Newform data - 10.26.a.b

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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': 6760, 'analytic_conductor': 39.599677995224326, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 27603521, 'field_disc_factorization': [[11, 1], [2509411, 1]], 'field_poly': [-6900880, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1964206822464, 438588, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600063578122, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 540, 'hecke_ring_index_factorization': [[2, 2], [3, 3], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.26.a.b', 'level': 10, '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': [2, 5], 'level_radical': 10, 'minimal_twist': '10.26.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{12}q^{2}+(-219294-\\beta )q^{3}+2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.26.a', 'trace_display': [-8192, -438588, 488281250, -34008596636], 'trace_hash': 499579207318685211, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.972', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.256', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.525', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.050', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.054', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -8192, -438588, 33554432, 488281250, 1796456448, -34008596636, -137438953472, 2426195859786, -2000000000000, 19344682791984, -7358285611008, -127796048033588, 139299211821056, -107077148437500, 562949953421312, -2998857935578476, -9937698241683456, 13534782395320, 8192000000000000, 18191471686615584, -79235820715966464, -176800520782624068, 30139537862688768, 119209289550781250, 523452612745576448, -1925577931602663000, -570569571619045376, -1676097487309033380, 438588000000000000, 7125865156346376664, -2305843009213693952, 11436524032432880304, 12283322104129437696, -8302880038085937500, 40704811997935435776, 84009823521808944364, -55438468691230720, 218271507658245788472, -33554432000000000000, -278976945138543009756, -74512268028377432064, 426481602906822493732, 324549921652598636544, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [-4096, 0], [-219294, -1], [16777216, 0], [244140625, 0], [898228224, 4096], [-17004298318, -2667], [-68719476736, 0], [1213097929893, 438588], [-1000000000000, 0], [9672341395992, -3895722], [-3679142805504, -16777216], [-63898024016794, -47271012], [69649605910528, 10924032], [-53538574218750, -244140625], [281474976710656, 0], [-1499428967789238, -2203187748], [-4968849120841728, -1796456448], [6767391197660, -3971672172], [4096000000000000, 0], [9095735843307792, 17589155416], [-39617910357983232, 15956877312], [-88400260391312034, 44999906019], [15069768931344384, 68719476736], [59604644775390625, 0], [261726306372788224, 193622065152], [-962788965801331500, -461989037322], [-285284785809522688, -44744835072], [-838048743654516690, -722007011304], [219294000000000000, 1000000000000], [3562932578173188332, -2010960349914], [-1152921504606846976, 0], [5718262016216440152, -8818032935724], [6141661052064718848, 9024257015808], [-4151440019042968750, -651123046875], [20352405998967717888, 7358285611008], [42004911760904472182, 7687825185912], [-27719234345615360, 16267969216512], [109135753829122894236, 74264273322322], [-16777216000000000000, 0], [-139488472569271504878, -83343268228236], [-37256134014188716032, -72045180583936], [213240801453411246866, -164046329250333], [162274960826299318272, -65359369469952], [296166486790283203125, 107077148437500], [362087466562814091264, -184319615053824], [553810330320592270122, 353164108644573], [-61725773542786596864, -281474976710656], [-1037609215450117151583, 90700927228212], [-244140625000000000000, 0], [4762283168762318771172, 