpUvr9brd/9s+VwdfqPSbGg70PPPzE337y+VdwXYPjSNrNKvc/HhCmGikVgesQjAnqTZ/PfnuCpw73uPv6Nvde1+XanYJOzyWMbQ24ECC1Gbnji7bUANfrvip+2ELkkX/uBtjEhcqkiSMtsB1lwe06KZ6b4rkJgRfjezHVUg/H6fLowZTf/GqNB56YJdI1ZmuC6cDKEmsB5j65yp4iY+4ie8c4TsiTh8fpRg6byia74dYzeG6t2TR34CpuuaJHoi3Ae7Ggn7shkR255jq5xakyIOaJdSvhpscFH3lrh6o/x299tcdjh6dYiEt0A0ktMVQcY0HuZHGIMllcYjKQZ8SQxS95PZbMPmyxDuDrj9Sicsw7p/ITWethRrofw3I35ear1rj3ug73XJ+yddoliissLttipA/eGSOlJo4dGq0KF7SmVgtZW3qNg89dII7TPy2+/+8BfvjoBc4c+xbVam1zv37yruXFPms9F5Nods3A1sQhSvNfSoPJ5lankk5Y5ZtPlzh4NOLH79PsmLbRsxQGkWlje4k0gzzad7D/Bl8PtGFW21wAtswaGSzA84aGFFfpQS2G78Z4bkzgRZTLfTyvyx887PBv/sssp5Yncf2AjVXBpJ9S8+0MxErWYV/ybbYzyBJCtn4lzU4CK09WWimdyMNTCi+72aQY/hKW2bJAM0t1R4lLye2zcbxHo1ulF4ts3JqNFVw3zWw+ldmdauBfDwNXW/n4vjs73HhgmV/8vT6f/NoMa0mFru9SdSVVx9bg+I4tZHMzgOcNEYOTL7sh5YBACqQyoHKDKFwZU/xfU/xvw1NLStvz+parEz72HpgdGwdcTl1UJImtPM1LnHUeoySCyVrMDfslc0shr56o/vOguvvI/+8XP/Hq3//p91Ee2/r/DOCp1gSTd+xsNV/+tTH3ae67TXHsfECzrYnjvDlV2zoEYwqJGZMFGhLllDl7wcUX4HtmUAdhWcGMfDijoM6dEta9mpEPX8qcuQ1K2mE0A+ZWeR1GgudaSeJ7Ib7b4+xiwq9/pcIXHp/i9OIEtbLLZAATfkrVN1nqPQe3zMAtB0mhINPevmdvnFol5PNPOpw4VyJQwmYMcwdlqGSHYxyyyr04cbh8B7znxja/+eAUnbJDLTb0Y4MfZXGD0jiOzKZ6UQC5W6BReypsn5b8kx/qcvWui/znByY5vTDGalKi4zpUlKDsGEqOlSuuElmNTg5uCicibyBXitfEFCTjCNJHLmTO/q4SzE4Ids9WWV6t0mgOT/B8dJ5O81KGrJk8higOaHZSjpyNiOTC1f/0Z+747E03vv1dnUbz/1aq/IkA7/ZjSr7D08++vPXRZ07uOXOmzo++I2VqfCPn5gIaHYdeaEams+ZZyMEPcATlrHgpig2em1ow5rUQGVAHH1KBrkX2AeZyJK+XyDNvUhTrKYY1FrYdLQO2Smznjpvg+yGeE9JOI37lsx6/9ZWNXFodR6sSk2OKSc8w5mnKGXOXB+l7mdWpZNIk884H4PZs9jKMI05c9OlEPhN+5uIMfHkGiZ5isidJJXHsUKs47Noaofw+7ahKzxOUsvkkXiav3EyiOLnrIdR3CF4VM2NdPv6+Lh94ywK/9ZUWv/a5KVZ7FXpOQOAoyo6gpAxBXnyWMbcji3HDcPSEFOYN7cPX6fN1f5b760qCI2wNUKsrOXrW1u44zlDL57UrSYotPYgNvVDT6qScX0xYaPf4vrtWiFqv7jl9wt+6e+8NZ42OEPI7j2j+EwEe9+ZwqMxsntGfpfWKO1OeZqW5xO4tDYwRjLVdOj1JN7cAE6uz8rsyb2IIPEGlZPC8IquaAkgz8A4CmmHhT84aud7OeyqLwJYZc9syUI2jUhwnxVHpQI54bkSzH/HkK5I/eLjG5x6fop9W8TyPKU8w7mkqnqHsG8reENyBL/F9iZ9JE5sYypyJDOCeazOfZ+YNj71QJopd/Ip5XYCZP0YLlyRRrHBdh3tubPOpb3Q4drFCLxCEsSB0DV4CbqxxI41SMhtAKpBCDof75ADPPXYtKfsOG8Z7/M8/0OWK7SGffLjK80fGWO5V6CsP13UIHEFJgq8MnrTpeyeXKnk2OGdyhj2tg7xDgaWLoIZisZvBSIEUds5Ku5ugtaHtWU9eykJmNM2yspGmH2k6/ZRmx3B6SbNlo6LXm+FzDxxzP/KDt3+2vNK8ttPtLP+ZGfzY8qyke+jm9txDY+Nja9xwQLN7s8FRfXZsarHaCGh1Pbp9RT+yILeFN3mzgf2wrGth9arvWlcgL9nMLa/BB4cZ0dkDYJOxSF47IXQmTfRQlqg0G8qZ4jlWjjhOTLMT88Rrgt95sMbDL46x1qwiSwHVkmLcNdQ8Tdk1lD1DySNjbcvcJV8SeIrAEwQeWYWezsCt7cngJSgn5PhFuNQMbGIla/ZdnzjJnSHbB2lBnmhJFDlsqAn2buvx6vmEbuwSZjO+vQjr4WcDRwdPCXJdZ05+8+Q2ZJza+vAP39PjHTfV+eZLbX73azWeP1JjtV2mKT06nmNH1knbv+lJy+iOGMYQMi8YK2SMJaOMPgB24RrmmdJUmqze3KBNShTrLKtts865Z55oU2BvQ6sPSy3BSldRPyuJopDtG2I+9+AjYz/+4Vtu3n/Zzgf5E4YH/YkAX1ue8zsd+YlvP7JcifuCg+c7vOuWLgrB3s09qqUqK40K7a5HL3KIYkmSiCxYGFbz5S6G52ZuhtI4jh5h4BzkMmOJAaMPZIkZFOjnwLYgz2+WFCVTvNzNkDHL7YRHX3D46hNVvvTYGEutCiIIcKsuNQfGXNvJU3LJZAeUPJE9ZVZymuluT+Dn7J0D3EnwvITAizAm5lsv+pybLzE9KXClzoAhho2++SPr9M8BnqaKXuiyY4Pgnuu6fOHpiE7s0osFgWvwEsviYZzLsNRq8EwXI+SITLFPidaFRoXEoeSHfPitPd5+4ypffLzNV54o8+grVZaaZXrCo+c5OK7ClQJXSAvyTFo42UmrCrJlWJxVuJEZ6vX87+UJt3wkRZxA37GbM3LHZmTkc2xHNLf6gvm2JJUhB/Z0cETCu27p4aRVKuUjlS2T13+CePEKoPdfDfBmRxOG4Q9++asvjM8vNRAm4fFDMzz0jCEh4qPvXOWn3r2C78WstSp0+y5RZOeVDKLh7Be2jobOhsrnX+usdWoI3CGDF74XxT83I8wtRb7GI5MiQUw/TDl2Cc7OKT799TEefL7GUr0CboBTcykrSdU1VB1NyTWUXAhcC+7AtTMJbZmpLDxF9ucmA7kegNxzbXvaqTnNq2d8cF1cORzVMJgsVchk5t5x7qRYN8WOc75qV8iBrR2OXirTCwTlRODHhlCRWXs6Y+/cTcmDv6FWGfjsmRWptcqmD7j0I5dSKeRH3xny3lsbPPRCh898o8zZuYCjl8pEDZ/Ed+g5DlJJm84nq1/JgK6yLimJGcQYeQVnrtVl4Xs79zHT4Ulm32ZB7bAUQGTZXVtm0I4k8x2BNh0+/t5lPnpvik5KlHyfpw9BP2pz6MgpfL/yJ3H0dwa4SZpCmehnJuTR8Wu2lTl6fozb9qQ0Opq5hs9vP+DjqEv85LvqTI+nBF5AFLvESdbZrjMjKQep1KgsEBwCW4+ytyiCu8DcWf+g/TtpJktsckWplCRNWViFr3/b4dTFEo88W+JSvcSpuQr4PqrsEDiKimOoOJqyk2X4HDs43nfJQJw/ZfZUGcDJNHcGbjfFdy17e05MEEScWYYjZ8u4ctQeHGW20SIlkzsp2raAJYnLgR099s52ee10QjdxqcaC0AEvMYQxGYOLgQ4XUo4w+UCmDIqexCCYTVLbVxmnLqHrUStF/Mi9IXde3eJSvcW3nvM4fcHnoRfLzK0GpD0XLR1iTyGk7WnNC9mEEFaj5ySWsztZiXImKfMbQ2VJuPz73NYdBJjZTJYolXQSQSMETJuPv3uJj93r0e1vZGGlRKOjCEPBsbOGE/Onpn/iR374b589d/GXdu7Yav6rAP78M/ej04S5pfNcsUewacZhadWl0TE02ppHDkk+860KP/iuFTaNa3wvygDukKZqYIPBMDApAtqCWRd0dQ7qIsg1guxYlhohUyt3/IQoNZy5IHj1tOLrz5Z57YzH4TMBrTAgjHxwPVTNwVeSsoKyoykVfGDfyes08rJZWxfuZ7LE8xSeJ7MbwAy1t2tHOnuu1fmBF2N0xOKaJDQ+jiNtsDYoQR3VpzAEuW3gyGRE5ocLHGYmI6Tq04lduo7ATwxePCwYsydgMfNYNNqzYUcIjJZDJk+H/ZRuqgbjJ7p9j40TEds3xFy/O6QX9fixM01eO+vx9WcCXj0TcPq8T5w4GF+BVKRCglSDX9Dq8sKryGvyJYohuHPwW7mTtfCRNVEY7KChBKIkJY5CdtcafOTuHr3eLE8cHKfegkZbs9TQrLRjtm+crzz3wtMfcZTzS/9VDP61rz1Mq9tSZ868Jo6clNS3rPGum/rML9VodB2SRHDN5W2WOw1eOiJ5y9U9tInwPYepcTufRBuZebxykNnKrT4JIPQQ0DnoMZCB3nU1QmqQhiTSdPu28+TYRckfft2nEykOHg44ecFnpeMRph44HigXVVP4UlBSZFaY7c73VFZ4pCxre66wSY8iuF2Jl8kS3wPfI3NNhjGE5yZZRjSmFEQs1VO+/pRdXzgxJnDyE0oOQf66EzKrlBx2x0jCUDE9pXjHrX0eer7H+WaFniutTHHATQxunHvWmccuU2sXUpx1Igc/Qxun8DMs0L1UkTqKxLXzHuPEzazUmLIXc+dVCbdcEfL+u/ocvyA5eMSlFyk++fUyZxZcEJJu3yHtOYCNIrWT38nS3myDV1F4b2IgXwaGeQJobYu1dIpfjii7IUKFXHdlh88+6rG47BJ1YpLUjro7V4d7b61z2UyVtaUT4qorr1HPPvVwcvNt9/7pGTwIqr/y7JH6NZsmQ4TqEes61+xr0eoGSGGYnKrztedCfvYTM2hl60Guuyziw/d0SeOEOBFMj8F1VyVUfGPHbhQeYpAkyF6F9ReEhFYPDr7ksNoUlALJs0d97n88sJu+Yof5RQ+NIjYuWrjgOAjfwZESTwlK0vq7gcrsL2VsDbhjwW2nyFrm9vK+zAG4VdajKQbs7bkaz8sLtNIBe3tejFIR335J8YWnqyjPwZcm85QZcVDeiMFzL9zqcDtFt993ee9tPb70ZItPfmuMThJQyXS4m+vwmEGyLO8WEiK/k/L8oixo/VGAJ6kkcSyTu45lc8dJLdDDlK6yg/QngoRb9yfcsj8GEfLBt3bpx3YA55cf93nusEcpkKy0FAcPebS6EiEFmb8yeD/5FR8a5raUthxo3nRNxOxYTJpoksTwobt7XHtZZD8zpfnXvzXFg09pqmMpSkCnr9m4oYmkS73jcNOBhWtq1dt/Bfj4n4rBF1e6TE+Vag9+5cv7S0Kpp18pcaGxiU8/2ua63W3efesyay3JN170ePrYBGcXqiAUBsPJuYQHnkgxJsEkKWPjMTdfHVINEkyar9Uo5HFFnsUcIkBKQaOreP4Vl1bTQTqC0ChCrTAoEAqkA9JBKIWUElcIC2Zp8KVlak9lYJbDGX0W5GLY8ODYRoC88bgIbsvwWVmtmzN4Wngm+E6MMRGXVjyiMMAfk3hZCYLKqvJGspiZ4Bx61qIAckmqFVHsMlFVbJuO8ESfXuLTSwQlx053zWtI8oSWksXyVjn4WfZnyCz5owtD8PUg+MylUaJSnDTFTVQWtCfESYqKrTOV269bpu33Qmiu2N4nMj2EY2g1Bc+96tDsWNtvyGLrjq5CIZ02grIPN12dMDEGJpGYVKGkAioZ26f8Lz/a5b7bz/LQixVWW4r33trlmp2a6WqNCwsuy82qKrW7++95+/fWTNJsCWd0Su3rGTyZY21F/ZKOjrz1nhsaHNjl8ulHPY5dnObYuQkeeDZGa0G76+C6ipkqKKwRmRiPOJtSqh3DQlfz5Sds97BBg0kLg3m+k3UpMUKgVeYvMZxxbFnKJjqUELjSgtqTZsCcbt7YkEXqrjJ4Tj4i2XbU56v3cva2bV0qW4ci8BwGJaaWwTMWz3YCuU6C68b4fsyFFc3vPVQBx8OVYhhgDuSJeB2DD0Gep6hzsFl5F8UuP/yOHl98tMfhxSqd1KWciGFqPb+JJIhsJ8/gZw214NBR0bJQ4CVItCDRqXVvEonjKNw0Jc4cKUc5mRWZZgm0tOB66WGgLwwi1UyVNO++XWc/Ww/lx8C7FNlID2FjBC0wWtkbOikTttXA7UnTbK4kNnYbq6S85+aYt14Tk6Qx1bJDHPucOF/li4+VubjU5qbrj791z+XnfylJkv/+/5bBjx36AkJIr9k8wvjYMsfmSyw2p9hSs13w2ngYYHMJpEhHSkDTzOoZDHDUilhbKWGBX+j6QI8Moy+KF3LNltlfdniPDVBckbGyMEOfNnt1s0ZaJy8kklaa5KWhthY6a8LNuluGAJcD2eJ7ZtDS5nm6MDgnwc3Y23NipIw4tyBYbgUIx8GXjMgTue6ULmTqh93qBeDlA3WixGWqFrJjY4+jCyG91KGfgp/Ni3GTTIcnDNyoYcJFjXQqDGu05bB8VQt0KuxKF0fjaE2aSpSjs1KAFKXUIDuspB4FeJaDGBgBBVv39SWGItsTJAYzI3Mgp9lrMvjeevcjBsW6eqR6yzZxz062GR/vcOiiy9nF83zqyw952ryeNF8H8K98s4kQcPJcjZWmTz+CHWOScmG+tdF2edNIX57OrR7bTZ1oY4fRZ2CPUvuaGIi1JDGKpFh1ZgbXZDiRiqH95AjrTDhZRk1lToXKAZ41F+TDfZziiIiMvQcsPgC3tK9eDvQ8+MzAnXf/OHogUVzH6lPPi0mI+cqTJRaXS7hjCi+XJtKMOigFMise1UV9XEz69EM7wfa+2zs8+UqfVhLQdRxKiSZSBjdLpQ+6lwb+s2bYOZQHmmLddVKkRpMacLOf62hBogROKjOfXQ7yFiqzZKU0SGVZO7dtRyZjFazdwa9pxECO6Iy59QDUcjAROCk802ywUJ5L0caeAMXWRiEMJb/E265Pue2AoduHyMyP3lxvBPDDr3wTzyvdceiVR2+crbZYWCnT6ZtBxWDemTEc7cBIO1Ka/XmSj1vTttA9ygpokuKrsTNPjBmyTPFOlQUvNWdDVUgd55VvRX81P7pzYI+A3BGWyd8I4HnAmetuJ5clJtPbo7XknhvjuRELTc2LJ0vgeDiZPMnT8+uzfcUrb7JJXgMmz2eODMajKeLY5brLQqbGezTrZbqJoqzATewNq1Jjn/H6YihdqOyTIy1/xoisTzIDm7J63NWCVElSpS3QlSSV2ewUqVFSFio2c2tXDwrlxBuBO5Mmw5t4KMOSLLFlR7/lr2KwxCBNrYwa1usMg/EBgaaCONZ0eoalOoxNeje+9a433/HHX7zjie/73re9McBXGn0clb670e29aXpqiQO7K1xaKrPccOj0hN28le1xSVNbN6DTvIowB7cZLDV63RqMbARbkk2zSo1AF7t4GIJ8UIkmRkEuByyZFwQN29Msi48O+Bm8ZgB3HTlovrXsnWluh4Hezi1By9hDcLuZ/nacGEHMA4/7PPlaFek7eFLY+duDCsLh+x9W/K3PZq4fj5Yd21rR67vcemWP99zZ5tcfqBKlPp1UEqSGMBmeVsOkiUZImbF48UeNMnkxCZQ6Elcb0lRkGeYM3MqQDOSJHI55y8Cdg32ExSFzwvJfMJ8BM2TvnKHjJN+7VFxBk6+hydoZ0+Ew/sH3iV2UFUWaTi9ltZlyaS2hWmlzy9bam3yn/W4ZxE+8IYP32hcIypV3PP/0N3/o5cN1Ts85/Mh9y1yxa4zzC2PU2y7dvh3DFcbZoqckZ2td2GqW14ibbK1ftrwoNkQ5u8t8QpIZTKhaD/AcDqPH8LBWeQhyhqngQQd9BvJsXITj5AAfBbcdp7COubOeTS9rb3OdvOEgKTxjImI+860aqfFRg+xlMcAc9jXmzsaIBs+2EecTo7SWmS7Og00HgcuH7+7y+18JaeiYXhrQSwVuwoDFpTTIRGSfi84C8fVaVBasyeEAn3xcns5nPiptwa2yjGM2ICgPKGWByYUwNsgUeUmzeV0grRFZCl6gU2lP7kQVFojZ/ZxRJAdLxKJs61uuApLEEKfWQoxiTRRpepGm0U45u2LYONvmQ/cYVpprXFxs/9A9d9/zyLFTFx/av2frOoD3Q7RRl4Xh6p6a2yCQY3zrOY+P3NtnZjLE9zTdvqIXKsIoW92XyGxnYra6L5vLEWd7FcNsI24YZZm3DOyJNNZpKTQarx8LOzKhah2DSzGsWVZiCOzhmIhR5h4Mu8mA7SiROSkFcLu24942JpuMuYcBplNgb9+NePGk5MRcgFEuSko8qW1MMFJDPRTg6y9+/hxO7xIFv9qCPE5c9myOObC7w9PHS8TKo5cIAgluanASYWWbsG1xMsmzvxKBXicZRIHFh2M6Use+OnkMoA1OaoGutEGmoy1tg1qgvJa/0LgyyGsMHJzh72TBna+BlISxrUDtR4IwtKXBUcyAHHM1EMdWHttZL4Z+aOhFhmbPoIXg7msrpLHP6QshwXR3j9HRZcYkD72OwS/MNXC9kJW1lHLgccuVivFqgDApE9U+gZvQDV16fSd7Y3YzbjxY30e2WNTuqgwjg+ukqDAd1KMMWdmgNIOdlW80PPONZgyOyhRBcaimyrLHlnmywp4BuGX2dcbc2fAfO87MDDrN83ESeXOym4HbrgvPgksnxhDzR98qs7paQvgunjS4ohD4ra9BKdy4RYtwMCajUMc98Ka1IoodpicFH7qnzYsna4RpQFd5lLTV4oPCJ0kG7vys0JknbgpsLqGgxy25DMfjpRqcfDqVVCitcdJ8QkGmv/MbSTJaYjE4dYc6PJdgRZ/ftucNNyp3+5JuX9ALGSyejROdAXxUCViihG5k6IaCXizxXXj5iMt4xSoCnw4mXoKk/3qJ8rkvfh5jFJ6