1982574821799150], [-1072030950902940565504, -793075978862592], [2052818452318813204926, -235170858905772], [3943583603922253824000, 1892307096870912], [2361411473630859375000, -951104003906250], [1168526482675804930048, 183274844454912], [7990698681053194262760, 864196486088908], [3432647654008900362240, 2957340718301184], [-1882780560994884384180, -14860272438149928], 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[8908158862423810769828145607842493240342622, -10131529619206799523717540592459673076], [-19357356282096227878098981470810682390846438, -14047173648117139284047357284222506315], [-10071825805352592161499842872212840514019460, 5251045953612326924643002304384853200], [37665837250046621711287156858367047986169706, 4544603083273354920159625593124393104], [9464775272820283770878839312793484227151582, -9577248386497121324724770029628662632], [-20578875636828008191677476639632041773886294, 1451829618253738200112153430267861403], [-9284884150683707539354943209702227460866510, -423642716725507055172235666013297076], [22406167566641600858508573234089923963738832, -2273034985971317470103545978937874774], [-16064596544107837433459583352257825690410280, 23020746714949460420719725408619603824]], 'char_orbit_index': 1, 'field_poly': [-6900880, -1, 1], 'hecke_orbit_code': 4503600063578122, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 540], 'hecke_ring_inverse_numerators': [[1, 0], [270, 1]], 'hecke_ring_numerators': [[1, 0], [-270, 540]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.26.a.b', 'level': 10, 'maxp': 2999, 'weight': 26}
• 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': [2, 2, 2, 1], 'Nk2': 6760, 'analytic_conductor': 39.599677995224326, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 35, 'dim': 7, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207626, 'hecke_orbit_dims': [1, 2, 2, 2], 'label': '10.26.a', 'level': 10, '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': [2, 5], 'level_radical': 10, 'mf_dim': 39, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 39, 'trace_bound': 3, 'trace_display': [-4096, 172396, -244140625, -29178793288], 'traces': [7, -4096, 172396, 117440512, -244140625, -167329792, -29178793288, -68719476736, 1158717865771, 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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

  
  
  • id: 6999
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.26.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '10.26.a.b', 'target_level': 10, 'twist_class_label': '10.26.a.b', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 7000
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.26.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.26.a.f', 'target_level': 50, 'twist_class_label': '10.26.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 7001
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '10.26.a.b', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '50.26.b.f', 'target_level': 50, 'twist_class_label': '10.26.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 45400
    {'charpoly_factorization': [[[4096, 1], 2]], 'hecke_orbit_code': 4503600063578122, 'p': 2}
  • id: 45401
    {'charpoly_factorization': [[[-1964206822464, 438588, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 3}
  • id: 45402
    {'charpoly_factorization': [[[-244140625, 1], 2]], 'hecke_orbit_code': 4503600063578122, 'p': 5}
  • id: 45403
    {'charpoly_factorization': [[[274832918361227509024, 34008596636, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 7}
  • id: 45404
    {'charpoly_factorization': [[[63014265857085365505388464, -19344682791984, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 11}
  • id: 45405
    {'charpoly_factorization': [[[-413617208546029185001611164, 127796048033588, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 13}
  • id: 45406