zyL4da2yfbeApW2PiOYapcUWvb3ewdPoevdAhjArLWfMjJrsTe6FlSuu8ZMfgQGsLywKFOShv5KKs17F54qToMw+AnoFaKTEAuaPsBCdHyQGD55645+arA7MMp2PLA9xMorhu3kUzZHBH2UVVh8/BZx+uEkoPJWVmD47OZBnJYK4vly38ukOwjY4pzmUKqcuH7u3zOw92eeV0iVi5dJPsxMiCa5kWHRWDkCIjlNym0tnPGt1bZPK5NIVnqoV1qrS046xTbTty1BDkgz7YkSDzDfI667KoSSKIs8W9/VDQ6dmps51eak/7SI8qgezED2M7TqPdh7W+ohkZO+7DaF44L/EdzdbpPjvnX+XxR+aIk3QU4Gl/DulvKj/05f9z1/2PNvjKs2N4foxJE6JEsGkq5OPf0+ayTV2mJ6r4vRK9vkc/dLINwzKTKVa2RJGkG1pgaaOsdsoCQp0Ngk+11Y05uM06phvq13U6fPCaVaWp0bEHxalNjpMDPdPeah248w5z19an2+ZkMwgs81cnY2/HSVBuxIlLDu3IA+Vk8sSsK49ddwIVjyYY0cNmvReedeOkBZBXXMH+LX1eORGRap+e9ghSgSstGGUmVQYsPnA0NHmQOUysiWGGM6uHcYzIBvYIy+LKjvSwhCFtw4IudlAVqgEH8wzNSOw0vIFHey3z3zOKBd2+nUnY7qb0wnSwSTlf5JtvX+7HglYoWQ0NQnU5sLPF33pfi82T0I99ksTFE4rTlwwXlzft+nt/5+PlG+/46e6V+zdZgB87PU8paNzbZ/ofmfgwO2plFtY0ax1Dsw/HzsFTh/u8+5ZlfvTeJldsi1ltlQl8Wx6bJLn1Iwc6qx8pyoFLkgrqzWEQmbdY5d3gA/YWf7I8GTD4QIMXh2vm+ntYRuoURpTlW4xdZXsAc3BbAJvXM/hgYHz2zPs6vYi1tub/+OMqq70gkyfD5M6wRU2MgPw7PUameA2GWOYMbh2VJHGolR1++vvafPPFGquhRyQdelLiDXooizeX7XYf9LOKIcgNOgO3xiDXOSv239LGoHQhrtGZ/lb5aTnU3oOfJwvtbLwRyHMP234gOQm0u5rFNQvwfmSdtqKdHKeSMIVOLFnqGK7Y1eDH713lvpsErhqj2/Pp9DzWWj5zy4pON+HKa8b+0bFjh5+Iw94XBwz+R187CsIn7p3lqr11hJ7g0CmXlUZKt6/pRzBXL/OVJ2a56Yqz3HZlkzg1BJ47zEhpOQiQMBZQUWJYWC2x1vJIU2MHw2TAVWJUmqwf+jg6SLOow4dzB4vTYweDNgugztdZD7KY+XzsHNyuGTK2O5yd4qrhqAknY25XxXhexKe/5XLoVAmki5QSPzuZXmdn5uI7r9X+TuAuJnwK7WY6Y/I4dUgSl6v2dHnfnS1+58EA7fj0pIcvxTDpI8WAXa1kKDC50QyXTulC7kGOBp0KlLGngtZiuHFDCpQWpMXkUiaDZP5zRN7OZl4vVWAwuEkKCDx7Yp5eCHnhlCZKHFzH/r3Bvk7DYE14Txv67ZAbttd5z80ey2uzLKwG9EJFp6dYrgsOnwtp97vs33eCKilCR0OJsncblAJ46TXJYy8JZsdTPDdg84waJHZ2bITQCLbNCIRMmKy1gHwnpRiY+lJCp2949bTkxILHo4ccWnWHamAB9kbVdYPgSFgqH9Xeww8yb/8aBTZDgA8GSoqBVZjLEjvNKQ8oMymiMnBn246H0iTT3cqyt+vYqVX1pubL366y0vQhcNfJk+8sURBilMlNAeRG2P7MXKYUO3EGS58cJmqK73lrly892We14xMph14qM3syd1PEsKNmcHrkDFKQKyaTLIUA1xiBMlmgmcczMtPmCtJ1MY8caPGchLI5KSPN4/nrMBBV2WdeLcfcUaqz3Is4tRDw6qkSzZ4zLGsvMgB2w9y5ZZ+HnhkjCmv0I0uocSoQaA7sSgl8UE6Z4/NjpEloAX7mzElqtcmdxw4/8zNBsownpuiHDpunBZWyGKS9y37K5hnNtXskkoR6N+b0vMPnHwlo9yzwjLDgavYULx2vsNSoEQiPzTVNmo1PdopFSKwHQ147vC7IlHJgu+XglgP9PWRvqQSOHLJ2EeCuMjguBZ1dfOqRZ24J5rrbUTZzeeas4Pi5AI2PkI5dsJpthFMF5h7cmLIwDUUM4Vb0/U3W2ZPLE6MLWb+sNiNJHTAOl++I2LOpz+rREib1LIunYtA3qQayIa8AKRZ65YOZskVTZFLFiELwCUZmJ4m0z1Ra4OcOSioZkYnDaQeFwZ2FbRGDbG52UyhhBpMVrtopuG5vn5V2gxePK1o9g3KGpNbpCb78iMfpeYeFtRLPHZ8mDh22jccEvhhI0EpJsrkcILXHK4da3Hhz6Wduu/nOl0+fPnnWqZUjPKe7cXay/44DO86ze/Mk/UjhqKxr3LNDKierIds2NOknEZ+4P+D+R2ucXihxat4nTGX2G0jbxSEVJaWY8AUT1TRj7iIzF8aDMdSsiLxTWyDkKIsX9bdUo/O/c6CrbIjNMJOZA70gS9TrgZ3PLXRVxtqOHnTn2xEUCUolfOXpCidWSuAN5UnRPRHr2FuuCy7fSKbkia58ce2om1Ioo40cdk9H3Hdrl+cOl0F7JKnV4m6auTjpqFQaSJVBCF/wY3OwFxjcGIGWDF519llqA1oI28SjhyPedM7khetlwT1sOtb56ZuPmcv+/TiVtLsBk2Owc6bH3k0hSsXDlkZhk4fvv73HmQXDFx8rc/9TDi+cGmN12jBVSSll5RW+Kzm/IOjGsNCcY/Oe+B3L9XBjvZmedVodKBu4tCx55aTLlXtidmyOUDKl7NsOdc/r0+hEvHYu4jOPlPnDr0/TistIaQfhVBQDP9YVtg675BrKrm3s9d0C2AatVqPBWJ4UWT9JKXdM8o0NSuS9iNnXSgwifZWDewDyfNBk1tmfDeN0BuDO2MRJB83Q9nUYXLoqplQOefqY5IvfrtDre1B2cKTAFYXgUrxBgFmUKW+kwQv6uxjsjSR8tBxMvxqrOrz/LX0efLLLs8c8TMWhl/p4YmhT5nXoxaZtBtIhsw8TC3aj8hNFQ54IUnIgNXXG5ioDuzRDiZJKUNoMRy5rGGryHNyFcov83kptK5uMFAKPJJW0uy6em9i8idRZUZetYNw8kbBtOuaWyyOu2T3HH367x4WVGucv+ZQcSckTVDyDKzRbZgU3XAZbpm3ZRbVkcOZXIoJOyForZmI8YdNMytR4i0qpx1eedjh+0UE6hhePlnjx2Ab6JkBIl80129voCm2BK4bFT4POEwe8wlYFRw0dDyHWTzJ9PcuLAbiHvYfDQLMwG2RYMl5I1xcqCp0huN3B4Mkc3ENQO1mAaWWJffW8iDhKefCpMofPl8F1EVJloDKDgfSDEW0FJi8SeB6EjWjwbE5ILlNe54WvswujyOGK7QnvvL3DwbMlwsQjlS49rfDS7AZPC6xaHL2RDpncuihDB2vQhCCxf6YEsuiVK5A6B739WmU3gMwHqWbXRYshkw/+mzT23ytoNGNUVrwnCSMni3nMoCG9WKrrOpZov//NEd/3ljWeO9bg+WMeSkmOXfR5+MkyXuAQrfqUKhG1cpuZWgtPdnB+77NfwXEc1uoNzl4K+P1HDKmZQKkpTi+4dFoKpSS+Y8cpTLqGkpMONhfk/q8QQyZTBaZ2CkmYfIpRrsHldwD1UMaI4X8vALs46rfI3KrI3Fk9uDNYvJQz9zpgD/zvgv5WKY6y2tv3Il47J3joyTLdngcVFynEcArU4Pd+gyxmwctfH2OagWQQhRUtowxutBwpwIpil2o14p23hXzp0T4HT/vgePS1xCtocZmOvp9RpWSyhbvZXaaGqkUV4gIpsQyfvScp7Z9Lk7GzsUAf7EIyQ1AP3K/s7wqd/X+01fRpPuAntQV8yskC9Wycnxr0tGZzzKW9Ll42PPW6XQk3701wVEK93efH3xYiHUi1SxgGdFef5dknj6BNitPpziGELX4vqYColVlVwI4yyMowW+UIU9jONVyutL5OZMDM674vAnXUJVkP8FHWHnwthww+kAaDOpQhcw9Bbl4HbpUFmSoLdNxBF8vwqZStOXHdmMSkPPBEicdeK0HggFR4UuAJ8/rAknXP4jcDaBegVpApg9R2to18dK7J0BcP+y53XdXlvju6HDoXkCQuRip6wsFNC8GuBqEFIrW3UiyKPztj8nXNCVay2HntMk9CZWwutbCMnX/uunB9i2DXw/qUfPLVgKiyUyBNxbApW6x7LfjrxSUGMt/xKYc7Pq3taKhlm/vSVNKJYLHbQqm23eb3vbdC4MPpSynfeC6hFgSU/XxXZV73bbVY7nSM6E05ClRZZK038LYHtuB3APXQ+17H2gOQFyoJBxvMhuWyKqudcLItBk72tVuQJEoNp2tZKZKDfChNrHMS8/JZyWe/VQU8630LNbAGnbw+Y8TWHP4uwyLZ17N4ccD/MKVdaA4wuiBVhE36pHZHvDEOH767x9ef6vP8KTtJIBaKnhajIM/mlFiJkhdEDUE+OEXWuTtGWbYejD1W2clciBOUlfVDgBd1txajn4c2o9c4w8BIWUb2LoZJPXujFGeo5BOJiwF6PklNa7sILKHNc8fHmV+r4Lsa5+nXxiyDJwl7NkVUS3agY5LaAhhbA27rv3OmGdo+BTBmTJVfUvKC/nzqf+Ex1KWjoC6C2/6CQ2Cvl0DFUllV6FHMtzooVdTaww0Pr9fdo8M6LcgTXDchThMeebbEqydLtjJL2uDSy6zBIrCL73d9kPkGImF0z03eAFEMNkc0uV3fnfviYeRy5Z4+d91sWbyXuhih6AsPT2TZx7TgXoiCJMFYHZNdm9xdyYE9OFFUFhgaq5+lFAVmB5NJEJ0z8xs4ScUbfvAJFAA6OMUG33+HnUvral3yiWD5rp8ospWHSgrKfoV9GyVXb7cDPp073tRGG0HgRkyUuxijCCOPlYbHcsOh0VZ0+4o4McPSVt6IrRi9uwa7EvOlrsP1FhSYZMj8RYAXtN2I9CkUWRVS1DlrFwGegzwPJkcly6hjkoNb5ZlLZasGT8wLfvfBKmHsQtkFqXCzwqrcd87190hhVTGgHJEo6xh8JOFTaILQw/qUolQZanGHii/56Du7PPBYhWOXXFAOqXboaomTGhRZZlMISAsOigCRmkFmcSBXihs2sqcy+Z8xuAFzuSLl8FXnVYZmFJi6AMriTyu2OabaDPAyIMIisxee+T9gh+PbTXTNTspK07DUgijR6DRm1+aUqYmUJNE41U0/vKHbfOWfLS1+jXMLCatdD63b3HlAM16b4tx8lWZXEscy648ryI7CXZrvi4F1c55TQZIUW9yGH+76I0sUWXtEw6+z4orgzr/O/W5pRkDuZKOaR0FtJ9E62aQsJ+scz9lbqYTIJHz+WxVePpFpb+GghMzY2wy6iYrvM/88clAXdfkb4Hswsixn8ZFNwplMyUsgdCptW5lWaO0Q9T2u29vj++7u8B/+0KOXuiAcYu3RE7aUVmpbaTiUAZatc/4eBsCjPrlS+ZcW+HmAObgRhV1sYK1DC25tTOFEt27LiPzI/vkisJNB3feoQhjwQvY/xdMwX1mYJIZ2L+XsYkok+txybY9UK9ptg05j3vO2t/2zW6+/+qec6fKpcd3pv+v46UmOX5RcXNX0o4SXjqTccZVismp3txt/9LAdmROdgzxPWmirjcJY0I8EfWFLaVMMwoxe7tcHmoxYbusZfLhkyn7v5OCWOvPA1wG8CO7Bc+h7q5EAM0GpGM+JOD4n+dQ3yyAdEJa9HUmWvXx95rLonuTB1eBUK0adhWaH4jMvthp03GRNECYfK5FNi7VAz7R4qviBe7p84ZEyRy7a96hTRV84uMLKlMFwzDTXr+vkyuA7M5RL2dcKbBl5BmyVnzYStNFWrggbr0lpvxbCYCQIs26BlRj+O2lqmxjyEtko1oM2xgHA17M4Q81uZYohTeGqPYbb35SwZ5NDrx9wadnn1ZOa0xd671rrnhl3HnoRWk1NqFNu2Feieg56YYoUktWGrSEp+enIUTzYb14YRl/8JbQWRLGk01cg5CAIMEYg1vWmCQqALui4ojOTA70I7pGvlbaaOJclGchVFlC+Dug5uJ1snriTM7cFeaoS7n+iwpETufa2m+E8kU9XNYXApyDXRi4IA0AVj+gcVjnocz86B1VxKOdQh0tGezbtDJEocrnisj7vvaPDqU/5RNoB6ZJolbG4LXsdJGAGbG4jxCJ7j0YIheDT2GrCHPh5sClkJlukHF73PGWvh9ctLxegCExta737oe2t7IaaOLENMEWFIBEjeYWRmEcKfFcwWSkR9UocOyvo9QVHz0MlWOJNl60yPe3g3Lw/5dTZlK8fgaon2btdYXDwHEO1bKiWUkp+5j7klk0+NqBo9eSF79J+NnGiaLQ94iSg3R0uch3ZTFwE8bpfYrheOqthKOhvu65kaCGNBJe5d5pnJqUZjm/O2FvJAnPLNJsDkmlvN+b0vOL//HyNvrTgtuwt8DPvezRzaUbYe+AOFC7qG0qUQoJlcPQPGHt9M3JhrEQ+IEfbJbJ+qvjv3t/hjx8pc2rOARkBiki49ASo1IJX5WW0hWKo9aAeKtChP59Lk4FEyRhdZoGmMXZUhSnc6EYUfHI5lG3D3aYW9GFsB2k2uraxOK80zaWddcyKiaSiHWxPgkvLCc22GlQjBh5s2yA5v+xxbi3AcUWIK2MCF6bHDZunw2wHI9k8EGuwO47VqoPZGEoPTHnPTQc1BJAihaHREdS7Ndo9h07fRev1GcrXg1u9TpaY0eBSmHUBZsbUOdgH7K0HNt4gBZ/pbVX0vbMEwsA5cSJakebXv1Tj0pIPygJciDy4HNqCagTU65h73YX8kx5De04MyolHCrBMkcVzT1yRSkUqbSnt1tk+P/m+Nr/4ux7N2FaYaS0JhbLlBAJklsnMZjUVWqDz06Tgkxt7oqiResQhi1tgmwHYhSDT4GLkRDOZXDMFJ0wKgXLAkdL2YTYSLvQEjY5ECYmDnVo2GNokh6NBVAZ4JxvN1w2h1UtwHT34vDdNKzZNSVxtx/s5jbZPJXC577Yumzd0CGPBVC3Fc1Q21ssMWM9RKVIOO12ktM/VpiExKXGsefm4y+Ka4uCZEs++5rFrKmHbDJR8heNIpDKvbz17A90thFmnv3MWLyx6zQGeJ3hkPiB+KEeG/00PmHy9JZizt+PHfO4Bn1/7oxqhdm19gVAoITJ5MtxfMyKjRtyfUWvsO3P4G1tlxqwD9kCqFEYhj7gqDoGr+PgHOxw/5/Fb97sgY0ARC0lPiMJ8mUL1Xw7ykfpts+69muH7NAUrUxo7jS1j9EzxZP/NNgPn181gs9pG27+rstr8si+4dr/mRzat8MyxHq+eUSzUHQ4dC4i1S6Qdzq5ZaehImQ1wstnafMGAmzF5og2umzBR1Vw4DWeX4P1vgy2bUpyLKy7djmR1KeaRI5Kj5wNuv6rLR+9ts21M0u5l9djZihDH0Zy6JDi7YEcKaASf/VaJ5bpLbDwOnSmzuhYwXnXYPmEQxrb654tMRbY4Sal1Dsk6YA9YvqB1h8tKzbBHcOCDv37LmlL53p5CcJlLlHzmXgZw141Zq8Mff7NMPXSt9ha27sQGl9nMb5FP2xq1B4t22Ih7sA7fQyC/AchH5AojVmGuwXUmUbTWpGlqA87EYcxL+cDbunzhiTKrbTvHG22lisK2og3eL8WS1mLQ+cYgN5mDMFI7I4V1UxjWoFuAZ4GmyRZP5f+kYlAp6igrJQQKoSf5wG2KH39Xi6V6j8NnWxiRslSXfO6bJVIUQknOzPucvOQhlf3dhJRgJL2eYcNkj4/e1eXmKxyOXxCsLGu2zMZsmk5xtBG0ei6vnZjBGBc/kTz9qsP2DU32bunzlcfKdCNph8pIF6UUzxz1efF4AI5CSpdux8Uxdp96rWTYt0kzFmgmSoaSJwullIJRH3v4dXE0hCiw9iDoLGS1cua2SZ9CvcL6ILPA2sPXdATYSqY4MsEtxzzw7YBnXy2jpU3qIB2kEPhZ3ffrmhrk62XKiLgtyJY3IvEiYBiw93BWTO6iFDcjqwGTS5S2rkkiXRydcMuVEe+5ucvvPeCBikE4aCHpC4WTZkFbprZHezczCv5OIJfD1P4A3GYoVfSgtshgskDTZF37qsDyWgzHyKUauqFiqV4iTiQrjTK1SsjNl4f4bgQi4R03hDgqxnFSXjqheP6og1JZ4KkE3Ujy4GMuu7Ym3LF/AhNNcdkUbC71KQcKBDjX7OrTmu6zrdxnvGyoVTT9tMmnHivzy5/ewNGzJeK8yl1IpFDZAEvbrOoimJqwmxMCJ8323hhKPlQCu6XM7lmXhaKrvHQ2O+4LgB7NgBXkwHqAD3zwolQxmadtGdqRQ0bPZ+zlUksVrEHfizl1XvK7D1RYaGdFxtJFSIkrGWQu8zmJxRhiVIO/vlmj+BCvR3ihum5UpozWh0t01kY2ALq21mGqFVLbGSobqik/+u4OT7wScGpJgYisiyUkPURhZososHl+Iw41uQDS9XUzI42zVnibrGlcmEJwOTALzCDraRNGduqWnUFoR0H3+hJHOhgNYaTo9l3qrQDXSbPtdSmYBGNSrr8s5bYrEiuLhV2OkJiY997Y57ljDv/xCyXSvsNYyaAcn5ujgA2zPo7Wtvnz4JkOGze2ubKa8PRxybdf3kCjUWJmwgr+HHiKYRWhlzkWeXmsl83f9rNlTiXPAtz3FK5bmEfi5Jp5NJjMWbE4a2Pootj3kAM5ly/DAZFmWEs8ornTN3BRLGsraaVJmGp+9dNVHnuxDE7G3sJBCJk1FQ/rX4YBZr7aMAucWWcXDkAt3hDc661wPZKuL1iGRZmyLtjMbUOZZgFn7HDXdRE/9QNNfu4TLmEiQVirNhYuPS0G712ukyq5Jk/zRFAO5PWBZm5tZgG/0UNdb2DQgKxFXoRlMMq6LRbkhkgMC/CMsQ3r/VgRhI5dMJBPMyhauoOptoWdTtKwZSrmzisjTl+q89ShkB07QqargvFKbGOms4sul+Z9XjhSoXnQbp9ttxUTjmLTJp1pKDMYOiApJlny8tR87t/rNyb4/nCovJcN28nLWdVAghQAPcKAhdEEBUAXg0ypCkMiVZHdi0w+3J+pZC5P7Kvnxzz0vMMXHisTRi6UnMwalHZUc+Z7F4uqRupPXqfBxYgeh9czeQExA8a2tTvFoZyC4pB8W2k42gyhUoWWOpvYqoiFS7mc8oE393j40R5ff94BJwYtMUISonBEIVNckCoj75fijbqOySWZB2gDx6Kuz0E96OjP68aNHRdisjINY6RtmdPZuO1UEcWSvifxXTXovMpLmfNTeFhsZSNajWBhxc5Ief/tCW+9FiqBz1o9xanEBOUQZ7GR4LgJ77pZcX6hwtxyyoxvmdkYYet2E5t2t55QVustshqQwoBLLwskvXxyq5fP3BaDATtuvp0ga5JYz9isex0tp3wjByWTJbIYXBbAXdTdcihN8sCy0TE88ESJY/MBeJa5EcomdvLMZR4zFEpkxTq2zrOXg2zh4Ox/Y3AXqh5GqwrJO3wKe9yN7WrXshBsGjsZVmqJzGSK1LYpYv/GiPfc2eHZoz7NMDuChEIj6AuZgbzoi2dMnn3oQph14w3NaD2kIEv6CEz+GWQ3iS4G29IM5t8oJUiz7RKD+qRs0qwd7iPwogw7Tl4BqkdrxaUZpOsTLYljYXdAYUkTA4dPCo6c73Pf3QnbJjs43b7GRCkmiZmsgStdy5TKTvbs9FPa3ZQoth+4GIBbDFvQsvHEgwE7jrRD5vPhll4mYdxhrXax7lcULvSIXi0cpwM3RRT20xf1uCo6K3oYZBYXxebpeGkbirVJ+d0HSvza52sY4Qx875y9vWwm+XANHuvey+sr6AY3aqHO5js+1mvwkUBzmMksJn9yUKtUooVN3WtppYrSKUlitzN8/P1dTs65/NoXHBtDZVIl0ZJ+rsMxAz0uszhTZHXdoqDHB7+T1VL2btYwXNYrRi9e/kgL5kFqiSlR+VrDvOnBDo3y4nystcjATYYnBrmNXDkYA2EkaXUl7Z4dp2wrTAWdXoLnGmplSbWkcHZu8Gm3fI4vSLr9mOnxMhsmoVa2ayrOzsGJC8MKv9HRaGTD0odj0tx8Fnc22NLJgO06hSq/QmA5uNbFizxIlGQ6t1APPMymFpfCmoFGU68LMnPmHgaXStkB9ifnBV98tEKnk1cL5s5JUXvnqflR52R9NaV4A1b/0zxGmHy9VUjW/CCzUgctMufCjpeQRtpnxuJpxuJxrKlWUt7/li4PPl7i5Hx+J1ppEAq7JdkuGMi2SzNk8YGVKMywwE5nKX2Zv6cCEZlhZfmIDVqIS4sJuiQRxI6wW+OUJnYloSMH89uHU8hyjJls/J7J7GU7rvv8YsLZ+QRH2s76DROKmSkNImFpVYJ0cYJA0Wy6NNsVdm12uWJXyOxkD8/rc2k1IZlz6fRq1Ep2lrabOSLFya2q8GZGh+tkwC70RA6CxDwwMcPuFTOY7D/MsL1+4/F6J6XYx1d0THTm3RcdlBQpbVInjDUPP1vmmy+V7HBwYYuqhMjYu5CWzwOz9d73d6z9LjB5sR7ldeAuaJTRr4cBZzH4HAaaDFaB62x+ipY6A7i2rkrf4Z43Rbztlh4XvuoSagUitlJFC8JcqmS13LYpYShPRt5/9r0U9mQh09rrjcWRMtjcy8/+PC+3GLhoibEgVwInzjLOhTmSw+FNZArBrqJxs63UY5UUz1+jGWsuLZYIHMXsmMMVOx02T7lUyx6u6+NIb3tjw1Tnwbtv6n9vnLZJVUgr6fHsq4oHn65gohLbp8D3JKXAbv4dbktYN5ohCx5zth6+5iWqeiAj8pYjO1pXZoPPLS3kgdXgiCz6ztJkY8PWy5Ti3no9YG2pCtIk67NUfsxjz3v8m98eIzXO0DnJ9r970u4CKrL36+eeDB2DQfWgGK2gG+B9nWVoCuAuDh8dTpzKJYqxrC0LNSlyVKpobUilziSLQgtttxMnGt9P+ccfa3Hsosujzym0/3qpomDgqAyynVlRVf4eRNZzqXVOSmLk5MkfthEhX19jv9YmB/iwlmQ40sMMlxQ4uTLQw/mSqjgdOHPoPPtBVkrwzpsV99zY5P5n+zx3xEO7LhdW4OJywOVXjz94w9W7Gk6594nFIJA/f3ot/t4/fjRmselT9gMWVzzGPIetUzA5pqhWHMqBJPDyLnnbMWPrCkYbDUZrsfP2sDzln+12lLkFJoliRR9VYPLRD85+4GbAIsMkUDacPQe6WidTCoGlzLS3oxIuLAt+7YtVzs4FUBragvxf7f13nGVXeeaLf9daO55cuapzbqlbOSMhARLB2ATb4IQTxjM22MM4zLXHaa7nx4wD+GccxsBgD2CTswEBEhIKSEISyq3cLXXOscKpk3Za94+106luRLIR9r2bz6HUrVZX1alnv/tZ7/u8zyNK3FuWJpYlQ50hgCOGqnRZC/7tUpQyyIf04Xk/XJc04oVbq5YmVCrWBuixlAidHjjjBCFMDMqamYBfeU2b3Xts9s3JtIpLQBIKRR+R9/ez3UopzCAmf1KllVlkIqulw87S95FoCCNMnmZkuiTZTS5Flqek86d9DvL03JcFF2QNDOP1nnm7C7zQ7KcKLCQNZiZs3vCiDi85N8L3B5yci/naIzYf+OxDf/KR6+8/Zn34q6NIKej3IvqLAQ2psDWcu9IMaqq+pOorqr7Ed02kdXbKLXPqXOyU6z8KgJtN9UwDYqpr1u6JYkVv4JAkLkFYRIBrXYAqf+yXZbpSl0A+TE3KyWDmpopSoIfETswHv1jnc1+roD1lDpXCcG+VVW+ZOVYVVhjDlsHD9KSsHhzqgZdbQ2dg5sV5I92PTJF+2iJyyctbJyI9VJqFhiSWJEITJxIZm6GOTBQisZBxQtRN+NEX9Xlq9yLveL9FkOtYjQQ3EBIr749ndCWlhFkPXmgD7iW0itIBm0yLgiaIYXEgaQeCICnUjLbU2FKkVnnp+5wVw9LqYea+UDQzRLpqCH3bGLsOQpO2fKpdo+ZXaVQj+kmCpxJedrFAiAgASycWg0jQqsEFa0Cj6A3MD8a2BJ4DvmsMEzOnK9sqjcZLNEHmp93ykkGWjhCnij3zqnhmwTfRksVuhb2Hxzi14DIIRapnID+l52tyZJy86KhkqV/Z5804eZHzmA12QpSKuPVBh3+8scogTieWKbiFFGlbMFsmZmgociZZ7+lg1+RhrGcs4WcofXr4YGYqeXlNLB3ZywzcokRbzIQzoyuxUMh0UVzGCTEWQhpF6Bt/qMO9jzrcsk2hRQHyKLEZkGrHs44KhkrEmd1DqXJn/0xGz7Llc5FKaoFOALtPJQz6Js1NKIlyFbaSeWCvlwX1pkDPfW1ys/1iByCzITHNC/P9dHqKBUcaymwLBBb9gfmaz9ukmRrTBCFYL798HseGg8c1z+yPOHe1w0rfZxCau8u2kyKUKU09yNf3y3w45cQi60dn62Dl4FQ7xLYHzHcjbrzf4uicjeUoo3YLFUlkpZ0a8wgTVvpm5rLOsopvuIJLcQZgqwgpU+5tR/QC+JP3N9l9yEPbVsq702ViIdKkBj3k8yfPAOalW0hFfS5+IfL/LYG0HvqwxAxn+JUsmWoWFXzJ+F4YLp6IpJhwCoUQCTK2iIKEtTMBf/SmBe79XZfFfgZwhdGOKywtsBIDrFiIFNzpmqEQpUFNeUCU0o5Sy7jmC5qtiLM3zuLIDp4TcWTO4q5tVU4tVuhaDsq2cJXEV+ClsYhZ5qmR3A6/91mL1riTmWGhyVDK2tOmj95s9DhrdZvt+6vc85RrngxhMolCMQi7zM7NMZhRjM+E6cGsbEaZbaSbzkSej1j6yYkS0DP7BVsZdyhkwJO7NR+/1eOep1vsP1Kn2/ep+orpGmxdabF2maRRE/iu+Yln3RGGWlhZdEaR2ViElJ7eNTFfR0iUJLzrszUe2e6hM2Cnq2jZwdIVpaHOUAdliZxgSTtwqFVYHBzOXMVL/bT8cAnDLTaW8vBhIVZSHvoI84oTaZ4eiUbEKv1ZJMSJRiQJMom5YFPIr/14m7/+pCKICz6us65KiY/HaUVP0lZhsuTrzHm1NABzbInnSOo1iw0rJFvWuoyPBNSrIb1gkf1H57lvu81Hb6nz1K4aHeHRsR0spXAlxutcFO+3zt/CdLiY/mwcpQ2NTF0TMgc1JWByVNGqVXArU0xEDaSIsS689MepVauoxx7n1KmvsHmVZmaiTc3vp6aThUgpihM6fQNk30mo+mbCZbTKMr+7ZQowywoZJCHb9ws+dVuFf7q5yVy7SiQqVFyLMR9G/ISxinnLuv0Ex1ZkoUeWEvkiQPmgUqZEZQ4+rBbMRvIhTiXkpvscPvCZGgs9x6S9CjulJkZQ5Q5x7tJQSQ5X8W9ujVD80E8b8ORgF0PV+4xVPR/bD1OCrAeepAu+eeUWRs1nKnhWybU5iAmFiBOEsIhEQs3T/PLrOjz0pMNX71NQGaYqfWFktUoaR9k4VQNmSRDZgkN2GZ15vYwFTwAAVhhJREFU0cZzXUnFk2gUs+06lqVIEpeq3+fctT0u2NjjJ158nI9+dZ5P3lbj2X012gOPQNl5d0eK7K43n1SiafgJvqsJtODYoiQKJUpJpDD6cE9pmh6IfRYNv8uPvfZ8Vq29kH5vEcu2bSzLwXcsRuoDOmHIUwc7+F4fQWQ+WTpqfeRZm0/d6hKEgsu2BLz6qh6+FVP1NFvXxYisfaQSDpyEQ8clN95X4XN3N9l7sE7seHiezYgNTSeh4WoavqZeMRNPnbaZ4mzhtvRulgNHC3py+sEyoykFNQnZvkfxnk/X2TnrpksMdk5NlBC4Qucj+TzYSWQLu6evpZ1msJmDe3jKc4Zj5WkgL1duSqN6lQmvGKYoIimBvNRVSYRID5iaWGiEUKaFKJJ04dhChglrWwFveX2bvcdsnj0kUz5uqEooFAMhsBNNlHNggdQalR50y1p2yjQi9WUXwoSQtTsWlvJM8FRovFw816Xm9XnrT/T40atO8oV72nz5GxUOHfM4ftJBSpWeQBI2behT9yJcS/OqqwZcdraJ0/nkrR4PP+MglSy9wwrPsRGxy8lFSaQ9bNslDEMs0g5BTMKuIyFff8Jj55Em3UDTHqTr/OkPT6dDBoA9X9N8/PaEKAqZHOnw2svnEUkEWmPbgsf2utz9RI1B5CNsD7ti07QFTVtTtxOqLlRcTdUzqkPLMrrx8iZVDpJyxZSFkiwPJ5Wm320oSqrxVhGuG3K8DX/y/jqf/1oNbdtmHK/sIa23Kylx7xI1KX0cpiRn0KOUeuBLmydDQC99b+VqmB0ui8ColH8nIt9xNMEj6ZBHZBWctIpLhM4qd1oMUqoiBIhYEwmTZPHaawa0+/P87t8ojs1L8IK8qzJIl6uVMPLaOCGNNinRFD38tQ91UhLTJuwNFHbXBshDYMNIEUYWYWizfHzAb76uz6//2CnufVLx+F4L2zZPL5HAKy+LmWhY9AOPRHv5O/h//QSgYxARaIxVRFfRGwh2H4nYsS9EyQgTiJtg9QYSx3OP9vvy5qnR6Zedu2qRucWEO7YJTrbV8MCihL9YQz+yWAgcTrZ9/vc/+xAPMGMvZQQorouq2PiWomYZYFdsTcXRVByztuS7pnlvp43+IcnsaRVbF50TMazztko670wGGxHzpXs9bn2gihZ2OtAxnZOsa5J5fOdGollPuLRocdoihiiDWJT63lkX5Tu7dIncLo35PiNNEaSVnCGNihCSGNKKnb6SlKqIBBHbCGEWsq+9uM+PXNHhIzeZYFaEWXOLhDRURaRhsIlOaUspjU1SeqpkL52KoCBM7UIsS5kzlChkv3lUeWTjOA6uPeDq8wZce8kAIWNTREOXufkGR0/V6PaL9rGmUD4WmBScaituf8jlxJzg3E0O9Yp1c6PpHbVlD+uyCzbz+IMf2HvxRvfvpiu1lx3Yv4cDczUS7THVNBPLcp0pt8DCSHOqA71AEfgOqQIHpINQDrZS1CyoWwbY+TKEA75jwO05RnnoWBJlicKe4gwtuRzoagk1KYmpMlqSiIgv3unyjg80OXjKTcfxpS15IfCkzm2Qc3Av3TjKnxynd0/OpEEZqtrfBtJ1iX+X23GFpRvDLUMt0oFL6h8pDLCFMBxcCJ12UlKqEqv0gG4Vh/S+ZsXogP/6Swss9CVf+LrMBVlaSwaJwk75uCU0UWKAPkyNyuKwYTOfIDKJ2IYnK/P9JQXA8zTnPPDWwrEClDKUWGuHQehx7FSD2babKgbFGU8wJkysR7U6z7a9MNbeyp3b4r+75f7b9/7am37aZPR86e4QxxXs3g3799Zx7ArLRiW+a/7SLHI7exxlsSFSwvIwAafN9gN9Fno22A5CubiWomFp6pbGtxM8Gzxb49kG3J5jKreR0xqKYufag7IlRKly5xVbU5bEqlLltqRJQ9t3Cj7w+Ro7dvtQtUE65iWMv6AvdZpvuZSaFGtpp1tCDFfvbJKZs0Ehlp4nv8m6wxKQZyWuBPqcolC0DBNtNCPGFi31CczaeEISY1KOsyqeLcUJVNGnT0wHatBP2LxmwBtfu8gDT7jsPZkaPmJUin0tsBOwS1U8ThiWuyYiN+CJE51GupvMVCsUqTBK5jd6lrZcXqJOShlPNgLPHbDYG7DzUMxTO6sMAjttHRdPU0N7ij697ypWT7osG+2xcUOP6ZlThGEIpCFU5229EMf1Gal4LK8fp+ZbLHZtokgQxNAfmIBOAchU9+3YgqoHEyMBb/jhRR56dpb/+ZFxFsIqtkrBnaU8WOA5BtyubYZHniPwbInjSLPtY6fSyEzfUrJjy3cwcw14WW9S8jVJc+TnFzV/+9E6d2yrmFG8SsEtLZQc5t1ZStnSOL6hqWX+e2dWDg6jfAmgn6OMDwmsyuDO6tRpffG0cmsQaSfFgNZwciFKVEVoCjkriDiFmNAYKMGgq7nmvIC3/swC//MfJXN9AUh0ujwxEIVbbZwYjYmVCqniDPCxJlbCfEwdq6xQEMjsaSzMgjBl/j68zGHeMbMZ3+5q/udHGzzwxBirWwnjzRjfS/cLLImlCvbQHyRpaKxgsWdR8Xw2n72R1avPodPtFwA/d/MKli+b/uof3XnH23ftsf/rmvGErWtiRpsBc4uKXQc8gsg0IFxb47lQcROatYjpsR4bVsUsWzHg72/QLB5RVJWp3NW0cvuOSYPw0ortOuA4BtxuSk9cK33c5KrD8mJDVqlLmzqqkMBm9g+WCglVxHs/X+F9n22wqJ3UmSoDt5mk+em6XWY/YJWXGZZs+Z/R++RMGvDyKwW5+DY4ymmKQg0MVW8xZBBUVPGCiwtI6Ul2T2WibT1MnbJNejDgD0279z/8eIdjc4r/9VGLXtpVSRJJTyiz9pXGfKvEcGyVlACegjyKIYrMzydQAhMcVnYdTkGuzW8kmUwhm1LLBHTA0ZOKG26rcrjrk0zH9PoxjapKVx9l/rQPo4Rdh0PanYSxumDT6pit6yN0dOjtVvVnvpr0jwOp/dw73/mXbNmow+lmZ8OKsfhVy8cCNq2e46Fdizy5WxFHNvWKpFHVNGsJI/WI0UbIeGvAWGuRqr/ATfcL/vmeMYTwGHU1dSfBdwwt8e0yuEvrbI4yIHclrmNuHvMqpqe2neDYGseK0+z4JM2Nj7GtME1CC7GtAMsZ8MRuxZ9+sMX+kz44LkgPlIOQZqBQUTqP3nYyT/GsRThkKrRk4CMLR4A8RiXvjS8x6RfFxyJAq/TxTDeQzA6xSwO4znBD5TfWkghtUbq5yk+P/CYc7vRkyK84CROtkLsftzh2wkKn4psEhRBiaOmjWFouvw9FGkfZBttEipd2gUSZsBVWyZl0WqkEzw155ojmyf01tLbSzlBm1JkYdaMQNGuSlcs6WO48Dz1rEwaS+V6TfUftj3z1tjvuefWPvLIAOMDfv/vtbNp0/iXj9ROv6nYe4+tPC75wR5No4DI5opgYEYzUI0YaISONgNFGj/FWh6mxeR7b3edX3zlBZ9BixJc0sy6JYw6Uho6UebcBt9nZlLg2+ctJQV58LCQCjmVeZvQfFeC2Q1x3wFN7BG9+xyjbnqmSOB4o1xx4pYWroKo0Xlq5h8FdiKryZegSLx9OVC6BuvTvzA9bFkAXJYCXfl382WGQlzPuh+QAsiToomQuVBp+FYAtQKPLa3M5uMoHA5HfEDqB6YmIi84acO8TDsdOpm8MiiRdjrDI9CGlMALOcJOm33Nxby2dBpSedSL7GkQO8qqfcM0FbW7fJtl+qEKsVRHGEKWR4gKqFclZKyWXbB4QJl2ePBCyet0F/Nirf+hLy1etfeBD7//fBUUBGCQzWFaVh3e2eNeH6whanL3MZvmExdSYZmIkoFULadYGtOp9ql4XITvsOjbgAzc3WOyPUPMUDVtTsTVemq7mpVXbyT+mlTvl345VANu200jt0qJErmdRhWHmsDNViOMM6ImY//3FJtu2V4mtjHMb4x5XQVV+C3APTTBZUmW/+dZOUaHEaVRlCIDpb542ji/x7SH7iCHOmj3ai6GPMNI9Uqqdt2HiXKGeECGLH3B+lVq/pXVBGWrO3xzw5tcs8Ht/a7EYmIXUJM6oijABV1KbEKpy6FWq05dR1ulKSu+VSG+8cg9EDn1Fhfw5RkmfRi3il18+S68t2D07QnvWZaQLI1XNSKgJo8i0JCOblZPjvOrSNteddxLRUKxdPs5g0Mn/7vz774UWVmzvXBw0d71g6+S61VMDxlpG8deoRLQafcabXZTq0wv6bD8Y8rWHLT582xR7T4xQ8xxG3YS6o/PKnfW4XTut2naJdztp5XYMuA0NSSO106qd2QcMhbOWIkYsK8RzAwId8oHPV/j0bXUGyjGVW2WVWxhwlzQMVia6L8cAyoKDD3kPnokeMKw9WUoTljyRh2rXaVfWJhSFJOH0LooBt4mRMQ69WbswSdtbJu+3zLYlKrVqyMKlhBbpM7vgvkX/XuMKzete1Gf73gXef72kExreFCYe3VgaqhJTmhVk8eG6RNky3p/kN352As+T3dKvrzBkze5QN38vX3fNIleee5yP3d7m1oda7D9aZf+cy5F5xXhdM9uJOTqb8MQeyT1PVjh/U52XbqzsGmmKnYP+0O1srr/563fymte8aNfkWGXCEieuEfoAvjfgrNUdJkcXcNx5nj7Q42uPJXzwKy4f+EqTL9w9zkKvSbNiMeZpGq6m4hp6krUCzcscENz0oOCWwF2mI65TcHDHMaafhqLEJkfRTj+mtMRzB/TjgH/6ss+fvn+EY/MVcDxQXgFuVZZmDuuQhwz0l1ISUaImp9GJgp4UsSVLaErOS8/Eyc9AT0qP+SHdC+WbbDjiA7Hk5soApYu7reRddYZbLGXmpb+gWUu4eEufdhee3G0TRAKEMupECi6efS2y9DXBGW72XJ1gPpce8ocvHx6G/0yiLcabgmvOG3DVlkXO3bBIs9IHFbLvpOD4ouJUTzI6EpDQZ3RshonJDe/atXvv/9m69dLTKzjAnuMWtuPdcOCEfvXB/aPnLx+PWTVzhI/cnrD/RIUHnq5wfM6h37cQwqJRh4oFtWxC6RZDnIxve3m1VjgZRcn4tlPi21Yqyc04dzk33s4OlSm4rRDHHuD5Az5zk8OffqDF0fmKSdNSJmbbK4M77XfbagklKVftUuUuWoNlzlvmwqVDG8O/Nj9k8U3K9ZmvItqFYXWhpnByXdIuFOlkM8kAIhN0IswfkGmFRKMwKimtBYlKSLK/t9BnDj9K+jDR0PzhL7U51VZ89CvmzdFC0MNJR/hJupFfzAUoHXrz70sAOilRLTXcRdGkHimgsVJ/mHSpOo1NdOwK0yMhy8cSXrgl5vjcAg/s6LDnpMU/3znBWTM2q6Ysxibibedu5IZONx56b1X5F//8iQ/xptdN7J8eCS+daMQXrppp87HbLD59e4tDRxr40mXEV4xVBXVPU7U0NSehmh4oKyktMS8jn3RdieeovHp7Tlq5S9Xas7VZprCTNAsxTit4klbxqPQKcOyAqt9n11H48w+2eGRHHXwPLBNSm4HbTzsmTlbB5fCqVDkVech/PNcln64Dz9Pf0upddE/SX+cHyuLA9VwVfOhQeYbOSu63Iss32xCqllTDMr9PK2Je2Ycrd/GroduTRMNoI8b3Iu59zGJ2zkRZa6GIkUOFoPz1lL+U51JMZoFTGdjRxZMmGwaZl0l4nu/4nJirsdipo0SNTcstLtkQ0awOuPNhi4VFn2Nz7pdvvXvfu37+Z9889GlPO4OsXb0CKQW3HnmK6+8RHDnR5JI1NjUvW0SFhU7C8QWzMWFbaSvQKQ1wXJlXbsdRZlrpCNPrdnR6sEw7JCnIbTvBtTJaknVMTBiUnX50rADbCvC9PruPwv/99yPc/kjdrByVwF1LK7eb+khbafUeagGmlOQ0UGXTyTJtOMMBM/9ZPgfPXto/OGPlHv75Dy/zlhaAhnxTMhNM0vAmkaUvpEY8OvUNTLm6SgRaJbnf4fCgZZgbZ1e3C9dc0OdtvzrHf3uvYPcx891E+Cyi8mNifnRM1VbpKaLUuy+nx6VhZImRVxeWdJBoOTT6z4BuWzFBaHHslMfcomVuRKGp+RFblveov7zLjoM+yl8DLFnmPRPAq5M/gmVZwYmFkKq1l2svUIzUNZ2+pNOXVFxNIvrc+ICm3ZdUvHSY42aHyrRyZz1uSxrdlV3wbSftljjlXrdlqrWdgty2o+KVcm7bDvC8AQdOJfzxPzT59C0NAuWBUwK3pc0gJ63aTp56PNzflmcAcR6ZQQHkolsCS9Mplp4rz3DO/M6uJRsFufssBXiyDK9CJ28+W5ZvY54qOrVRM1HbJlNHoqSxNC4D/YyGPWl7xnMSXveSPrGe5b+9R7DvlHk3QjwWU04+/NwQ+V07tImUQJJkuZ9mzG9sJWSRQ5SkdEUbuiIEKJFQ8SJmFwfc9ZiDjg3OugPo9hUj9RrLJzxecsl6LrjspUGSxPzZH3wLgGs5hfQqv/sjL1l1dvfk9hcdPtlm3zGPilelXvVZv6yPck/ylW0+QVTBtZbQElcZAVVaubMWoGMX3RLXKkBtl4Y4TgZuqzhMOlaIY5vK7Tl9Dp2M+b33NPnsbU0CywPbQ6gC3BVlppRuavDplA+UWRXPDnBi+JBUmosMn3tKl1haost/tvz732qKWarOS9uDMKyFL6acgtxpPjW7zDi7yDzU4uL7SjIbiMR0OhKJ8TIsu2blfHz4iZJ+FbjAT1zbx1Kz/P67JftOGkXjQHjki5mlLzS78TKFYa5ATMEep2A3qXtZ3lAa5lqq5AILSxmMBMkid++wqAJrpyXSEtjuIk/sC3lw1wi/uHL116anl/8udE57m08D+OoVVR65/wttIe0dtzyiXvjwU0otdqpccbbDpVv6TI2f5AvfCDhwrE7LNwfKiieoeArfVXh5p0ScNrhxLH06sEutQCc9TDpWUbkNuE2v+0Q74o/e2+CztzYIHA8sH6EcPCVzcLtLOiZWqS1Y9LvF8GbOUnCWBP1DWB36KIZ/b8kvSk2B026SoTOlLjU9Sv/+jDcC5QqefYF6aP0t++wxWacjbedJbXY4U7sJLcs3VtagF0OfOPuVi+bHX9wnSk7yX98lODKfghyX9ERbiMKSzNMFEqWJrRLQU1FWHGcpFRDHSa4szLxfdGpZYVsW7a7N6smEq86d5ctft3Bth0vOUlx+rmKh1+XQfBI3m5Ud1990S/s1r3jptwY4mDtt/5Hurz22e8Wlo5XjF7zkPDh7bZeJ0Vk+d0/A339phLrlMFHX1CqCqq8MwD2V0pNs7J5V7WQJuEtdEpWkI3gzvDF8e5iauE4f5Q543yerfPqWJoHtm1bgEnB7qYWzLc3HjJoUfuRiqA1YBviQAY84vZqdhsASvstgXnp8+86u8t2V/qN87v8ia7sNDYUwYM0mnpmDb+7hmGgSZSq4ldMVSly8/GhKe+TA66/rsWP3HG//oCIS5s8OcE2XJsVNnFdq49kSJWZpIlKaKNWyRFamPtRElkyzMmUaVS6IY5k7K1iWx2q/zq++6iRSHeeLd4zTexSOz1U5f5PPi85rPHYqbv9akDTO+P6cEeAXXfYaPvnJj8c/+dJVOu7sY6HX58Bsj3uejfjgzaM0bI81Y5rRhqRZVVQrFr4rU313iYrYWaUuKraTxmjbuQd0AW4zsTTgtqwQW4W4dh/HGfCV+xw+8dUGA5V2S5SLIyVVVarcluHc9lAFLyyeh7d1hgOiCj/uQho8BPKs7D4HZs9EaZ4TnKeBtfhNveTfFwOZbDAy/N+ZA2eWsSkK6pL1qzN1ZmJEa4XctaAnGnHaV1dOZXOl5qeu6/LAdpub7iu+xoF2SZBEWhBrYxXhpOpDW4kc4GGssWNwYoiizCs+IUrDgs2rBHSt0NpB0GDllOAXrpsjiU9y8FiFXiS57eEGy9eeq21LxK965enV+5sCHOAVr3g5SRxy681P8qkbDrLrSBPHsph0JdMj0KopGjWLekVR8SS+m7X+jG+KUwK2nQLbVO4U1KUwqGyD38olrxGWCnCdAMcd8OV7HX73XWM8tbcGntGYmGWK4crtZuC2MpBT8k7MMjULLUVGP4rDkE6dtUqP/Qx4ougInBnEpVFKuXee/+85gK6Lm+lMD46lQ52lFD8Hd5ounQE9+7oF6dMr1igl0wpexKsXUoDhr+G0m0lozlqd8Jdvned33wVfvsf8aW1pAu0Sa0WoJX6StmdjY/ITZv4nCuxUOGVb5p/tyIQEB5bADhMGoaQfJAwCySBU6cujN1BMj7n83LUdHHvAnkOaO55a0dmw+aJPVHz/m7633xTgttvUg8Hg73r6kndONxaaLRfm25rJEUmzpmjUFPWKpOqD7yap41UWupqCPK3WBdeOUis3U60zr245ZFIfYSvDvR0v4Pq7Hf7g3aM8ta9qwG0V4K4qE52SV+70o2WBk3veGSuwzMRRDYmj0rqodcoH03+mHLFdOguKMhUoked8smg4RY6Jb1XNSyAsA0svLd9Dt9Fw+C4pF09IE6ZjYapfUmitC62H8T6xYk1s6XyRJVnauM70LUM3WTYa0mxe0eftvzaPFPDFu9NvwkqIcehq455liVR3H6eHfiXyp6ujwI50Lo82HpaZz7wpiN2+xOvH9PqKbk/R6Tksdi2mxxxmF2MWOwk/+pItJ3uzj/3t2Zte+00J5TcFeMVT7Ny562Nbz1r7xzt2eM252Tk8u8bKKYtGTdKoQLUSp+BOnfhLNg4mo7J8iIzyyaSVJywkaRRhghLp0rBKZbBOwBfvdvmD94zyxJ4U3MrDUhY1ZcDtlnrdrlWu3JkbaWrqmFdys/cpU/lr1vrTGqI4IQCi2KA6a2/ptJJlMdaUcH06+Bgqr8OVdvg/Wnq4HD4knn4nlPvwZW91wKzBplU7TCPU4zhdjBBFS1RJiJV5WVqgk8TYfejiiZVTlfSGLXZj05FRuvJ29uo+f/qWeTTwpbuzNydBJxahSDf0pUwzL40dtadMC9e1UsBHpUaAKoIOMhGcayd4bkzVk8wvWsy1JVo7HGt3kNKlNbGZWq35nDXEeq5/uW7NssEjj3feXGms+pQnetUtawSeo/G9kKoXUfEjfMdoRATFYxJhBOx2ahRk29nBMcRSIZ4T4Tpm8zlO+6JmuThGqhjLjrjhGx6/9+4RntxbySu3UopKzrlJlySGuyZO6i1tcoAyQ/XMfUnmXnfZ2l1GUaJYgogZhObwE0YFF5fZxk5eycQ3wWK5ohdUpqxUzcB9+gCnPOVbWj3Tw2Ie5VJYnAm0GeRo6GuLQSjo9g1V0SnAMz27pSC2RP6eJ1baUdHF4Kj4TtJVtyW/l4O+p9my2lTyJIEb7tVA6kRPsTShU7/Ega3o2ApbSnwrlVFY4KbURaVdnVhDlE44XctshFXdhIoX47uS/cckjZrNS65c05FSvdmrLB981wA/cPhksnLFqvtf9dKrF75yw5PVkUabVVMS3w3wvQDX6ePYfWwrIo4tuoMqvb5Lksh028aM113b8GnbHhAT8thOycM7jKXBFVsDNq2P8FJdSCI1N37D43f+1whP7a2Am+lL7JK+BFyrNMyxdJ4PlAdd5eDOrJ4FtjKLzWUP6iwyXGtDYU4txHT6xv4XkRlAGkSKtCsns0p+BnwPD4ieO+k4b/kVhbq4AYZvmZL4q/CFzIxOAWxLmtSDjqTdTdBa51p0lT7VlAI7BtsSJNawky2pcVO5RVrcYIW7gRBJbtUn+pqzVvf5i7fOoYGb760QxwolTLXetD7kiq3GkuKB7S5PPFsh0B4D5bJoWVQtQdUyP09Lmg7LQghBMEAnMVIpLMvCsxR1B2pOzLLJhGYLztr6koXVq9bc3+mcSniO6zkBvmLZOAjnxPZnk9ePTFx++7FTd9m1+jx1schABHzixirbD7RQymK8HvBbP9bBdyziOBvWBPjuAMftc3w24qsPWnz89hEOHXPZf9ABNGtW9pmZ6PNLP7zIK1/c5/4HPH77r5ts3++a8adyQdqFMlCmU9C0FWifCdypZ12RNmHWnKw0WsVSAtsm97mzLdOrnyLi8UMRB+YknkVx85BV0DQZbEnrLqMieQ6lKFftM4M8q66cVsHLI+/hvz9r9Zlku6K96lgJjhPSCTQ7DzbRicKxS5EgShJbJl4mA3Yx5CnfULL4hOXvS+jSRzv1oDS+I6Ifc9aqAX/1m/O89S/hwYddfujFPd74yi4zE5o1K4zWZM9BweHjgk/cXuGmB+ocP1Vjzq7QTxR1S+ArTRQLKpUuf/izs4zXEmwn4ukD8MnbKzi2Q9V3aFUV1115eejY4etdv3FCy8pzQfi5AS6kS2d+L1desvbgZLO762/e/+DmD94imBtUOb4gqFkeI56g6QkqE5oDR3xWTCb4Xh/XGVCvdukFPT5+g82Hbhln27MNwsRHWgpZMY/Kpw4HPLWrw7ZnLHYdavOJmyrs2JvaPGTGmFKabkkG7vRAaecf03SJFNyZKWMG7gzgThplaAKxjC7GsxN8N6FeiVi3fJ5eMs//2D5JxXIZ8bJhuM43fHILhyUC1KJ7IihEViV9yxJgZ33jrGpmiwu5/3b5oLmEfytpDvKuHeO5ITV/gO/P864vVrn7qQYbpiJqXqbolNi2WfuyE5lODMt+h6Dt8k9d5t9P/jlzG480MiayEMLsycaJRRzEbFoV8M7fWODjN/u89fUdxpuSXrdKr+2iE8lMK2HNZMgLtvZ45NkuH711gU/eOsqpXpPEMyrFppMwM+oy6s2wfDSmXh1w/toOv/TyOY7PucwuVNl1tInX3LQrsTYcfPzpfZx79urvHuBgHn1/9f679o40G/9x3eoL7zhr6uvctzPm7kd91k8IxpuS0YZietyi3bUIonnqKqJe7dEJe/z1J6u8+zMTdKnjeRbjtrlbLamJteR4z6MX9zl/fcB5G0Oe2h3yxF4f41VnEs9cCZ5MK6pkqM+d8W2nREvMxzSJwpY4lsoDsex8PS5JzxMJVT+iVRtQrQzYMNOjVe1wtO3hWqmxf2qdkKQDkuEqsGQXcWiIlCkIh3n4aY5WWQVPDGVJKHQoxecpXHwzH0bbinGdiIrfZ6HXZ9fROnN9yWwnyVPYYg1u9rVrnY7CZbHMfKZWT6ppL24qiYg0UihkulgcK0UcSxJlkegQHUm2PWPx6DMOjz4bcPU5kvnFBgudCkkisKSZVLvOgPPX99i6scvqiYh3flxzojdCX9lMVDQjjmDbDpdjpyRjrQoTrSprlike2h5zx4NNfvmnLua8zYP/2O/etrfLpXyr61sC3KmuRMeLIKuHD++L77zp5m9c3evCuStd1s0oGnVJsyaZGo2YGesxUu8z2uzSDXr85SeqvPfzM/RVjTFf0nI1NSfGTyuokpqxgWB664D/8ct9zjsrZKTS5ZO314mQZB4mXqovcUqOohmw845JnupWVG3bFji2ShPfCsGX6xghkeeYw0vND6n6AUKEXHtZj/O+2uXL947QiySeJYiUxk71FOXKWvSkMyvhFNC5b0whmy1fGaCFGOo0IkRqDVEKeRqiKqJo+WXhAo5lzjjbtgnuuM+h2oJ2Pw3vNaqQFNBJrkI0f2k6LWTJgKfUvzc3rzHvKRsvhXGCihSxsoiTCBBEkeA9/1zn7oca7Dza5G2/1GWm2aLT9VFS49gxvhvhuQ6D0KFRtfmV1ywixTH+4mOC2fYox4Si6iQoFdDpKY7NWRyueXT6E9hqjnpTMBdvurM1ffXhuYUe5zafm558WwAHEKrG4YO3PNts+X/rNS68uqK2cdmlGs+PsSU0awErpzrUq/P0ww4HTnT54I0+/+f6aQbUmKxKRr2EuptQ9YxlW6ZfGW8pXnJJhalWi25bMdnsc/nZAV9/vA6uxJYCNwO3ZKhqF+3AM1XuFNxZlOFScLsJvms0z74b4rnGv7w/0PQHpuKFSSYOSjnrN+PGlPTjUqRal6LXnh1iC3pDrjAtg18IkzNpTO6XGF3mn6+wsitsoxN8L8FxI/ohdEKBG4jcxzHL/jOfN06fGiaQtaAkJaUkIPLNpJKjmDCurlakiJTCio0XuZJw71MWx+dcqNU4cMLjPZ+JefG5HhMti2oloerFVL2Iqm8Rxqb6t+qCN/1Im0Qf4/03aAZU2bfgsDhQrOpHNBYjDirNrkM256z1efGVF2B7lb/90i13Pfuql1797UD32wM4wPSy1UDt/gvPCz937Njsjw56T3LsRJVNMx7rls9zbGGez31DcM8jHr2e5Mn9TRaTGlN1wYSX0PATar6g5pnIt1rFYqSuWDEJrl1hvm3ksMsnB1x3UcDXt0mEEMU2jixygbJet6VK4C5z7lLlLi81Z5NW1zELFp4Tm5cb4dqmit/1mGL7szYJOk04y6rocNtkiKPKErilQGayAFUcMDN7s+JjNgoHpUvgEkUFzwzwT684DPWoEZqzN4S84Lwetz4c03EsKmm7VGUhu6mtntmFj/OT8vCcVeQV3CxgCGQkkEKm8w2JihSRTLBiE1uYJAppCW592OXQMRepXEYrkqgPuw4mDAKT8VSvSAYVSRBJotgsM4NgrJnwy69Z4KqL97PY9bn9oQZ3PFJn57Ea562GNcsHnGq3qY5sZGzynM+Nzmy4P+i3v13YfvsAF2IDBw8e2btp8zW/8ZkvP6G67carPVsxNdpn9/FF3vW5BkePVxmvDxhpnqB/wKHhKca8hGYloVER1H2Zg7tRVYw0oFaJ0CTEWqATSa8vOD6nQCqUkLhSpyP4dHiUV++0121RZCum4LatgpbkMl2nvPcZ46WbQ66TbQqFuE7IwRMwO6tMvjrl4Uf5vSgfwAo6omQpNEkVCxWkoA7Tihwnxt8DLRAyk5jKAvDZUyNJD4JJkWw2hPH0xku0YKylWTUeEIcR3diiFwnsME1NSKeYZou+SHI11CohW/rM6FaxUSRL+6EaJRWh1CilsHIVoELHiomGxnWhH5ubCjTdXsyp+ZBE24SRNOZAcaoY1OZp5NgRvt/j5Cz4aoTXXeFxxeYu7/q85uhcg5VTLutW+Jy9rnn9xZe+4DcW5g7tm9yw8l8e4ADLl09zz7337Hvp1Zc/vmv7iVd7ei/HFwd84IYmYafKVWc5XHtJwtFFwSMHBFakafoJDV/QqEjqFSPMqlcVzaqmVUuoVSI8JxVbyZjtBySfvasCjipl5lDK4EyHNuV2YA5uiWVlLbKsW6JT/l0sWOSrcCVwW1YIKkTZEmEpwCQBl2lIoREvOiX5RpAswnGt/OskT16L0ki9QaIJQ2NLTabbVukPPF0HiyS5H3fR0humR8UDxRQGIkEcxZCEDGKXbiRwlcCWRefFgFeDSFIKUrSQBUW2ULFQrClW7mSqRpSp8s+84ljS61u89oVd3ndjwEN7DbXrh7DYMzINKQQ6sUy0SlzoZKTUVP2IXuDy+btqnDg6zXUX2mxd3+M//egc7/tyl4eesXnFzFqmV171+K6d9+3bsvXy7wSy3xnAAdasnmF0bPnbw87OdU89O/tTH795AZcal2y1OXd9zLLJDjc87NJd9Ngwrmn6gmZVUq8q6hWLWlXRqGoa1YR6NaLmh/huiGuFICKePSQ53naRlsKVIq/eRUuQEkURSyiKzPvheSvQxiw0W9l6XIzrDK/F2Zbh4bPzCZ+8tcpcaKM8WVhHlCpmWewkSxU8j7zLnhylQFzj+GpAPN9O6PRikiTVhigjWc04uZQSFZtxerYoUJbADgdVZdbJkrqleP21PT5/b4/ZgU/XsvEjI3ZSUZpNLzJ34IzaJEueSLLoBiHynVOVUhSlDEWxVEKkFJFlEcUWQWQzUhdsXD7g0b0h3dCiGwg6faMWFCJKlyAMyM3ysXlfbCth9YzPhRtC/vHpkK8/JpnvVDh/o+KXfugUX3u8xYqZdZ9Yt+G8t+/ff/A7het3DvCZmTU88I2vzl923qY3/cVHdiwfr/DCizYKzlnXZ3x0lk/dFfCFu0dY1lCM1TStmqRRs1LloaRWMeBuVCIalZCaH1LxBvjegEAHfOTmGknk4XiWWRoup3FlwE5piW0JrNSU0bZU+jGz1C1p0fNVObPIbGfrcdlqXLqtf3QuYf8RF60tkzRWoiJFj/t0N6qMmmQV3Mk+t6VzEZrnmK9l+96E2YUELx3EOLYBKZinQCw1sRQkMSQqUwbqNK8+W04o7VZm8ggUq6f6jFYHzHZC+rFFPxY4kcidBGSYVuUoNe0kE2+VjHqQpcVoiRRZRrxMvSElljIgt1JD+yC0qVVsfv7li9z6jS7zoUctMKN2pTJalDnCptxdq/R7Bs9p8aorTnCyfYLP3TbGQsdhdsHm0q3jvPEV9l3bT25+0/VfvLX7mle//F8f4ACXXP5S7rjr3u5v/cJ1T+x88guXzy0etY91+9zzbMjHbxllWc1hxYhmpC5p1g24GxVJvZpQrxhaUq9E1CsDqpU+Fa9Pze/y5IGEg6cqCMvDUwJPJUVrsERNHLW0YssC3HaawpVvEKWLFiVLinwtLpfmGgOhT9zmsfeoC0rlTlfDG/VLrZSH+XemXswmo76rU7FQzNRoD6eyyJ47qsyd9JhpmX9vwG3ogio9DbIYl3xDRuvcYzvXfacrXkmiiGLFqknNT1+7yJ98sEnouXRjhRubTPg8IjAqaVso671Tb3d0YcGWfswP0Eqmk1QDcDtKiDKQBy4zrR4rp9uc3Fth1vKx0xvEnBOS3IHWnC8UWlvpTVojTgRveNEs4eAEOw406Ceah3et4rKrfyy4dEZ3N2z6zsH9XQMcwHUsFuaf/fXxZRuv+twnF84Jogp7jwjWjcD0iKSebvo0qhbNmqBRS2hUI6p+0Xeu+gNqlR6teoen9wf8zrtGeHx3E9s3isFMCru0NWgNcW9TuR27TEsKX0PXyjTqqbIxBXf+UqaDstCLeXp/hW5o+IUtRG7lJpYCuyS5VSLtmuRdHZ3r4V0npuLG1CsDRpsdOtE87YHF8bZP1S020M0hEEKZoGKjBIxzkKeHzaTwCM+WhvPN9EQQxYqqp9i8MqBW6bMYefSkwouE8fiWOu2IZKnRokRTshF9fBpVkULkCyIyB7jGUpIgUliRhR3aLPZczlod8Bf/aZbffpfD43sVx4WDRpIkSbq1A0Ecpf9spqBhLOkHLos9i+kxl5+8ZpGdBwWOK4grW3utsbX3CSG/W5h+9wC//LJL2He4p8Ogd/3PLrQ3bHv6UU/GFdZP20yNCQahGRCM1DUjjZhGNaReCan4IRUvSF99RuqLPLor4I/+vs6dj45CxaNqQcVKK3C2qWMJQ1XsUuW2ZalzUgJ3th6X0hI7MxWyssodp9r0CGVF+JWQe56QPPykR6JthFJDtsrD/iXDAxypRL4Kly1WZI4Brp3gu1Haax9gqwCSmG4o6AQijWYUWGG2FG2UjFa6eBEnhWw3XjJeLyq5SA9vCoTioi0hF27ocedjVULLppdI3FikGZTl9Giddk4MhRD59DKjKyUPF2E8vo0ne3bYVFihJlSKQNlYVkyn53PlOW3+4teP8QfvFTz4zBhx7DBIFI04oR9qqoEmCGOCyFT0RNssdAS7D0lmTlVYt0LzjacCpibP67/lV17815WK+CMh6t81wL/7WwNYNeMnTnD7f59eNvqOdrw6uGij4rrLe6xeNk8Ux1R9GGvFTI32WTW9yLrlc6ycmme02Wa0scB4a47Hdvf5w/fWuH3bGLFfxbcUdctUb1dlfDod6NjmUHnatNIqtQNLlTu3fitTEzvN70yrt2OFxHHIw89aHJsrktfsfMBRVO3c8KdcxUWxCmc08OnCRW6LEeOmy9RSxpDEDGJNPzJZ7mG2qpU+vuPUSdWslFFoR3J6UlRwnYPcdDOiWDHZ0py/oYdUA5I4ohdDLxYMIghi8zmDyARFhaEmiCAINUGY5B/D9BWEmjAi//NBJAhDQRhJwtD0tINQEaQ8PAhdut0KV5+b8OdvPsJFG46xuNjlyGLMgUXJs6csth+12HNccGxOc2ohptszHbR9xxf56oMDHnjC4QXnTwfN0dY7/uEjd/93IRrJ94LR77qCZ9eX7lJBxJo/v3DjIEgGx9523/Y5efRElVZFMtaMWDbRY93yU8x1uuw5EdGshGxaFTLXiXnfZxw+ftsYT+xuEfsVPNs2kSdZ9U6VgoVCUJoWoC2x7dShdontsvE11CmwkrSSpu5YWfVOD5ZKRbh2RK+f8I1tLifbLlTSfBqZlPxT9BBNyapaEeUi8r1PK3+E63TZo1jNk0IjdEKQQBAbcIeRWcKNYnKOaoDOEEXJwqZyy4dcNCVN1o1WBKHFaE1w+QV9PnTzgPmBR6gserHEzoY1Ism37c2V7bVlh005dOiUQhatwrSjkj1trFARqoQgTLCUhZJO2msXXL65x3t+6zifuL3Lh28c5fiiy4aVEa2KZm7R5fGDHpsis6c7PWbxkotj9p2Y5cT8VBLL1W97/bXL37nv8HzwveLzewb4m3/ptXz0s9f36rXVn3v0afH/u/m+e3nBWXXOXZ+wZlmPidFZvnj/gNsfqbH7oMOFm2b54zce4b1fqPO3n5qkHdSxfIeqJalKnVKTVFiVdk2cM/S7bWu4cru2xnHSVqBVgLuwfit1THKHWhMUGwUJvYEF2jIDJlnyKBQM+2Lnk8vCgm3I6zBPqEitn9M0CiFjsgZfrDVBIost8yTLuSktI+SHyxLIk0LmGqc0RedWC5IkNssGVSfBlhEkITpxUoCn31O+55bvu+W/NqA3nNz8c8bJVdHrz7pGSpobOVJYUUIYWShlErC1FjiRxblr+mz6uUWaXsj//kKN33xtyAXrXZ451OW2bRZ3PDRKlN7IF26ucd0FHSZXbNKWv+Jzh2fneudf9rrvFZ7fO8ABtL2O2XjsmXVrWr/2W7/ovKd98m5ZrwXUqz0+fEvE5+6coOW6rBuzeNE5CXPtee7aNkInHGW0KfEkph0lisQzS5ZUgim4TTZQGnniCOOYlR/oskllXCREOJGp3lbhlJV1TpQ0HNyxI26/2+He7S7YJg47C4MdDn/VQ5Us8yIcTn7QQ0DPg7LSJQHSjoLWxtkp++HGee6Nzs3eM4qSg7r8MSl64ElmrJlSlTCwuHxznxdf2OXTt/lgB0RC0olVHuBkeijJkEXzMOiTkh4lSTspcribEmoTHBbJdBPeUCQpNHEi6Q8cun2fiZEOLzyvxydusbnzwUlarseayQH/+TWzrJg4zj/fNsnsIOKxPZJ1m16RXLR63a+1xkefgW9/HP+vDvCfffVW9u3dHaxcdcn7PvyppyoP7h79qzHnJLPdkJvvr7Ks7rFltcM56zVbVsNt2xo8c6zJ8hHJWMVsnywOJHFpxco85kUuqDKG+crIXx1RUBOHksYkxnMKA0/XjnCcUiJEmlufZfooGYEVc2zB4eSCqd4SkVsEZ23Ccltw+ABW+BgWzlnFTqqZHiYIWYA7G0EaQGcHSb2kShuAZ96C5YFP3kVJiojBvKuSxvSN1mGyGUESgY5AxwSJZDHOhvuUFIYlX/IlIM9vh9IgSGZRL0pgh8L4mqQ68+yBEEUW3b5DogVh5LB8DC4/X3P/ow6esjhnvcvWdTYvv/A4z+4fsH7M4oqL6ljV6L+0xq963/Yd++KzNm/5wQE4wKrVa3l615H4yitfu3PF1MPtJx+9vv75O/uM+R4Xb3TYsjZhzbJ5bnmky1//8yiu8FkzFjNSE/QjwdNHItqBMmGwpIunKutpy/zlOtJEEjomuc11kvRlwJ3pS9x0FO/aZhd0mJak2/tWzEIbdu23iRKZVvBseqlPm1jmkSVDgx6R83QpQaYgHwqwTW+UXFaILvWxOQ3cOlny++U/lxtZDhtoJqmeJUnMwXvtyoh6I6Y9iEAGaAQDLGItCBIIE4i0JE7lANle5tJKXrh7iZyTZ1Xctkwmphebr0HKBM/t0+kpDh5vEgQ2Iw2H5ROC3/+ZU7zTPcUDj4zQHdi0uz4XnTXGa684waO7VjK18ofbl1523s6wfzg+a/Pq7xqH/2oAB6j4FVZOz12/bvkFv36y3fnrkSfuGF23dsD5m/pUqvPc92yPd1/fwBNV1o0ZC4qpUZvp8YQr5Un+///s04+rSJG127JpXxZaZcBdOGcZTXcObifOF5o9O0y1JsZP3EpBLUWWZR9j2QnP7FPc8YCDDiS4S0byglIG5rCVsSi1C4vAWJ234qQs7zFmstVi6TLSS6pyUuhOkvKCQmmoo4fAXeqmZA6x6ZPBcuBFlwRsvCHkoZ0eWDEQoNGEWhElgkALAi2JEk2SJMOqyRLIswNnGehSGHcCW0lC27hSaQ22FYHs8A83jiH6iqlRh5mBsWVbOQW//uoF/jbQbN9Tp/O0y2LP4eqLV/OLP3X1KVW7+Ddvu2fx+pdc8a013s8bwFfNGPusk6faH3rp1ddZaye9tx/cc+PEE7uPc99Tit2HJ1letah7CaN1yfSYzYpJi63reoy2BvzN5yWJrqFS3bdjg5e61Xqu8Rb3XPDdTO5qJK9u/jHCc0M8x7wcO8BzAyruANuOkDIhjARxulAcx7BsLGHLppAHdhWSwWHtiV4SY1Li4OWPZc4ui+p9GrjJMT7kvpqtsBV0JKMpxbZPosmpSb5TWT4nkoq7Is2TOxwOnlKY/JLE0JUoggg0ir5lEbg2A1sSakmSLkSQu9YuqeSl9TkplBlsWQInkISR6eQIYZKBbnygxnJPc9bqEK1twCOKJVWvyi+9rMfuY23ufaLH0fYy7NbLj286+6r/GgThhzaumfkXBfe/OMCza2y0jtZzH7jo0kvlw9t3/9mdD7cnXGVzxQaLqh+y8wC06orJEcX0eMRoo0usA6SopcvEOo0cNDbMnqvwXUHFMyZDBTWJ0yoe4zohnpsuLzjGQ7xR6WHZfXbshyf3mAWAq88LaVQskkQRhhYz4xFXnT/gU7fF9JISCEvce3g/sZSAVlpHE6WWYpFTU4zFh3Z6dGG4U7YZLiK79ZLqXqrs5V3Ksg1yCkclNd0Avv6Iy9HjDtRSG4ckZrzW58XndxAIntjr8vS+Gp1Bhch3iLUkwZyHhrehs68xKTaaACkVVtrh6gemLx5FCmVJLBVwsuNwfDbEsSW+p/A9wbZnPapejcmRPi8+r0Njev3xs895we8fOhZ+YMXMdz/M+b4DHECIFn/yt9e/T4rx+Gd/aPovd+4+OLps0mHHwQ6JbjDeMult06M9pscX+MhtmiDymarptFILfMe8ORVfUPXTiBQ3wRlKg0jSyh3hOyG+O6Di9aj4HfYeD/nqgx6fur3BI7t8VBzzO284zn9+XUgUOcaXZZBw0fqIc1YPuP+ZBO3m+M6XFaTIvMNTfYYUQxU7M6wRpVdevdH5gsIQxkn1JZDHipR5uV560NTDf0af9n6bp41lJWzbqQw1cRyQPiDxRI//8Kp5fudnOsSR5PHdks/cvsjND9TZdWyEWe0bEyCS9Gs1IDdLb9mhOMlvSHMzWdiWwB8oegOL3sChWnG59sI5PvaVGk1f41gBVc9lxZQmZpYHnm4yNaJpjGw49eYrR37XDm/4x9bK770d+H0HOMAf/udXc/TwMx8Jw42/V7n3y6Od+Qc5cKTBmhmXtcs065b3WDG5wLG5Nh+9rYUtbOqeNittrqLiW9QqkrqvqVUSY7bvDBt4ZpNCz4nw3ADf61GvLXLvEwlv+6cxHt05yny/QsUzfPO+HbCw2CbRTtpNgQ3Lu2xYMeD+HfHQxnwBHE5PgihV8HLkd0FlSoAfNkwu/X/BrYd9AocpTEFRSt2TpHCFLb5WjZIROw4qth+ogOPj2C6OFDgknLfORUc+cSi4ZGPAOat7/Ng1x/kf/xRy1+MTLIiKkcamGTykT5g4oTRxNRRPY94DpSSuLfBdi8Wew0ijws+8eJabHmiz43jTOIWJkFbNYuW4y4Pb26xvbW5Xm5Nv/dCNnY//9q+98V8Tgv+6AAdojm+Ikjj65XrrsbV7Dw/+4eJNh7zNa7qMtbpoFvC8Njd8TbHvWIPlNWj4mpqvqFYU9apJV27VYmqVmIpnuiNmoJBmzKs4NRcK8ZwBVb/LfU8l/PZ7xnlk5zi1isfKMWi6CRUHljfG2LG3QaseUK/0kEJTrwe89Io+tz0ScLSrwS0e+fkyV9oHH87cyUCth7srS2jNUjfY7PF/JkDrvHqndGVpJyWjJix1hDWT0yOzcMs3fDoDH7viMuYKRryEkZrNkSMreWJnQsULqPkDmnWXq7Yu8BdvmeW33y2452kDcjPJNU8lrY1LVvZ+u4EmcBOixFR3JW0cS+E6imrHYa5dYcVYhx++7CT/50bFgoYn9zscmXdYO+3xI9es6Tvesv/QD8c+I2X3exrD/0AA3LOF/rO//vTXT3Wm7105FvZG6vLDs+2nvXuejAijGq+9OuKm+3xc4TBa0dR9Sa2qqFctGlUYqce06iHNWkDVG2DbMToRBJFJ7Mq2y207pOL3efZgyG/83SiP7RmnXveY8jWjfkKrCuMNScv32H/UQ+suUmgsK6LZcFg2OqDqROjFwrJNnKEyD1lClCO3KQ6TYknnpHyj5PhmyasM7pT3FikJ5VSy4Y5K+tflFsn9QHP4hI1OXGqOAfdENWH5qGK+7bL3kGZixCaKVLosITh79QJ/9dZT/OKf2Tx9yGFRWXix2YMVwmhY+pEg1hJPaeqe2azX2rRPrbTTVfEsqr7HSKPCD182zy0PJrz+Kk2UzPPwjiob1m/on7Vu8ueuumr6c7u2z8brz/vpf234fW9iq2/3+v3ffD1nrzoU/49PX/3Z9WunfkG6a7qHj9WYbo7w9L4qxxdqjPnQqECjqmhWbUbqJulrvBkwPdZhZnyWidHjTIwdpVmfQwhNHCs0oGSSakv6fOFul6f3jOJXXCY8zYif0KxomlVBs2biwwehoDew6AdGJJREFnEk0Uk6aSxv8ZS133kXZZiDD3uIDIP5m1m35aQl3eYpNt2Xgr0E7MzPOynLZrNPlLb0FEjbAmXhK6PK9F3jMtAPYLatmG3bzC+6LHQ82h2fhcUaZ69U/NhVc6ikSz/WhIn5wpU0SsaTvYjj7Q4HFwP2zAmOzElOtTVz7Yj5dsTcIsy3LRYWHebbFVo1n7NXxhw52mKiXuXy81Z2q7XJX7jqJes/e/e9R78v4IbvQwXPrjf9/Bt45Bv/qC9/g/Wp9/7xZuu6F9Tes376seYnbgNfOLh+Qs0z2z8jDcloI2asGTA1tsjk6BxPHejxnutrCNliVdPm0k1VpkaNg60QCa4dcvhUwodvGSGxK7QcaDqamqupuoKqZ/KDLNtA15iuK7M4G1tmjV2XKm65a0IhG5WyfNhcEtqabriXAf+cl15SwSnz7RTcWX98ycBHJxlNKcXxCZ2aBlkoKYYCuBCGQ3cHgk5f4dgWluWkEekxrl3hp69d5MO3LHJotkrsKiwJFQdWT8EbzgmYGZtDWH3edX2LZ/a0CBOZJkhEKEvgORb1mkW762BbTc5dM+DTt/aYnt4wf9n5y97yshee+tTf/f1e3vqrv/D9gt33D+AAF1z+Rv7xgx/jF3+++7H+sSl72zPVd1ri4Nh1Fx9l+z6oVxvMjEsmR2PGGgEz4x0S5vjMnSEfunWSA4cbrGiCu9zi8KhNxQ+o+kbML2TAP3zR58CxJjVP0XITqq6pXr5n0pYdW2KpbKBYKPP6oWT9qoR16yJ2bTNIG6rgWedkiGeX8i5lCdSQKur0t3w/ho6dpd3LgrJkwx5dSGVLQF960EwSwTO7LLYfsLBtYaK3hWn76cRYQw9C6PWFCea1LWzLSW3gQlZMDHjLqxZ42wdHCBMfJaHmwfSIzXSjxcZlNtNj86weX+Ajt/e489FxDs65KJkAISBo1iRH5wIefUayatk63vhT604ePDHy2x+6Q34sSQRv/dWf+35C7vsLcIA3/sLP8MZfgAOH5j+4aoNl/eSP3vPnjz76+Yk9h/psXClYv6KHY0OrFjI9Nsc/3Jjwd5+eYbTicc5MwnhDMjliJJxxZGDkuTEHjiXcfH+LRHq0XE3VMSthvmMyO107M94szCSzeh2GgnUrYjavjfjaY6l9QqlCZ9qUXEWoylk/RaxI0fcmnfydPuBZei1Ndlg6AMommnEK8CLAqTC5z9ODY9ixR7F7v0V1JFswJr954lgThpp+KOgPJD3bSiW9Nq7t4Xs+116yyN/f1OXEKR+E0dckGo6eslCqykLHYvmkyx//3En+8jMnef8Xp6m7Ek3CQm+Akg5V3+JUv8blq687/spXXPF7xNEHhdXkQ2//fqPteQB4dq1Y1kTrhffPTF0m2r3Bn2058PWJNcsOs/OwYtV4hZmxgPt2RNz2SIvlLZd1k9CqWSYe3JVYmW+gSvCdAU8dkBw5VafhSJpOYgCehtMaA0rjrmrJco/aXI6tefIZi8eetIkTkY/eVWrGLlPr4WyxWMns16UDKEsoybcu4KddxaFT563DJJfSkn/MEhyK+D3zz1IKzt0ScfaGiN2HBVTIwW2WJ8yqWBAq+oHAGUhsy0rbrS5+32dqpM+5Kxe56WiLIDbDpSjW9AZwct6i21csLDqsWWZx3fmneHTXAsePNFnuK2amAp48ELBy2SSvf82Ljq/dcOXv7zum3796qvl8wez5AziAEA2OHOu976yzrolaNf+vbrztppHDR7tEiaZS1XzhnioHD1a5dL1i3XKLkWbAnkMgsNONmZiKG9IPB3zmrhrtyGd5TVPzEiqeSEOxjPgoS3rIlH8ZlQCzJLzniGTfQRuhjZdIBm4lRRoim1o8SDkUaFU+aA65/OXium9BxJf+66FWYQbyhDiNJjHgNlF8UWISyczKmrnT1i1PWD8T8ez+4S6NeQpk5v4QhIJeILAshVKGqri2x3jL58de2OO2x3q0g2q61WMGUlES89iumNGaRW/Q5OKzA179gj5fvDNg1ZRg2YTFurUjbD37utkXXHrp79i2/ich/mW1Jd/p9bwCHGB60mcQBh9SzkWn7PsPr3/JC4N33Pi1++xGRXNqzmPTjMOm1TYXbe7zzNE2e47WOGetxnWg6kVMjHa483HNvY+3qFuKlpcYezjPHCxdJ7VPLtGKjFJkvntmAqiRlqE+ObjzbM00FULJUiSKeYIU/n9Ayert2wH3cJ+99C/yqmuqdyQ1KtaEscCOIYpSoGeVPM66K5IkNIllubZlqaArMVQliARqYGzZBFYad+5Rq1S4Ykufq7fMc9fDFWbqZqUNNGtneuw62uH+pxtEsUuzOsJE/STLRkOmxyXL11wRnr2W391y/gU7pXC+JIT3fMPr+9Mm/FaXazuJqw9e/3+9+SXvXrtuy396w6sviy3LSuKBx/kbbLasjWi1TnHLQ4BWVDxoVEOmxjocOdXlAzc3mOtUGa9qmr6mURE0qoqqb5nOiSXzuJJCAFWeNmaKuVQKKrLo7yKC0CptFjnpzmUWUZip7YrDoYBkeMr4XFcGdFnqvGS0Ioo0YZSYV5gQhhDmIE93MROZBqkq496ZCqcyBXp5Spppz8MIegNBuyuZ71jMd2wWOi5z7QoNv8IvvrzN1OQCB+dMYkSvnyCE4tqLexzv9nl6T8Ajz9jYuk6z5iWt6WvizZvO/k+69ap3b3v62PWW7f2rD3G+net5r+DZ1RrbysnD24PVy1Z8qLpy/vbDxy78iVdc2f6fE7V9nLVmkdse7XP8ZIML1ijGW7ByapFuOMc7Pl7jpgfGmaxKYxNXlbTqilbdxnNkylmHVXcGTEtBrkGYdDBbmmgQSxa+h4UePV2wcMxysUyrd+5ZUorJzir6N72GniSFUlGY8GDiTE2YLh9IUSwahLYJnMqCU+MM5FqCTkpe4MM+42VZeq+v6fQ0vYEgSSyU0vieS9WvcN2FA3rBcf7ko4q9J6qMt2IOH3c5f7PHRWctcOsDHv2oR6O5ksvOH/u/+2r1p2q1lfsXFmeDSy86+/mGU379QFTw7Bqb2czo5PLerff0djy+65o/f8mVK962INbGj+72ufmBOqMVixUTinXLuiRijnd9vsZDOyZYNSmpuQlVB5o1yVjLYWZcsnZZRMULWOxGxg8wS02jpPIrDUiEVNhZMrJk2BrONmtyvqupeBrfMzbMliINsSri+4ayb57jKktys02Z7GkhhWnr9UNNb5DQGyT0g4QgSAhCs+meVfGMixu3V0kSF+q/cjxK5oRr21CvanpBxN7DAw4fDzk+C7MLFt2+OUjuPVLl/LV1fv01bbTVZfeRiAPHNLPzNV58XsIlZ0le+7LlcWSvftvP/uy1f76s0d6xadPy3iUXbXq+YTR0/cBU8PL1yle9lp1PfDJev/Xn/vjkyTnr3vtu/C/jzYfd0cmYtcsipLXAP3zZ55EnR/m5qyPatLnp3gquYzNSt5kaFWxc2SPS89x4vyLo11g9LajGhYNrRlOk0CRoFvuSMDHDjczFNrdnTqu350LF09Qrxq1KKs3CokW7Z6Vc2vicZJ2NbBHBfFJdUhSWKmq22JxtMFnmYCyAucWEds9s9/tukge62rYkcARhbF5RqseOY7NTWvXNDmiZg+s02k1JgWcLVk0FTI6f4vGbbI7N+aDBc2wmRy0GYcyN9ykG/WX8yJUd9A+3+fRtip0HBSMNn62bV/CLr7tkcMWlr/jLkdGxP3bdT/Mbv/r65xs2Z7x+IAEOsH7rT9Jud3l096k/3LT1pfJXRje+4Mium6TvzL/gy/eG1lM7Rrlso2LjKth+VOJITaOqGG9JVk0FLJuY5YYHezy8a5zNU6Yaaoptm6yHbVma+TZ8+S6PfacsltUL/m1lon5L5NW75se06gFjzT6DqM/9TzdJIkWtYtxZbcs4qJaTgwuzS2BJbzzfFkrpkOtIar5FrSKYHG9z88MQDmwm6sbywbJiHMf4kYShSVaIE1PJB4FielTzQy8ccPOTJiI7Oxdk4i0hMN4tSnP+mgEPrOtx8722WQP0BNOLkskxm3ZfsmuvZHqkyXnrE05euMCug6PRsXbtnp+84BXJyjUr75Fy/g8X24vU6rXnGy7f9PqBBThAvZ63mH7/0Yc+ywUXnlvfc2j+72vN2k9ede6c1MkApWKCMKFZsZgatVk9HbNyeo6vPtLl/Tc0adg2vlP4mhj/QBOglHl4hJFgbk5BJFMf8oIqZDYVnmOqaK0SMdLoMzU2yxfvD/nMHTWu2BgwPe6Y6uuK1EHVANyssCWlTouZxceJ2azPqIOShg65jhGbLZ/QXLa1w/6FAV+6ZwIpjE2Dk67pBZEkjFMeHmXGPxJlScZaxs2LKKNP2UvnSwu9gaTXr/GmHzpGkMzy9QfH8NyIyRGHyTEfx1kkTkJmFxIe29ni4nNWJlu2bvh0L2j9ytfu39/+xfXfOh/nB+H6gQZ4+Trvoh/na/fvbtst763XvfjQs7ueue+c9vzCj3aDx3lyl6BVddi4UrNmxUlu2dbhPdc38EWVlZPg2qaDYinwnJhGJaJejdBaEMam9YeSSCkNB5c6j//Ouieuo6l4Jo1trNHl4Wd7vP9LE/iWRW+QMAiMN0jmfw0ZtzaWcU4lADeBgYZeSFRJCBOVLw9kbgKGogh8N2YQ+PzKD89xcHaO7c+OUnPN0sfAS1LTIJlWb5H2yRVJpNCRCea1lXliLfSM6U/FTc0vEfQDxYFjNTasiPj1155ACrj34Rb1imLVtMvWlXM8vr3NylWbaDZrn7vw4kseX7V62d8Q9dvC3vx8w+Hbvv7NABzgRZeuBTjxzM4D/21m+g2rff0ERw5Xf/Rr255lvBpz7saTPLq7z/tvbCJin/PXSSZHBYdnY/yB8U9p1kJq1QUe2+Mw1fBMTo80ybyOkriqaP/llsgWqVtsTNUPaDUWue8Zxa6DNc5dZtCcTRozzivSNDTXCUnoc9O9ksf22Vx9cYfWmObenRb9qEaUiJw6ZOFVWTjtILQ4a43NCzYv8I1HW7RrgnpgDPSjKO2Rp12UKDYOs3Gs0InEElC1NRMNwejogKf2WfhdxXikqbgxrtNnzyGL/qDFxWeH/PIrunQWF3lke8zMqMu5Z09zzQu3sHzt+Z97+bVn/+bcqcW9Qix7viHwHV//pgCeXRvXr0DrI3th8+/EUn/o53/ygt+oiqeu2bPvPp58xuGHLtbc/3jCqimLZcsidp6I8AMb39WMtXp8+YGAB5+o8cpLXMZbAbUqWLbCtSRu2t8uqwkNVTE7oPXqgBMLA7722BitqsSzE5PFs+RrNMOjGM8ZcO9Tgre+cwUrJzVve/NJ3jqxwFv+yuK2xzyCWJkmYEmDrjHA7QeKuXaFq7ee5EM3d5jtNRirJoSph2F5iBPGgkGgGIQOgzBGJ5qqA2umLV5+ZY9vPDPLrfeOsSxId1rdRXYc9AmiKiumXO55UrJx0kEKl9rUhVx4yeY71nTtvxmd2Pzojt3B3s3r/u2BG/6NAhxAiGmAZ7XWz65Zw+NzhxdnYues914id26479FvqAs2dmhULVZNLTBWtajaNeqVhLHWAgdO2ESBTT+QSKHZfkCx+5jPiA9Vx4RcQRbUalSEtjLpEL474GO3K57aU2NVw+yP2ql9sszz7A33dqyYdi/kQ7e2OLowzpaVmoW5Gs1Vs/zMSzo8tKtHP64Zp6r0+0rSvn0QCvoDRbvrctYqi9e8cJ6P3dxgEJnhT5zyoMytKgwlvb7D/GKFleMDNq/ss3DKx3UkjvRZNtbmeDui3VV0+xaJUuw/GdD0Xe7bDpblsnHDFfGrNpz97EM7er+68ewrDwM7xLfU/P5gX/9mAZ5d6Q9gx6HD8ztWrYpfodzq8osvOufTswevbzy1o1t9cg90ez4XrNWMtwLavYho4DBSM2kTQva54zGX48erLG8mjNZMmkF3oPEco+STApSlcRzzaL/jsQq2cGh6mkoqxbUtUVijpYvplhWz0I+5/+kGm6YFMy2LI8c8dh0UXLxpwKg/YG6xlvfLBabTEUaaXmB024tdl/GWzzXnLvJPNwT0I5soTWuTAlwnoeJH9PqKIJRYqsrMaMDV5wz44h0R7a7NqbZN1ZE0qgNOzts8s19zxbkOm1d0GWiHk4PNnZ9/3XULivj1q1ZsPHj2JrX33zqws+vfPMCza9lMkzjWe5ctG9kv9MmtJ5qvvmLjWck/PPjoU9FI/fCoLffXH98ds7Jn017UTNYlU6MhR+YC7nuixqoRxWQjYaxpMz4Sc8sjA2zLYyJtOyhpTD1jHaBlgxEP6j7UfInvG6dbIcgVfoY6JHzlfpdOz2XVuAnDGoSSdsdmrGVz3WVdPnv7SH7AlOnORRBqOj3JgqOo+Tbtjg9JH0sF9EKHJDbb7VJq6pWIkcYJHto+ynjDNwvC8SgvOHuWbzzR59icy8KixcS4Zt10xOrJAf0g4vDcyvaVL1h9anR8s6Wk/I+j4+vunR5vzgPJvxdwww/YJPN7vZQSSCGS7mI4W2us+UqtVt/03g98cP2bfuEn/mTV+suemAtWPrL3xHQ/iFvMjCX4Xoc7H5P0Fuv8/CsGnL+5g+9JXnh+yGuuXmCxn4YwpWlp9UrIl+91eHavz2jVRLSMNGzGm4qabw6avYEx/zejc7j7MZdBX2Ers7ScaAgiScUVXHXuIJXvgmMLXEchpaTTSzg1F3FqXnBqwWZ+0WfTcsUrL++w2Ms8UszNUPUjPns3fP0xTbef8ODOgH/8ikvVanDFOQMW+n32H02YHG1w+TmN/mXnL3vk2hdd9sSLX/Yzf/LgfR9fX683Nq1bteIrncXurBDi3xW44d9RBS9f1cYMGLuR7mBxD7ZlvUNK9Y6LLtikatUL3t0YDzetbu1/oaceVUdP2Jy9ymF6fJZdR8x/L0TCIATPEdR8iWOlEdsyYTGwcaRirCYZa9osm5RMjgQcmRUcPqrwXfBcSZiGP61fFnL7tiQNXSp4c5Ik7DpksiNtJaj5iqlRC99N2Ht0wIETMAhtbMtipO5RrVSoOBFaJ0gpCMKExZ6mP5D4tlEKgsa1e+w9NOCZfQ02Lu/z2G6Pysi6eNnqybtePO7s6HW7vza7EMWu6/HTP/cufcHWVd3n++f1r3n9uwR4+XJra6AYHUaL7YVfufIyf0Qmh/705MG2c8GmQ3HFm7ho96x/8TeenuWs6YAjpwK+fI/PhasF61eGWCrg6MkKYSSoeJqxmmCiZbF80mLV1IDFYIGHd3qEfRBa0qiaAZVjB7z26j43P9RlcdBAJ+bwWfFC9h5P+MKdHoM4AuHQqivWruiDGNBsRdzyoOLAcYGlzBJ2verT6y9iq4SpUYeTiwmdgwFTIxavuCTgqWd6RJHgZZcqpicnGAxGHuy01UMr16xXP/G6VwUbVo//Qbs7mG2NtJ7vH8n39fp3D/ClV63eAJgF3gLw0EM3YVvimoeeHrz8RVf3Xr9xKto8OTLH8sk9nLcJtqw7zO5DbQ4dX8F8J+HgEUHdFayclmZFSwW0O31EXOeiLV3ueERxakGjifn83S6uanH1ORG33BehtUJKaFR7fOUhn7Nm6pyzusOefTZjTY3v9/jaNrhwrUu93mdxMaFVm2f/0TrTEw5rp2Me3xHRrEp2H19g/zGfqbERzlq/nBe9cAtnra5zzrnR9jWbK59+em/tJkvpO/7LNa/k3X/8luf7bX/erv/XAXzpddFFLwe4Y/ehE3dcA3f6Klm/sHAiWTV1Ktm6ZWztzOrNvzcX7GTTxiki/SQn5npIEbNiss3tjwpGaoJHdklWjks2rtA8sWdAEFWIk5jr7x7j8g0+De8USRwgZIUkkVhWRLdrsXq8xoVbQv7XQYljJ5ycD3hmr8uY53L55lm2aYcVMwFfubfL5tUhthWxbKbO2vWroTrPFVesQ0aLfx7Ex3a/6uXXyNGRUdms651N+MqKddPP91v7A3H9vx7g2bV22TjAV7JfHzs+i5BeKwl23TM6ZqHcRtgYXfNbr/lhXtZetNm8os8zRx5ByzbtgYe0XfpRzJaVCxw+FqBEB09WsUTEbDfCsyV1P+D4rGRuIcYSMac6EfOLioX+gN7A4nDbY2rMplqRzIzW2Vn1qdSmeO2rL+GctbCmH3Hu+e7NSgd/Zdf69vlbz2PrxpV3dHv9uZGxief7LfyBvP4/gH+Ta3JiBGAO+ALAkztOADy9fjScslWcVJ0+jdpOqn6f8ZYkwqI70OHk8mv/+/hk8KqZFUfCF11eY+Wkx1RnEbdmc+lmi5MLEqe+jHXrYpqjI4xNBrzgwogtW+r22Lj7xQ9+5p7/XqsKe7FfJdYOlUqTLRedw3jTwrW1rLrOUdC7hfcvbzX87/H6/wD+bV5bNo0D7E5fZ7w+8tl7APErLkeblVqkpyaqjIy4CNenF1qMjUsiIXA8n2YrRos6tVrEzGTA2FhTXLx1dP7CLauPNqZetORv/u3n+9v/N3v9P+EfXjWKJ3hyAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjAxOjA1KzAwOjAw5ICKngAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTowMTowNSswMDowMJXdMiIAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3738936
    {'hecke_orbit_code': 167772445, 'n': 1, 'trace_an': 1}
  • id: 3738937
    {'hecke_orbit_code': 167772445, 'n': 2, 'trace_an': -6}
  • id: 3738938
    {'hecke_orbit_code': 167772445, 'n': 3, 'trace_an': 81}
  • id: 3738939
    {'hecke_orbit_code': 167772445, 'n': 4, 'trace_an': -476}
  • id: 3738940
    {'hecke_orbit_code': 167772445, 'n': 5, 'trace_an': -625}
  • id: 3738941
    {'hecke_orbit_code': 167772445, 'n': 6, 'trace_an': -486}
  • id: 3738942
    {'hecke_orbit_code': 167772445, 'n': 7, 'trace_an': -5866}
  • id: 3738943
    {'hecke_orbit_code': 167772445, 'n': 8, 'trace_an': 5928}
  • id: 3738944
    {'hecke_orbit_code': 167772445, 'n': 9, 'trace_an': 6561}
  • id: 3738945
    {'hecke_orbit_code': 167772445, 'n': 10, 'trace_an': 3750}
  • id: 3738946
    {'hecke_orbit_code': 167772445, 'n': 11, 'trace_an': -17982}
  • id: 3738947
    {'hecke_orbit_code': 167772445, 'n': 12, 'trace_an': -38556}
  • id: 3738948
    {'hecke_orbit_code': 167772445, 'n': 13, 'trace_an': -61720}
  • id: 3738949
    {'hecke_orbit_code': 167772445, 'n': 14, 'trace_an': 35196}
  • id: 3738950
    {'hecke_orbit_code': 167772445, 'n': 15, 'trace_an': -50625}
  • id: 3738951
    {'hecke_orbit_code': 167772445, 'n': 16, 'trace_an': 208144}
  • id: 3738952
    {'hecke_orbit_code': 167772445, 'n': 17, 'trace_an': 290010}
  • id: 3738953
    {'hecke_orbit_code': 167772445, 'n': 18, 'trace_an': -39366}
  • id: 3738954
    {'hecke_orbit_code': 167772445, 'n': 19, 'trace_an': 130321}
  • id: 3738955
    {'hecke_orbit_code': 167772445, 'n': 20, 'trace_an': 297500}
  • id: 3738956
    {'hecke_orbit_code': 167772445, 'n': 21, 'trace_an': -475146}
  • id: 3738957
    {'hecke_orbit_code': 167772445, 'n': 22, 'trace_an': 107892}
  • id: 3738958
    {'hecke_orbit_code': 167772445, 'n': 23, 'trace_an': -670584}