    {'charpoly_factorization': [[[-7519473811308525087531398452956, 2998857935578476, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 17}
  • id: 45407
    {'charpoly_factorization': [[[-31742283942069082083753309470000, -13534782395320, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 19}
  • id: 45408
    {'charpoly_factorization': [[[3739722279000390869968660626212256, 176800520782624068, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 23}
  • id: 45409
    {'charpoly_factorization': [[[-346672739505803988847664473732698300, 1676097487309033380, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 29}
  • id: 45410
    {'charpoly_factorization': [[[4556838194262286084880419192269005824, -7125865156346376664, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 31}
  • id: 45411
    {'charpoly_factorization': [[[1645480533360814459345399916552057351524, -84009823521808944364, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 37}
  • id: 45412
    {'charpoly_factorization': [[[5479419282167472517355462480943103988484, 278976945138543009756, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 41}
  • id: 45413
    {'charpoly_factorization': [[[-8681675292694673062594212519728303498144, -426481602906822493732, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 43}
  • id: 45414
    {'charpoly_factorization': [[[55722404556839543269283822806422329078784, -1107620660641184540244, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 47}
  • id: 45415
    {'charpoly_factorization': [[[4102772860393175591660309625040648113159876, -4105636904637626409852, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 53}
  • id: 45416
    {'charpoly_factorization': [[[-440825978954320971820420474860769545919513200, 3765561121989768768360, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 59}
  • id: 45417
    {'charpoly_factorization': [[[-1790555047986767657454240904244847146261756, -1088840609004402816124, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 61}
  • id: 45418
    {'charpoly_factorization': [[[1549869120317131749593621196078504564255945184, 118164954526157928047156, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 67}
  • id: 45419
    {'charpoly_factorization': [[[-22782596739740808583368541546170077073621094656, -121487502051587284868424, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 71}
  • id: 45420
    {'charpoly_factorization': [[[-106290550957623172035395830387874090169443433404, -1543159074817774555972, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 73}
  • id: 45421
    {'charpoly_factorization': [[[130142167875261382647218841751939102551626828800, -821388705533644841730640, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 79}
  • id: 45422
    {'charpoly_factorization': [[[-1310528300279713434990884579552545930898352522624, -1078689963931157206149252, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 83}
  • id: 45423
    {'charpoly_factorization': [[[6017264217026034527485453534842083591941646480100, -5059219929404495720992980, 1], 1]], 'hecke_orbit_code': 4503600063578122, 'p': 89}
  • id: 45424
    {'charpoly_factorization': [[[-7054927395726665254099793033320193302315010909276, -2393368330790785393982164, 1], 1]], 'hecke_orbit_code': 4503600063578122, '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': 2, 'label': '10.26.a.b', 'level': 10, 'portrait': 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btH5Ww49qmlwP0BS0/bP/mPvuOthsR/0+tvPMA77RbAvz5+5sr9r736RW3H2Nx9F683DBSUXQhjiyuTGg/sb5Aldb7yhmLPlhSR9XH4XMrlqQjMkB/6gM+24QqXblaYbRhkUqPVUcwuJtycz5jrpNTqIffv63L3TrA0F1u3mW04TC8YzDQEfgRpKnEsScnJqFdTJDA+k9LuwoZhk5IboZQAYdENJOtHIhabBqicijS7EKWgUDRaMWuHTDqBjtAVQkZUHJP1a0KavmB8yiCTBv0VjbIjsE1IU4Efacw0NKYXFbNLKbYdgplyz+4u9+0RDFZc5hsVbs46TC9Au5shpWRuSXFxOmXTuhY/9AEfQ1W5fLPG62c0MBbZu0nn2cMumdbl/j0OlyYEYaLwbEkcpSitL719V+nVDzz2flnt3/6qZfDjnQCGBstvNUz+i6+/sQD/4pOfxTYN6/e+cFTbvbH/c/PzN94Th0us6VMM9UXML7n4kWLTaEy743H2ekKtHvLSScGj93R5eF8/h07XOHst5cx4gmb7/KMPLbJr1KHRqjHbcFhsmswtCeaXJLOLGTNLGd04JZIp29b57NwMjSWNXesi3narJEl1BIrPv+Yw13IY64u4Pq3T7Za5ZWvGXDtlfAq2r9O4NAX37JBIFeEnDrYRU3EMDp518dwEW0+JM0WWGdy1K+DKhM32DQnXpmBhqcQtWzPaYciVWZ11fRGNdswXXvVQQifLMh7a77NlnWKmaXJgS8iWUZM08fADl+kFh5mF/HstNBMabclMC+a6GTs2LPF/fjDDFP2cuVLm3LWMg+dT3nbXNN9wV8RLx6v0lcucvmLTCiM2r9HohhpzrYyBsmD9mow1A2V27Loz2rzt3f9+ZGTgXzz5hT/h0W/4lrcaMv/Z199IgL/0/Ke5bU+//tzBmf/rhSOXf/j4mYnKg7cGdhiWsCxFHOuA4tAFjbtvmeeRW2xeOdrPa2djzk/FDA0G/MS3B9Tdfk5eqnD2muT0tZS2DNm3tck33Rezcdij0y0xv+Qyv2Sx0BI0WpLFlmSpI2kHknak8MOU/krC+uG8q2ibiok5E6HZbBjS2TSqGB3ymV2KOHGpzG3bFJ67xOnLfZRLMXFs0l+XBCHsWh/yyedq7FiXEkWKgapGkgWUHZsz10Ncs8T+7Sknr8bMLlqs7bfZtAbWj8ToesLEAlimQgjFhuGUelmjE9h0fZO2b9Jo6zSasNiSNFoZC62MuTY0I8natV2++f4mt250CIN+Tl3xOHst4+S1mHK9w49/R4O1fR7nr/dz8JTDy6e7PHR7k3t3Vjhy3kEqiNMM0xC0o4B33abQnS1ZN9nys7Ni10/XGc8+8sEPvNXQ+XOvv1EAf/7Iacolx33t2MT6fnHuW9uNyZ+5MXmDazMOTV/wdXcnvH7BZtu6FGKbCzc0ztz0ef9DLW7ZUOPYhRJnryVcnMzoH2rzwx9oUzHrXByvc+Ki5MKNlCsLikD6fON9TR69U7J5jUMceSy1HZpdi1ZHZ6kr6PiCMFLEqSLLQNcUtgmunasPQ30JhhlyZTrm1GUbmZZ4z10xhtnkjXNVNq6BJ19PeWCvzVwrwDF00iyhrw5pYmKYKYuLHvcfaPPkwTKb1sCRSxEmHu++U5KKgFNXMq5NOBiaxXDdoF4SuLbAsgS6gFRCnCjCGDq+otmVdHxJ05csdhVBlrFhzOfRu1s8dk9KGtcYn+rj3DWH45dSLk5HeKUOP/yBkJFKjQs3qpy5Ijh+JWT39ibfdL/OuSsDXLwpSVXA1jF4/YLB19/r02wLzt4wGejfyPq1/f/y2x9b/8eJvvlGlgZBre/2txpKy6+/MQA/d+4CA31rrGs3T3/v6ycu/OrpU6fE1pGudv6moF5RdDoGhhWxe0PGYH+XTUMOh04P8OJxiVNq8N2PhjSbQ5y6bHNtMuXabEorDnnogM8De0qcvlTl8o2UmUbKdFNwsympVX3eeVuHu3dlbBwWVFyLdsfBNjVAJ041pBRIBX4ICEm9HHJpUiFVzFeOlIh8l61rLe7d55PIJi8erbF/m8mlmS6tpQp37/N55g2b4T7FuXHF339/m3PXbYb7NJ4+qnPvLp2G3+bqzT72b4958VRAGnncs9tiy7qQIO3y5Td0yARXJgwqnoEhwA80pBJkUpGkgCYxLEmrqyiVE9atibhvl887DmT0lRymF2rMLnpMzdtcuqE4Nd7l3gNLPHKLwO/WuTLpcW1ScfpazGLo872PJrh6Py8e0zh0IWDdmoihms3OjRmubtEOIqpljXPXbO7YKeWOPftVfWDfD+/asv/jcwuT8bqNW99qSAF/QwDe6qSa7/vf8NSXPr+1Vg4++vJrB81OYFP2NJJUoRs+t201eOm4RyY6CDPikVt9+stVFpfKfO6ljI983XW2rOnj9OVBxqdNJucyxmckQRaxb7OiZJdptKDVjWl3Jc0uzHdgrgtJGnHL9oCRvoyur3jv3REbRyRppmFoijiBF0443JhzWFNPOX3FAemxc0znwA6J7fi8cclnfqHEno0lKrUlDp40uWObw6LfZGmpwsiI4vVzOt/xSJfD5wzGhkwWui2WGn0c2OVz8HRGn1tjz9Yuc60Wr5+t4Rolbt+h2L4+BK3LiWuCob6E2fmEF0+YhImOpkEmFRvXxLzz7phOV2e0LjmwDeLYY7Hp0Wg7LLVNmh2dpU4uc5a8gFu2pISxy/Upg6m5jJuzCSduSDatX+K73+7yuRcqzHd86n0+D90i0YWHSF1eOpVyYIePLhySVFCyEhZ92L7rkWRs0PpnDz/y6GXDdL8ghPGWG1ve8pnMKAzJsuC7Jq+/9oth+3jfjatLBJHO2qGAuaUynViixwYpLb7uPo0vH6px5krM+as2G9eGvPP2BYaGJE+9ofih9y1y63aNklujVrEZGdBodw2kEuiaxkANPMem6mXUK5KhMGNTpOiENo15h4mbijiVTM6k2LYCBJauMDSBH+gITFLf4NaNgi2jivVrfaKsw5cO65y/XOddt9kc2LXEJ76ksITHxrU+Jw/qrK3pDFR8HN0lTkzmOlByDMaGBcfPxxzY7vK2/Qv8zhMBllnmHXcpTNvn2ddjnjxU4uw1l82jHhvXZAzWYzYNJOzdmKHrEkNXgMKzbQZrNnFi0vEtTl8y6YYGfqDTDTU6AfiBwo8yQCFTh2PnoeVLGs2Y6Ybk/DQoy+e9d88z0yqh2TEfvj9m84iFyiqcuezw5SMZtT4f17PQlUSLNGZbGUN1nRMnXjOv1IZ/UZnDjbtvv+0fd7vd3ymVSv/rAnxmwafZVX93/PKhnzvxxpN9WTxDmJW4Y6fG8UsaYRxSsRxm5uHxV1w+9M4mjz0Io/1lzl4zOH/ZZmImpB0rLk2WCJIm77m9wW1bfNYM1JhZ9Gh1DZJUI8skaSYIY40wNghCCGNFGEviRJEkijTLf+LUQknQdIFpCBxLUCsL6mUYGZCMDfsM1Fs89Qa8dMxEk1XedZvJrTs7vHI2IQ4r3HuroBUEzC2WuGe7ZKDm4xo2Yaoz307QpeDW7QZeOeLoBYcHD1S5+5YORy/ooKrcttvi+76+wTPHY54+XOLcDYf1gzojfS71ske1DK4NpqHQNZAKzl0TZJkgSQVxClECUaQII0kQZUSxJCq+ZyYhzaDZhekmNMKE/TuavOuOLt/yoMGlmzp7NigqTpWLN8qcvSo4cjHCq7R5332SLLWZnpNUvBZCWLx+3mXLaMiFyxM0Gk/1ZUnyb9/77vsMpbofE+KtA/lbRlE67TaWaXzf55957udPHn56yKBLJHPzlGvHZJmBpcPaAZuLN2zeuJiC3eV7Hm0zVKpx/EKV61OSG7MZi21JM1A0Q4njBRzY3uGbH4jYtc5E4LHUtgljgyjWiRKdKNYIY50oFkRJDog0zZf63LuVbyoNAxwLPFfSV05ZO+ST0uXSZMKzRx2u3ixRs13u2Glwz742r19s8fiLFe7aVuaRO3w++ZxPGvbxbe9ICJJZnj+yhkduV7xwqonfqfNtb4dAzPFHTw7xjgMmd+xd5PFXYg6f6ufe3Q537k4pl9pcmvF59qjBlZseKrUY69Poqwg8W2CZ+UOoCRAiB7qUiiQtHtZEESWKKJbLoA8T8BONhS4IPWbHhjbf9GCH27cJSlaJVqdMq2uz0DQZn9EZn045cSWm1tfmu98DJnWOnje5PBkxOpRgGpJYCTxTRyDpBhrrRiu8550PzK3f/O5/LrPkt/r7q28Jzv7aK/hvffwT3HfbCCePPffdc43OR0+fPDVw9voSDx1IGKgYZKnDE6+WWAoC7tobsX60y0CtD89xOHKhzO9+SfG9j7a4dZuObZWoVXQWmhmNVspCC2aaJZ474nDkQshdu9t86OEFbt0EUtpkmU0YWfihiR/pxIlBkgqyTCOTAqkEAoUmFLYl8ZwU24qxzIjJxYgnjmhcnrC4NlFHlzZb1ljs2qRz2842uj3PqStl1tY89myGkcElGu0Ke9dqpFLx1GGbyNeolVLefWfIF15MuDFTZsdWk+lmyJmrJuuG69yyaZ5XTnY4eEYQxRY7N/Wxc53NzrEOV6YbXJ6Ew+c9Ll0t4RkC29Ao2QrHBE3LK5ZS+cOaZhBnEKfgx4JOKOgkkKgM8LllS5cPPdLlrh1Q9zwazSpXZj3mlkwWWxoLTcnsYsyFCUm57vNd74Ys7uP1czrHryR005AN6wLu2SVYalV54lWdjJhqNWa3M8OXnz44tH5966NS1NKP/94XP7FucJF3PfqRv1a8/bWarV58/rf4wR9X7Nzmf/uJ09d/5cKF032bRpromsuxC7nBaXQwYbTfo7Fkc/SixktnMnZubHFgm6RetplvaHjeAg/tD5HSwjJ1bEvHsQ1cW6NsS8qmIAgszo6X+Moxj8cP6mQEZNLn5lzI6ECbDWs61Co+/VWf/prPYL3LSF+bNQMtxoabBEmL63M+V2Z9fvVxkz99ucKZS2XCjsdo3WH3Ros9mwX7d3TAWOA3nyjRWKhx23aLe/a1ef5UzPUbJfZstBhbE/D6RYHIXPZvUyg95vVzDmXbZvOoJBVd3jjvULZNto2ZbN/Q4Y3Lkqk5jTQR+IGLpbtsGja5Y4fkkQM+9+xbohVG6G7CdDvj/IRgtq2YacNsG2aK36fbirlWhuZG7NveYrDW5JEDi/zkdy3xgfsUO8c84qiP8ek616dK3JwzmZxTTM0lTM4njM9JzkxK7rtliQG3wrNHLF6/FDE60uRHv6XNtrUlpmZrvHpKJ9M63HdrwO71NtcnXc5f89GzCa/qRe8YHTGvv/O26VNrb/tePv+ZP/lrw9xfG0U5c+QT7L79QXH0tac++Mobsx8/dmrau32HZKEVs9BWrBuscPyi4Npcl/c9kDHWV+HIWZMTVxI0y2f/ji7vvz/h8Hmdp450+b+/N6bm1Wh3q8wulphrWCw0deabksWllIVWykJLsdARNEJBJDOyLIUk5bZ9XTatiUlTkFIUtESgCYGmCwxT48INi3OXHUqOQdnSGPAEg1WNoT6D0UGdDWsydmxokolFfvmzFcZv1Lhru8ndexUDAzP8x89YWLLGO+7Q2bl1gd/4okbSrvPt78poxA1+5wmPfWMe77xbopnT/PJnyoyUKty9x+DO3R2uzCzyK5/zEEmJHWsN1g0bjA5qjAxkDNVD6pUQ1/GpeD4nr8GFmxqmqdB1hRASUPn/FKQpbBrJuHtvShrbJIlNkjq0uy6NlsNc02auYbCwpFhspiy2U+abiukmLEYZ9WqTn/27kzzxyhreuODw2P0Bt201MESdExcdDp9PWTuyxDc+kHBtYoDjlxQbRhvMNcvMLBrcvi1EK23xW+mG7x0qvffTzfAF9U9+6K+n8/nXQlH+///+D/mXvzWgf9O5Fz4wXJ79hJ5cdBzHYbA/wjTKvHhCkAmfR++1OHymzFOv+Tx6b4t7b6njOTYXb2gcPGrz8smMha5gaqGfj/y8z6N3tvjG++bYONphuK/MfNNjet5m0rOwLQ3bTCjbkoFQ0Y0FQWIRpTbnL3ucvACpWsW5BZgaWHru+SjbsGcNVFyoljTqZZ3+msFQH6wfiVgz2CRRDX75s1WuXK1yYLPO5jGNLWNLPH8mZXaxym2bNOoViWMF2JqN0gVppiGUIs1ilroOs4smB3a63Lq9wytHHYbrAs8pc2C75Ec+sMh/+JzkzGSZZlfS7OjMLxkM1ErUKy71SpWKlzBYSthwIMY2U0wjRdczNJF/MYVASo0k0ZmbM4gTgygx8EOTjm+w1DaZW9KYXsiYWUiYWZLMthSdNGNk0OfbH1ji6+6MGa5VWFvPaD2UoosqN2fLXLiuc/JKzPqxJd57t+LImSEOnpPcs7fNrg0OJ55xaARdEply+I3r3pph5xO33v2k/P7Hap/9tkf+INuw+9v/9gP8y0/+McMDjr5xzcy3HD09+zslbcqJsjJvXNSJiHjv7V0eu6/GM8fLnC812bU5xs8MLs3EvOO2BZQcwrUtBuc05hoZFU0yaMKiX+P3v1zmK290+aYHm9yxbYGBaodt68s4dhWkhVJg6imek6sHcSpJM3K+LaHANkKAroGhgWmCbQgcW+DZGiVPp+pp1KuCob6UDSM+5VKTz74a8+KpPpoLFfat19mwxmTbupBMNHnqsEfJNBis65S9kFNXyCfu1yn8SOeWbQn7tihmpjPmlyyC0OM9d3R4+WTApUmdkqthWxX2bpb89Hcv8sKZgC+8MMBiW7FhKGOpZVCr6FRLJmXPpOQqHFtiWxLbyDB0hablewkEKJV/3zTLH7A40YhijW6o0+pqzCymXJuKuLmYgZWwdizkju0dPvBAwpq6zWKzj4vjDt3ApNkxmV4wmJqTXJ5IuDAd88CdIRfHq5y94bNtk2T9oMefvWSz0Onw7rs73LrJoBtqdLuXHJvg9556Yux75lr1P/mTT/9h9i0f/PDfboAL0dYmZ5Y+1G3O/loW3HRmUpO+uuSxezSOXBjgiwdbrB1s867byxw6U+Xw2TbDIzFzDZ2JRot92wSO3U+1ZNFf01lqZ7Q6GW1fMhZozLSq/MFTJX73SxH7twXs2RCwcUBh2wO4joGmgetIklSRFfKYVGoZ3UIINA10TWAYAssQ2JaGY2uUXEHFU9TKkuG+iMF6h1Q1+fTLGh9/sp8hx2HfesH6NSYbRyUb1izx2dcUjYbDzhGdegXKXsLsdY25JRtrE0RJTnVqNbh0TbHUlswsOGzb6PDIbR2eeMmhvwy2ZaFrNfZuEfy9R+cwtTk+/0qds5MOw+2EoVpKtaRTdnU8V8O1DWwLbBMMQ+UgF6CJ/KsqBbIH9BSSNFeQghjCGAYGQvbt7bJnY8htWyUydQmifs5ccWl1TVpdg2ZHsNiC+UbCjbmM89OSjetarB0IWVjSeP9DBnPzdZ4+rLF2eIFbdhjU3UH+7GWdailk/bDG4RPXnUq//puVft3wlfGHwF9pM+ivdJP5iT98nHbgfM/83OX/5/qNm/Vt6zJsS3B2XGfnpg5371TMzFc4ckEw0Beyf4tiYqbC6SsGVydsLk8Jdm9eYtvaGNs0MQwTyzTyTaWl4dmKPg/qjsAzTeYaHueuWcSRhmPaGIaGZWrYloZr67iOjufmoCh7OpWSTqVkUC0b1CoG9YpOf1VnoK4x1KcY7ksZHYzZMNJh3cgCR691+Q+fdXj+SD/rKhY71wrGRmw2rIF9m9skosEfPlsiCTy2rjXZOCrYtLbNXCfkyPkqm4c1Rvo1xoYinj2R+0z6y4KyZzJch1qlwytnNZZaFiVLIYRBnFpYus29e0L2bGlxoyE5ftUijDSSRBLFGUEo8SNFN1B0A+gGgo6v0QlyT0070OgGGh1f5A2fMLf+hjFkGZQcnf3bMx65RVJ1ysw3+phcqDIx5zG7aDPbMJhZhJmFjMm5hKvTGRfnMtatbfJ/fovPrZtK9JUrTEzXeeaoYmQ44KFbNKZmqjx5SIEecGCbxsUbGlMLgixr2ULJt9+9d2zmh/+Pjxz7tV//g78yDP6VVfClRhtN1//u7376Mz93+fJcfzuwOXOzyYfeESKyIV4+ZlOvBdy3L2X3phLnx02W7IyNIwYlSzLTUIzPVvn5Txrcu6fFt71tFtftp+x6LJQMWh2DTqDjh5IwkiSJIpMKTeQTMkJoeA4YuqC3l875tqI3R5tXbjD0vGFimbnX23UkZSehXolYM9BmtuXzq39m