  • id: 3738959
    {'hecke_orbit_code': 167772445, 'n': 24, 'trace_an': 480168}
  • id: 3738960
    {'hecke_orbit_code': 167772445, 'n': 25, 'trace_an': 390625}
  • id: 3738961
    {'hecke_orbit_code': 167772445, 'n': 26, 'trace_an': 370320}
  • id: 3738962
    {'hecke_orbit_code': 167772445, 'n': 27, 'trace_an': 531441}
  • id: 3738963
    {'hecke_orbit_code': 167772445, 'n': 28, 'trace_an': 2792216}
  • id: 3738964
    {'hecke_orbit_code': 167772445, 'n': 29, 'trace_an': 2418540}
  • id: 3738965
    {'hecke_orbit_code': 167772445, 'n': 30, 'trace_an': 303750}
  • id: 3738966
    {'hecke_orbit_code': 167772445, 'n': 31, 'trace_an': 1323344}
  • id: 3738967
    {'hecke_orbit_code': 167772445, 'n': 32, 'trace_an': -4284000}
  • id: 3738968
    {'hecke_orbit_code': 167772445, 'n': 33, 'trace_an': -1456542}
  • id: 3738969
    {'hecke_orbit_code': 167772445, 'n': 34, 'trace_an': -1740060}
  • id: 3738970
    {'hecke_orbit_code': 167772445, 'n': 35, 'trace_an': 3666250}
  • id: 3738971
    {'hecke_orbit_code': 167772445, 'n': 36, 'trace_an': -3123036}
  • id: 3738972
    {'hecke_orbit_code': 167772445, 'n': 37, 'trace_an': 10239068}
  • id: 3738973
    {'hecke_orbit_code': 167772445, 'n': 38, 'trace_an': -781926}
  • id: 3738974
    {'hecke_orbit_code': 167772445, 'n': 39, 'trace_an': -4999320}
  • id: 3738975
    {'hecke_orbit_code': 167772445, 'n': 40, 'trace_an': -3705000}
  • id: 3738976
    {'hecke_orbit_code': 167772445, 'n': 41, 'trace_an': 24845016}
  • id: 3738977
    {'hecke_orbit_code': 167772445, 'n': 42, 'trace_an': 2850876}
  • id: 3738978
    {'hecke_orbit_code': 167772445, 'n': 43, 'trace_an': -22280938}
  • id: 3738979
    {'hecke_orbit_code': 167772445, 'n': 44, 'trace_an': 8559432}
  • id: 3738980
    {'hecke_orbit_code': 167772445, 'n': 45, 'trace_an': -4100625}
  • id: 3738981
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  • id: 3738982
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  • id: 3738983
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  • id: 3738984
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  • id: 3738985
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  • id: 3738986
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  • id: 3738987
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  • id: 3738988
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  • id: 3738989
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  • id: 3738990
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  • id: 3738991
    {'hecke_orbit_code': 167772445, 'n': 56, 'trace_an': -34773648}
  • id: 3738992
    {'hecke_orbit_code': 167772445, 'n': 57, 'trace_an': 10556001}
  • id: 3738993
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  • id: 3738994
    {'hecke_orbit_code': 167772445, 'n': 59, 'trace_an': 88064508}
  • id: 3738995
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  • id: 3738996
    {'hecke_orbit_code': 167772445, 'n': 61, 'trace_an': 159150530}
  • id: 3738997
    {'hecke_orbit_code': 167772445, 'n': 62, 'trace_an': -7940064}
  • id: 3738998
    {'hecke_orbit_code': 167772445, 'n': 63, 'trace_an': -38486826}
  • id: 3738999
    {'hecke_orbit_code': 167772445, 'n': 64, 'trace_an': -80865728}
  • id: 3739000
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  • id: 3739001
    {'hecke_orbit_code': 167772445, 'n': 66, 'trace_an': 8739252}
  • id: 3739002
    {'hecke_orbit_code': 167772445, 'n': 67, 'trace_an': -165219640}
  • id: 3739003
    {'hecke_orbit_code': 167772445, 'n': 68, 'trace_an': -138044760}
  • id: 3739004
    {'hecke_orbit_code': 167772445, 'n': 69, 'trace_an': -54317304}
  • id: 3739005
    {'hecke_orbit_code': 167772445, 'n': 70, 'trace_an': -21997500}
  • id: 3739006
    {'hecke_orbit_code': 167772445, 'n': 71, 'trace_an': -271185360}
  • id: 3739007
    {'hecke_orbit_code': 167772445, 'n': 72, 'trace_an': 38893608}
  • id: 3739008
    {'hecke_orbit_code': 167772445, 'n': 73, 'trace_an': -167588674}
  • id: 3739009
    {'hecke_orbit_code': 167772445, 'n': 74, 'trace_an': -61434408}
  • id: 3739010
    {'hecke_orbit_code': 167772445, 'n': 75, 'trace_an': 31640625}
  • id: 3739011
    {'hecke_orbit_code': 167772445, 'n': 76, 'trace_an': -62032796}
  • id: 3739012
    {'hecke_orbit_code': 167772445, 'n': 77, 'trace_an': 105482412}
  • id: 3739013
    {'hecke_orbit_code': 167772445, 'n': 78, 'trace_an': 29995920}
  • id: 3739014
    {'hecke_orbit_code': 167772445, 'n': 79, 'trace_an': -261759544}
  • id: 3739015
    {'hecke_orbit_code': 167772445, 'n': 80, 'trace_an': -130090000}
  • id: 3739016
    {'hecke_orbit_code': 167772445, 'n': 81, 'trace_an': 43046721}
  • id: 3739017
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  • id: 3739018
    {'hecke_orbit_code': 167772445, 'n': 83, 'trace_an': -320534784}
  • id: 3739019
    {'hecke_orbit_code': 167772445, 'n': 84, 'trace_an': 226169496}
  • id: 3739020
    {'hecke_orbit_code': 167772445, 'n': 85, 'trace_an': -181256250}
  • id: 3739021
    {'hecke_orbit_code': 167772445, 'n': 86, 'trace_an': 133685628}
  • id: 3739022
    {'hecke_orbit_code': 167772445, 'n': 87, 'trace_an': 195901740}
  • id: 3739023
    {'hecke_orbit_code': 167772445, 'n': 88, 'trace_an': -106597296}
  • id: 3739024
    {'hecke_orbit_code': 167772445, 'n': 89, 'trace_an': 443005080}
  • id: 3739025
    {'hecke_orbit_code': 167772445, 'n': 90, 'trace_an': 24603750}
  • id: 3739026
    {'hecke_orbit_code': 167772445, 'n': 91, 'trace_an': 362049520}
  • id: 3739027
    {'hecke_orbit_code': 167772445, 'n': 92, 'trace_an': 319197984}
  • id: 3739028
    {'hecke_orbit_code': 167772445, 'n': 93, 'trace_an': 107190864}
  • id: 3739029
    {'hecke_orbit_code': 167772445, 'n': 94, 'trace_an': 54235728}
  • id: 3739030
    {'hecke_orbit_code': 167772445, 'n': 95, 'trace_an': -81450625}
  • id: 3739031
    {'hecke_orbit_code': 167772445, 'n': 96, 'trace_an': -347004000}
  • id: 3739032
    {'hecke_orbit_code': 167772445, 'n': 97, 'trace_an': -1246029172}
  • id: 3739033
    {'hecke_orbit_code': 167772445, 'n': 98, 'trace_an': 35661906}
  • id: 3739034
    {'hecke_orbit_code': 167772445, 'n': 99, 'trace_an': -117979902}
  • id: 3739035
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  • id: 3739036
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    {'hecke_orbit_code': 167772445, 'n': 103, 'trace_an': 247035656}
  • id: 3739038
    {'hecke_orbit_code': 167772445, 'n': 107, 'trace_an': -447582924}
  • id: 3739039
    {'hecke_orbit_code': 167772445, 'n': 109, 'trace_an': 2016149546}
  • id: 3739040
    {'hecke_orbit_code': 167772445, 'n': 113, 'trace_an': 2692083258}
  • id: 3739041
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  • id: 3739042
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  • id: 3739043
    {'hecke_orbit_code': 167772445, 'n': 127, 'trace_an': -2533750108}
  • id: 3739044
    {'hecke_orbit_code': 167772445, 'n': 128, 'trace_an': 2678602368}
  • id: 3739045
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  • id: 3739046
    {'hecke_orbit_code': 167772445, 'n': 137, 'trace_an': -5137516074}
  • id: 3739047
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  • id: 3739048
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  • id: 3739049
    {'hecke_orbit_code': 167772445, 'n': 151, 'trace_an': -7645245856}
  • id: 3739050
    {'hecke_orbit_code': 167772445, 'n': 157, 'trace_an': 6299444846}
  • id: 3739051
    {'hecke_orbit_code': 167772445, 'n': 163, 'trace_an': 6718443122}
  • id: 3739052
    {'hecke_orbit_code': 167772445, 'n': 167, 'trace_an': -14249182944}
  • id: 3739053
    {'hecke_orbit_code': 167772445, 'n': 169, 'trace_an': -6795140973}
  • id: 3739054
    {'hecke_orbit_code': 167772445, 'n': 173, 'trace_an': -3103611450}
  • id: 3739055
    {'hecke_orbit_code': 167772445, 'n': 179, 'trace_an': 10310693724}
  • id: 3739056
    {'hecke_orbit_code': 167772445, 'n': 181, 'trace_an': -23010012646}
  • id: 3739057
    {'hecke_orbit_code': 167772445, 'n': 191, 'trace_an': -22881551310}
  • id: 3739058
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  • id: 3739059
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  • id: 3739060
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  • id: 3739061
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  • id: 3739062
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  • id: 3739063
    {'hecke_orbit_code': 167772445, 'n': 227, 'trace_an': -21163099212}
  • id: 3739064
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  • id: 3739065
    {'hecke_orbit_code': 167772445, 'n': 233, 'trace_an': -87571083210}
  • id: 3739066
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  • id: 3739067
    {'hecke_orbit_code': 167772445, 'n': 241, 'trace_an': -59416106254}
  • id: 3739068
    {'hecke_orbit_code': 167772445, 'n': 243, 'trace_an': 3486784401}
  • id: 3739069
    {'hecke_orbit_code': 167772445, 'n': 251, 'trace_an': -53157361854}
  • id: 3739070
    {'hecke_orbit_code': 167772445, 'n': 256, 'trace_an': 25331638528}
  • id: 3739071
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  • id: 3739072
    {'hecke_orbit_code': 167772445, 'n': 263, 'trace_an': -32130933036}
  • id: 3739073
    {'hecke_orbit_code': 167772445, 'n': 269, 'trace_an': -69108141804}
  • id: 3739074
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  • id: 3739075
    {'hecke_orbit_code': 167772445, 'n': 277, 'trace_an': 23535895790}
  • id: 3739076
    {'hecke_orbit_code': 167772445, 'n': 281, 'trace_an': 80252296260}
  • id: 3739077
    {'hecke_orbit_code': 167772445, 'n': 283, 'trace_an': -50794350118}
  • id: 3739078
    {'hecke_orbit_code': 167772445, 'n': 289, 'trace_an': -34482076397}
  • id: 3739079
    {'hecke_orbit_code': 167772445, 'n': 293, 'trace_an': 218892070782}
  • id: 3739080
    {'hecke_orbit_code': 167772445, 'n': 307, 'trace_an': 223470555464}
  • id: 3739081
    {'hecke_orbit_code': 167772445, 'n': 311, 'trace_an': -246225330198}
  • id: 3739082
    {'hecke_orbit_code': 167772445, 'n': 313, 'trace_an': -71966943574}
  • id: 3739083
    {'hecke_orbit_code': 167772445, 'n': 317, 'trace_an': -243372826902}
  • id: 3739084
    {'hecke_orbit_code': 167772445, 'n': 331, 'trace_an': 10862272172}
  • id: 3739085
    {'hecke_orbit_code': 167772445, 'n': 337, 'trace_an': 14787470540}
  • id: 3739086
    {'hecke_orbit_code': 167772445, 'n': 343, 'trace_an': 271579715428}
  • id: 3739087
    {'hecke_orbit_code': 167772445, 'n': 347, 'trace_an': -61233439128}
  • id: 3739088
    {'hecke_orbit_code': 167772445, 'n': 349, 'trace_an': -247993639234}
  • id: 3739089
    {'hecke_orbit_code': 167772445, 'n': 353, 'trace_an': 104819921694}
  • id: 3739090
    {'hecke_orbit_code': 167772445, 'n': 359, 'trace_an': -337194731598}
  • id: 3739091
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  • id: 3739092
    {'hecke_orbit_code': 167772445, 'n': 367, 'trace_an': 535281278906}
  • id: 3739093
    {'hecke_orbit_code': 167772445, 'n': 373, 'trace_an': 383382183080}
  • id: 3739094
    {'hecke_orbit_code': 167772445, 'n': 379, 'trace_an': 681051968804}
  • id: 3739095
    {'hecke_orbit_code': 167772445, 'n': 383, 'trace_an': -213428249304}
  • id: 3739096
    {'hecke_orbit_code': 167772445, 'n': 389, 'trace_an': 50404914834}
  • id: 3739097
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  • id: 3739098
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  • id: 3739099
    {'hecke_orbit_code': 167772445, 'n': 409, 'trace_an': 488716807430}
  • id: 3739100
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  • id: 3739101
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  • id: 3739102
    {'hecke_orbit_code': 167772445, 'n': 431, 'trace_an': 1276478995668}
  • id: 3739103
    {'hecke_orbit_code': 167772445, 'n': 433, 'trace_an': -304014099688}
  • id: 3739104
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  • id: 3739105
    {'hecke_orbit_code': 167772445, 'n': 443, 'trace_an': 984601128804}
  • id: 3739106
    {'hecke_orbit_code': 167772445, 'n': 449, 'trace_an': 613059313680}
  • id: 3739107
    {'hecke_orbit_code': 167772445, 'n': 457, 'trace_an': -950605331686}
  • id: 3739108
    {'hecke_orbit_code': 167772445, 'n': 461, 'trace_an': -1119546630258}
  • id: 3739109
    {'hecke_orbit_code': 167772445, 'n': 463, 'trace_an': 349142738330}
  • id: 3739110
    {'hecke_orbit_code': 167772445, 'n': 467, 'trace_an': -1585892311524}
  • id: 3739111
    {'hecke_orbit_code': 167772445, 'n': 479, 'trace_an': -964003927782}
  • id: 3739112
    {'hecke_orbit_code': 167772445, 'n': 487, 'trace_an': -774474668296}
  • id: 3739113
    {'hecke_orbit_code': 167772445, 'n': 491, 'trace_an': -169635493410}
  • id: 3739114
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  • id: 3739115
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  • id: 3739116
    {'hecke_orbit_code': 167772445, 'n': 509, 'trace_an': 1851597964896}
  • id: 3739117
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  • id: 3739118
    {'hecke_orbit_code': 167772445, 'n': 521, 'trace_an': 2545789276260}
  • id: 3739119
    {'hecke_orbit_code': 167772445, 'n': 523, 'trace_an': 465313032380}
  • id: 3739120
    {'hecke_orbit_code': 167772445, 'n': 529, 'trace_an': -1351469760407}
  • id: 3739121
    {'hecke_orbit_code': 167772445, 'n': 541, 'trace_an': 3161327490614}
  • id: 3739122
    {'hecke_orbit_code': 167772445, 'n': 547, 'trace_an': -355796069560}
  • id: 3739123
    {'hecke_orbit_code': 167772445, 'n': 557, 'trace_an': -2401070494638}
  • id: 3739124
    {'hecke_orbit_code': 167772445, 'n': 563, 'trace_an': -70283746764}
  • id: 3739125
    {'hecke_orbit_code': 167772445, 'n': 569, 'trace_an': 1183962479472}
  • id: 3739126
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  • id: 3739127
    {'hecke_orbit_code': 167772445, 'n': 577, 'trace_an': -873506566078}
  • id: 3739128
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  • id: 3739129
    {'hecke_orbit_code': 167772445, 'n': 593, 'trace_an': -4552116228714}
  • id: 3739130
    {'hecke_orbit_code': 167772445, 'n': 599, 'trace_an': -1794803525220}
  • id: 3739131
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  • id: 3739132
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  • id: 3739133
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  • id: 3739134
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  • id: 3739135
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  • id: 3739136
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  • id: 3739137
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  • id: 3739138
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  • id: 3739139
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  • id: 3739140
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  • id: 3739141
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  • id: 3739144
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  • id: 3739145
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  • id: 3739146
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  • id: 3739151
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  • id: 3739153
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  • id: 3739154
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  • id: 3739160
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  • id: 3739161
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  • id: 3739162
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  • id: 3739163
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  • id: 3739164
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  • id: 3739165
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  • id: 3739166
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  • id: 3739167
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  • id: 3739168
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  • id: 3739169
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  • id: 3739170
    {'hecke_orbit_code': 167772445, 'n': 841, 'trace_an': -8657810244269}
  • id: 3739171
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  • id: 3739172
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  • id: 3739173
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  • id: 3739174
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  • id: 3739175
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  • id: 3739176
    {'hecke_orbit_code': 167772445, 'n': 881, 'trace_an': -23601006487674}
  • id: 3739177
    {'hecke_orbit_code': 167772445, 'n': 883, 'trace_an': -27618875693782}
  • id: 3739178
    {'hecke_orbit_code': 167772445, 'n': 887, 'trace_an': 18835169928720}
  • id: 3739179
    {'hecke_orbit_code': 167772445, 'n': 907, 'trace_an': -4940679749236}
  • id: 3739180
    {'hecke_orbit_code': 167772445, 'n': 911, 'trace_an': 9906516199008}
  • id: 3739181
    {'hecke_orbit_code': 167772445, 'n': 919, 'trace_an': 32059906069304}
  • id: 3739182
    {'hecke_orbit_code': 167772445, 'n': 929, 'trace_an': 5293588405458}
  • id: 3739183
    {'hecke_orbit_code': 167772445, 'n': 937, 'trace_an': -15104806717138}
  • id: 3739184
    {'hecke_orbit_code': 167772445, 'n': 941, 'trace_an': -29012368551276}
  • id: 3739185
    {'hecke_orbit_code': 167772445, 'n': 947, 'trace_an': -26567297775600}
  • id: 3739186
    {'hecke_orbit_code': 167772445, 'n': 953, 'trace_an': 15952099184706}
  • id: 3739187
    {'hecke_orbit_code': 167772445, 'n': 961, 'trace_an': -24688382818335}
  • id: 3739188
    {'hecke_orbit_code': 167772445, 'n': 967, 'trace_an': 30089019915002}
  • id: 3739189
    {'hecke_orbit_code': 167772445, 'n': 971, 'trace_an': 15569962969944}
  • id: 3739190
    {'hecke_orbit_code': 167772445, 'n': 977, 'trace_an': -47579681312442}
  • id: 3739191
    {'hecke_orbit_code': 167772445, 'n': 983, 'trace_an': 45592758899256}
  • id: 3739192
    {'hecke_orbit_code': 167772445, 'n': 991, 'trace_an': 31043465499152}
  • id: 3739193
    {'hecke_orbit_code': 167772445, 'n': 997, 'trace_an': 24689198150750}