8tSRPhpLJbYOCtYPCdYOWYwNCTaNhhhWkz960eDqzRLbhzXqZY1qKUPTIibnFbah5dVUCeLEYMNQm8NktH2dpbZituGyfczhmx5q8SfPWlyftTGNBCFMpCqRpBq3bVpiw4fbPHXU55NP9fHG9RJr64KBUkbJyXAsgW0KLFPDNASGDpoQCE0goPje+b5Dkf87XReUHI2FRpmXT5TRtNxcFieCIAI/lHSDjHY3o9HOmGxAV0V8z9cvcN9OjYFKP6evVJhetJhZENTLGQOuyx8/bdCOujx8R4daqcKZSx7X5xb40DtbTM0N02lP9/v+2Efvuu/b9dD3P+Z43t8egN+cahFlxt95+aUXf+7a5bNDw30RSrlcn6lw5lqLdx5YQso+Xjlr0gm67NrY5B13OswultA1cG2LkpdRLaVcmSnzqactonieH33/PIbWj+c4NEsmXV/Dj3SiWCdJQcp8STbNvEFjWxK9WKp7N7f3uxCg6/lSbuoSy5TYVoZrp5TdiIFalyAJePaU4lPPV3n9dI26ZbJ3rWJNn8Zwv8XooMbYcMzmtUucvB7wZy8PUtUNBquCSklQ8RJafsaTrzmULbXciAkig2+4N+KLhyQtX9HqSuaWDMaGyrz/vi6vn+9w7pJFyU7RNZGDXHqEcc71v/ORFtvXzPFHL7Q5eLbGjSWXkYqg6ihKlsQ2JJaZP9w5yHvfWSx/9x7gDV0QhIK2r2Oa+UPYaxRFSV48uoGkHSjm2zDVyfjRD87zTffqTM8PcfqKx+yixmJL0WwndEPBV24q9m1b5J4NguFKjYMnHV45F/LOO8E2+ukGOhMNwdlz54fq/c/93N5bH5JKNX9biK99YOjXFOBZvMT0XEKtbHzXxQvP/Lv2zJP96+oRV2dMlAi5f5/G5QmPx2Of993VYKi/zvGLNV4+HoFo8M79EQvNMosti/6WTn9NZ6CWcv6mxleO1nns/hvsXAu2VaHi2XRDkzDWiRONJNWQBZvTdYVZgFdfteESouClmkLTch+HaUgsM8O2Elw7puwGZAQ8c1TjD56rcfpaFZHYbKwr1tQUAzWdwT6LkQGN0cGE9SNtbs53+E9fKJFGLmNjglrZoFKCipcgzJh2UKJWVgiRS5JJqtFn66QypZNYdPyMpbbO5LzL7s1lfuB9TT76hzbj8yUMPSkeDIM0dQhjjZF+m9u2ttm3ucuZ8Uk+9bzLV96oMd1y8WydsgUlU2EZCkvPu7K6VgBdWwG8LvIKnq9iGbqWL21SFU2iRBEmim4kaAaCqS7s2rjE22+BC+OjnL/uMN9QNNoJS52MRlsy21E8fEebB/a6TEx7PH5McGE65NH7W4zUSrx8SlCvpIwNwsGTbY5d/crQ+2b4dw/e80A6PzP5u5leZmTwa9f1/JoCPE181q51H3vj8MFfOfja05Vz1wJ0LHZtTLk+aXNlIsHvapy4WsKzmzx65xQb1tSYnLOwXcHa4QUGaiGNtkez7dDs5g64XZsEn3wh5vGXJD/5fQu4TkTH9/BDmzAyiRKdNNXJCk1baKq4qTmwc0D3fpfousTUJYaRFtJaTDtImG8n/NJnHa7N1Tl6roaSFv2uYGhAMVAV9Fd0+msmw/0aI/0pawd9+mtLPHVM8sbZGvvGBPWyRtnTqHiSkhsjzAjbNjD0HFRKQZZpBJFBECakUtAJJJ2uotE2mVmscM+OLnfvbvJHTzu4DR1DSwrgGaSZRZxoBJHJQM3h9i1dbt/a5fDbphif1/i9r9SYa3pMLNrYuoZnCiwNTB1MXaEL8utQKEfL75osSAtkEpJMEKYCP9FoRdCNMszM51sfnqcduDz+gk4QxrT8fBVq+DDfFXRTyeZZm8/Nu0wspLTjkPfc3eE9t1tcnTTZOiaZmLG4NqvYvTFBZjO88OKT/Y5l/sq2nXcvRYH/Z19LTH7NAP7sKxf5/Uuj+gH/E1tvjp+vxP4CtZKBawpePCV4+20+W9eVuDZhUHIkLx8xOH25zV17mwhNxwgTPv0SSOmze32HHet0Wh2HODHwnISFoMuv/WkFzw1Z2x+zfijm7t0Kz7EwDBOUTpZpSJWn0eVLsEJoEl1IRFG1dS0jSiSKFKGlnLmmceS8wROvlzlzo0ycepQNnUFX0VdS1D2V6+AVg76qQX9NMNKXMjoYsGZwiRdPR/zGE0OsqRkMVig2roKyl+LaEa9e1AljA7PEsmQXpxqOobN/e8ChUzW6AbSDjGbbZKFpM7tQ5wcenWViYZFDxwcxNUAkSCBNDeLEzGW+wKBedqhVSty93edt+3w+/PA8529Kvvi6w+vnXS5eLZGK3IcTxDq6pqMJ7c1VXOTXCgVZ4TFHSCwjRaUpd+7tsGHYZ/1AxDc/7PMf/8TjmTMhnqMRJ5JOkLJtQ8g9twcgFbpuo4mY/qGMB3dLal6NkxdLjM8Irk5lZJrPO27LOHPNwXEsZhZCPvOFlyo7Lkxt/ZG/9xFdBWcy4e75mwNw6b+GcCOr+sbL3/vqKfHvm3MN+ssmwbzB/ILGwrzGp19M+fDbF7h1R4WNox4j4zY3ZnW++KJksZMRp4ooFcSZZHQ4Yt1QTBRmZDJB0wWnrw/RiFx++TMClaUMDARsGwvpK6d88BGfdQMpUawhpbZKAlTL7znQFUKHz7zgcvJKCWEYjE95TM56OK5O1RbUSoqKI6k4UHYFVU+nUtaplw36azBQSxnuD1k71CZTTT7zcoWgW2LbmKLi6ZQ9jbIrKTspphnz1CGHyNcwh/IgyB5FKbk677kz4KVjkm6k5Rs536DZMZhZ9Ni1qcy3PNDm6BmP8UYZXZNAgpSKTJokmU6UaISxRjc0aHUtyq5HyY3YNRZy146Qm3Mtrk83McyME1dN/uR5FzQdoWkgtBVOXlwvqXJ6ksSS9UMx3/pQQF9ZsX0MRvoEaWaSyRo/+A0RD94yjqaDzDTCQGfdEKwb1ElSiyQRhLGg0aowMety/qrOxRsZzcDH9kK+9eEUW1Tpjgi6gYmUGpaY5tYtY//+1MlX/IOXN378yeeOxY8+cuBvBsAnbl7F8+ztMpj61RvXjmpLQZ6vd/eelK5vMNpvcfKqwX/8tM5de1t86JGAof4aF8dtNixKGu2MbiAJIokfa7R8g2tXS4RpHr2gFJRNQV9/ficyaeMnNscuCDIlef5EiiIjkRKZSVASpSSK3NOdg1xDCB2h66SJji4NDEOjbMOmQUXJlHi2xLPBswUlV6Ps6lQ8g2pZo16B/mrKYD1idLBDxhK/9KcOr5waYks/1L2iensaZTfFc2NKXoDreti6hq4VHJx8M5wkJmEgCKKMTqTTDSWdQOYjcyWLidkq9++O+JEPzvKLf2Jwo2kjhESpBJkpktQkTjTCyKQb6JQDg5Jj4bkOnu3h2AllN+a2bQmWGXP7tpSPvD1A1/JOJ0LlV0YACqTKi0OW6aSZgVIGpl5CSgM/Mrk+pZPJfHU0dMXetSkKSFKdODFp+xanLpn4oY4f6nQCjUYL5hoZlyZiFvyIb31Xk3t3mlyfGODIZYMbcwndCNYNpawZhCeePaSNbjB+tX/Af3liKjz9tcDm/zDAH//8p7g63e9evnb+AzdunBJDNYXrJMwvacwsZgz3N7llp8PWdR4HT5U5ftHEcxt820Mz1Mt9XJ/2WGiatDvQ8SV+JJelvyhRJBlkmUIWbXWlFJkUuZ9ZQpJClBlEmUGcaSQyd9JlMu8g9FrxmsgtpaYGtqtwDIVtZNhG3hxxTIVrC1xLw3M1PMfIAV4S1Mp5BHF/LWKor8vo0CK/8YTkk18ZZl1NZ6AsqZRybb3kgefmOYXTi5Ir0zaOlW/0oOf0E4SxwaYRychASDu0CEJVVHGNZseg7DqUvRofefscV6dn+M0/W4uhGSgkmcxIpSJJV6hHEGn4joYXGri2iWtntDoplplhmRmmmWEaGYaW5Xy7UJVA5GN5UiOVGmmmk6b5e5JoJMU/59dcLHt3pOp5z/NVJIhErq8H+Xxoy09ptCTX5iTdNOBb3t5l/8YSh07WeOW0ohN32LYuYGfdJM0MppYEza6BO39UrOtvf2Ddhi1XvvylTwbvfu//WP7K/zDANUxraenGP0+ia/98ekFoY/0GM4sCS4ckrvKFMzH7dra5f0/ANz5sM9jn8umXqgTJIn//sUlGB2rcnK0wt2TT7Bh0fJ1OoPBDtWLQT+WbupBS5qBPe++rfpIsVwDS4iGQy58z170NTWFouTxmGWCZYJtF93JVQ6jsapQ9RbWUUSun9FUiBuo+64cXef1ixB+9MErdsRkuSyqeyMHtapQcSclJKXsRr1+AE+c9tg6qZTqgVG7wCiKdO3Yotq0POHy6hh8pgjCjGxgFyE08x8V1anzbgw1OXJzj0LkRUDpSZrkdNlWkiSJO9AJkBl6ocB0dx5LYloltZlimxDAkhi4xir1IrxeQdzfzFn6a5u9JqpFkGlkq8vdM5Nczy1efHtiTnr98WS9P6QYZra5irgXjCwphdvmhDyzxzls8PvVshVdPhwzUuzx8u+TAZodzVz0iGVDxJEgdz/C1c9dv/l+YNWugVvtZIH7LAN5Y6mpJHPzUwRc+8Y+7S9OWlBVcO+WO7TC94CKliWkYXL+p8ampgD2bY+YaBrqy+NKr/Sy0Wrz//ia3bmqzadRjplFhtmHT6pi0fQ0/zA9tSlJFmlJMovQA3vOV5C34NM3BHae933M1oCcdCtFTDAS6DqYuME2wDK0AuI5j67i2wHMFZVdRKbT4WjmivxowOrjEoQsBP/U7w9yYqLF5QFLzoOLqlFydkgMlJ8N1EiwzpBUqdE3H1BWatmLczGQPSBYVN8FPJX6Un8/jhxkdX6Pl6ngdG8cus3Ek4ae/t8VPfkLjtXPDKHSkksU1SIlTSZzk/YDA1nCjvNNrWwrb1LFMiVm07/VCUcr3Jz1wC9I03/wmy++5dyXLKK5z/i6L9zQttPJY4kc5xWz7iuklwVRLYjkh+3d1+Mb7I+7ZaRKGNmuHuzxkJ+zdqKGpCscvOCw2M5QwmViS1MoZlg7nry1YoT/x/Y49/2/fMoCHQQcps599/vlX/uHRkzcc03IZqBicuKQz2N/mrt2LDNdsmu0yV27aXLxpc+FKgh9J1vYpOoHBsdN9nLlSYv+ODvfs8dky6LNvi8vMYoVGy6Ht6wSRnk/dJMWNyHoVRK1c/Cy/2HEqiWNJnMgi7iGv+j0qrhW6r6FT+E7yVr5l6jh2Hsng2oqSIyl7GRUvoVqO6asEjA42OXTe5yc/PsCFG31s6MsVlrKrUfK0vHq7Cs/J8JyEJIv5/afLaLqOqalCqVjxhKSZRpqZfOe7lvjyGzGd2MYvAN4NdDpdnZZt4Fg2tllhx7qUn/m+Rf7VxwUHTw8jlUYmJWkmSVK5DLbI0QkjHdsWOGYeMWEZGpah0HWWPSpCqMJpmPtS4iT3pkSJIE5YHuHrXedeIckHKfJVNU4VQWERWOgKJpqKHZta7N0dcN/uhNu2GrhmlbnFEh3fYMMgDJQ9ZmZ1Lt2EK9MJi37Cmn6fO3cJhqseN2c0qiWJSCcHdu3c/9lGo3lICO0n6vW/3NlCf2mAXx+/hJTq7ideOOpWzYi5OQPTSrl9h87R83U+/WyXTEvYv3WB/ZstNq2tcHnCZn4JOn5GN8gY9hULLZvT5ywOnUzpqwf8s29fZPdYQK1UZaHlEhTNnCTVCoDny2PWA3qWa7ZJIogSjSCCIJSEcUaSSmRW4Fv0KIpANwSmoRUAF9hWfjKaa+cALbk5uCulmFolYLDW4vXzPj/1232cGR9grC7oL62iJo5ByQHPkbhOimvnkcmTi3VMXaBrkjxne2WTmWUaaaqzpq5I04R24hD05ifDjE6o4fo6jmVimQ6mUWXnWMrP/J15fuK34NDZITKpkWYyp2Zplj/YiSSyJXasEVo6djHSZhpgGDlF0/XlvSWZhDiBMBYEYT67GSdyGeC5apMXih7Q0yKqIkoUfgSzHY2ImH3blvhnHw4ZLLuEYR/ttse1pkWzq+feGF8x38y4OpWSELBvR4f9WyVCVuh2Sxw5p9i9ucUay2B2QdqkV945Pn5V8D+QUf6XAvh/+J0/5k9emvf21p6zFhoNRFkw11DYpkayTuPevQanr9a4PpPw5MspL5/w+ZFvnuPAjj7Gpz0abZO2b9D1JcN9klY3o9ERzLZM/tn/6/DgLfP8xHcssH5NhVbbJkoM4tQgTfPNUI8DZlIgexbQVBBGes5fuzqdriBOJFLmllEhREFPejdcFPwbHEvi2HkGX8lN8dyEihdTKwUM1Fu8cSnkX32szqnxQUZrOoMlSdUVlB0Nz9HxXIHrKDy71+qPOXRO0A0tHL3XSCnuk1rZaCapQcnRuWdPh9fPVPCTnKYEUYYf6HTsfFrJMi1MQ2LoNXatk/z898/xY78OB88NkUiNRMqcnhUULUpUQVFksUJpy9+517nUljk4RHFedNrdlE6QEcb5ipgVG3YpIVMU/yyWR+HCRGOhqyHsgH/5nVM8tNum0x3m2oRHo2XS7PQMX5KOn9DsZIzPZxhuwI9+c5eqU2K+UeL6rMXpqxLXjhmuW9hWTBrrROEkH/vk56xf+vld3sKN3/IH1n/fXz3Ar12bZuPGkdr/+4nf+0/XbiYPVk1FO5J8/b0SKQW7NwQIYTBQt5met5icN5latHj69YAPPhyxaVRQr1h0fJ1ukOfe+aFBN5A0Oxnnbmicu+Qy3Vpg/5aYkuOQZiZJauSNnALgSuXBN2oZ7BpRrDPbcLgy4RInWiHLqVxB0SjADaYBlgG2qbDtwmBlZTm9cBPKbkS1HFAvtzl+OeJffazOietDjNQMBj1J1YWSIyi5uTvRW67eGY6dUvZCXjxh0Ww51Ot5m7xXhPIKXigQmc5Qv87bb+3y4hFJEAvCWK4CuYZjajimgWlYGIaLpkl2rVP83PfP8WO/rjh4YYhEGiRZThmSVC1XcifRsE0N08xpimFqGPrKg66Jni6fR9TdnEuYbUFQ0EHZkw9Vb5g5B3oqIc4UoVTIKOKu0QUObE2YWVjL2asVltoa3VDhBxl+lBUbUEWzm/9/vvk2jenpNRxdMJick0w3YhrdDE1TKBSh8rh/r0+r7TJQbj944nDrt7bt/v4fnJl8tDmy9r/voKz/boD7natcPH/zxwaNiQ+daTS49xbBXMPm5eMCJdo0/ZAgFdy2dYkdmx12bbaJYhPbUgzWQ3QtYCgyCWOLIDQJIoNumMtcKI37DwRMd5Z4/Dmd144rHryjTdWFNDGQUiuADShBruSuLF+GrSG0EnONtQhh5NWqx7n1HrBVvrk0JbapcKwM185/PCem5EaUvZC+aoujFyP++a8PcPzqMEM1kyEvo+qpAtxF9XY0XFvh2hLHTvHsmFRGdGIboWuY+kpLXPSGDxQ5vUg1ksSkZIWYekw7dqj3QB5m+JZeHImiYRoGpmEv2w/2blR89Adn+ae/Jjl4fphEGsSZWAZ6nAriNP+OlimwDIlpCkxdwzAKoOt5XoymwXC/xtX5gIAUZeXg15eJzMobUuU9hjSj7MY8eFeXtX0hf/h0ldlZC5VIBAlBnCthQQzdGII0/93QBJ9/xcEyFHHiI4yUSjnmwTsz4sRg/0aJzHROX60y20zoL7f4/LPtD71HP3YlSZKf+Cut4C8euUloj204d+Tf72stXmF0QHFm3KBa8rl9p4mQNQ6f62eyEfHCGxH99YCHDzQx9FzaOjuZd+JcO2DfZkl/XacbmAz2GZRcaLRB03ymT0s+9ewaZpcs1j6VYhsKlZ+gtiJskzdvEAJDE1iGjmvpDDoafW7KyICOW0QOW2YObMtc+XEsiW3mFde1Mzw7xnUj6pWAaqnNoXMpP/4bAxy7Osxg1WDQzag6inIBbtfJ5cQeuF07w7FSKqWYc9cVLxwtYWkapp4H5a8+60aqnt9DJ5UGD92WsHVzlys3XAa9Xl6LIowy/LCowoaOYZjLHhshFHs2wM//vQV+4tclL58ZJExcokyjVlCVOFE4liostAIrFZi6KmTD3gYbPEdj7aDGLdsFlbKP50SYRpKPvmky7wT3PrxakRYtA9atS1lYkvzyH0vOT3UQymapreO6EtOQdEOJ46bctjvCszJkpqHpeXy1a6S8/UBMf9mBzGNqzuXwGR2hdXBKPrs36Jy9rpOIq5w5r/Z994f//galLo0Lse1rD3CVjYPmbTx2/NX/Z3omfqy5INkwKlnT53D8vEukfD78zoCt6z3eOOdxZcJgetHhd59QdMJi4yJzk73tJNy2M6ReyvB9xeaxkNt3pTz5ssVkw+GVM0PYlkOpImg0xLKPG1YudK9xo2vgGLl7znYUGALHyquSZYBj926yKmSzHrAltpXiWimuE+PaEX3VLs2uz0un4ef/YISTlwcYKMBdcxVlV1ByxLJWnisvMq/eVg5w146Is4wwcHD0fAxO67XEe9eyAEi+0TRyLm9ERLEiSMQqgEssK8MyDUxTw9B1dM1cBjgCbtkk+PkfXOLf/WHCwfMDTLYqBCWNeqooW3k1t808VsIy83TaNMv3H0oWFl4pCCKNflXFMy0qdoRjxRhGhqFny7Li8udf5a9vLYKrJ/zk94QcPDvLRMPgiy873LYrYdtYSrerUS8p7tgucS2dMDZJM0kUm7R9l2a7j4kph0s3BccuRuhOlw+/MyKNyhw9L5AqwdMTiLqPHT5yOPP6bv9Hx89NXd+/a/RrC/Cpm5OUPPeuiRsXPjA/e4l6RefiTZuhvjbvf1uZZ9+oc+h0i0fv6bB/h0WtlE+5NzuSjq/nvDLu2S8trl0r0Y3yKvPGRclXDktm53U0TWNLv8DWFYYm0YuTPHtt5R4pWR5W0HLq4VjgOYKKp1EpGcvUwevRB0vmoDYzbDvDtdJli6znhvTXu8w3A37u9z3+7LVBFrp1Bqsag04Bbifn3V6xsXRtrfizVV697RTHjoGY545bLCUW/XZvg1ls6grOu7oTGCcGFdvgkQM+hy7EdBKbaiKJitQtK8q96paRAzzXsk2EpnITiYKd6zR+8Uc7fPFQyM9+fJiJxTph1aCeaVRShVv0COxUYfek1izLjWkipymGoQEmnUCj7NrYVt4BNfSep14VXvJVKyi59VjXJaaRsWcs4taNKQfWKeplA8e2iOI8h+bGtFX0NXTCSMMPNdq+xlJbsdiUXJtOaMcx7z2gMT/fx3PHFGuGfbaNmSx0NE6eGQf90gfWb679fhIH17+mFTwIfBzH3TZ17cV/MD15koWuiWWCrix2rV9g+/qQenmAqQUXXcC2sQ4Vz2WuYdFs67R9o8jGy2WoIOrdQIq0JZ041RlZ17NyquUQG20Vze6Z9HsuOE3PO5KmIfLNmJ3PJ+batKLkKDxH4jlZXmHtDMdKikqbYNsxZS/ENDq8eDLjt5+s8oVXBollhaGKYMDJaUkuAfZ0cr34ESsPznL1TjCMiFfP1vBjgzVer7Hy1RW82GhKjSTVcUydu3cFpDIHeJDkJyv0EqnCSOYTOoYoqngOrN4uRCEYqAk+9HCXsj3Fbz8Z8NLZAWYSl8DRqKa5wuKaRac3VWRZ7uNZYXy5GzNKdNp+3gm1zNxXry/TLJan9ZcLzqr7NVVYkw0dFluCKM4HnJdBHQn8MM9I7AZZrqx0JXNNxUxT0V81OXtZZ2pRcXYmY1dsMrTTxbUjBisxh4+dpm945z947D33HgsC/5Lr/tengP6rAD92+iZffu4L2E5ttLN4+W3TMy02DUsqLnSjiERIPvVCzF07J+kfdGmnGZ2FlP7KEptGLZbaJeaWHJqdPHu7E+h0/LxBEMaSJCkGguWK16Rnkfpq+VMUJTwfphVF40LLNW1Lw7EEriPwbEXJlTm4C+nOcXJwu3aCY8c4VkS55GPZPn/wFZOP/t4wV+brWLbDGkdQt3ucG0rFhL1r591Op2gIOZZa5t52QU8W2hnd2MLSdaxVgwasVlF6G81lidPENUNGagFNv0yQCKIkpymWKQsfich5uC5yy6tWjN6JIhpCCSquzmP3d7lj9zw/93sRf/DUIAtpicAxqWSCairxUnKQF8lXWVbYIDJFUoDRsfLOrmmofJPcG2DWVt2XVaRcrNygVQ9vMdgc5zKkH0n8IKMT5APjra5ipiVo+Cl9fTHDoykojYkOZFrMh98ZcPxShUZX5N3sxISsRWvh2NvOn1kaXVhqXcqCG+juX3wg1n8V4FkmWb/xvRuz4PBvNMYPYxkwOphx+mqZk9c0nnljmI6v+MohRTcRpGlultqyLmDP5oT798yyZ51OGJdptUvMNx1anVwi9CODKMknR3pNBClZBnoPEG8Cuejxb4HWa7n3NG1LLXNi186j11xnhWc7doJjR3h2hGN1GZ9L+M0vlvjcywNcna1R8UwGHEXNzijbilLhLMzBrRXg1nDsvCnkFNzbtjJsM6FSivjsqwaXxl0cXWAUlU8TxcO5irvKIiouyzSS1GDnBvj6Ozr81pf66XoGlWKaxo5VroDocpX6AZqmIzSFEObyn6mkRqZ01vV3+Ynv8Lll0wS//kSdqzM1gtQjsPINaLnw7CTLHh5Bmqqi2kosq7ex1dD1wt6grYy7rSLjy383qGLzWejnRWc5SiRRVMx1+or5DiwEiiCN2L2xy/v3xNyyKWPrWp1OYBEnOnFs4pgWD+3RSZKMs1dNzlxXDNUlz752hl279vzG/fff+97Ub/5XqcpfCPAkTjFMnWdePjF28sz4lpuXDcqOycxixL4tEcN9FWYXbIJY5pJQ1NNwFd0lh6dfUbx0NEEYEe+6vcUjt3bZubHE/FKJVtfCDwzCWFsJwMxEsXSyDPSel2Q5w4SVHJNe69ky8uXUNldAl6sjKa6T4FoJrhPhOhGO7ePLiF/8E5uPPznA5GINpbsMVDT6LEXFlpQsldtmC1ri2Br2ampi5RvW3NBUbFbtmCiJuTRh041t6na+P9DFyoZ4daNHqlWelMSgUjLYNBaj2yGduExgCdxEEfUAbmTFILG+DDhN6F+1cc17BGmqM1AJ+IHHfN7/thk+/mSb3/jMII2gjJ/YVK2ctpRTRWRKolQRJWAnGY4pC1lRw+g1hvRVAO89pAWyVeEhX22C6xnB4jRfhYJI0fRhpiMYGPT5pnuWeOcBiam5uFaNVsfm+oSJH2oEkUYQCrphfsLGbCNjrhUwOqjh2QY10aE1d3bL1Lg7NrrhrutxnGJZ/2UY/4UAT8MZDKM0uHVU+/QTj58xu6HO1GLKvi0ZngebvDZ7N+t0A4tuaNDxDVpdjbaf+xPaxazhbNPi979U4ouHmvz09yxy6+aAxVaZVscmiAziRCNOdJKs1wDJ32VhlpJK5CeX9ZRvrbfJzDlibyLeMnOubdtvpiNlN8K1A7pxyEun4A+ervKZlweIshKObVIzoWpJypbCsxSutZpza0XVzqmJY61SY6wMy0yxzLzzeW1a8dIbHnFiYpfU8gbzzUt6L6ekZz/Nv7tpGrz9jg5/9EyXCxMlQqfwh5gKKwUzkZixRNe1HNyaKDzuK1U0r+Is+7pdx2C4GvD/+9aAnesm+eTTZY5e6GO+W6ITW9RsQdUWlIoBYzvObcN5Yq3MbQa6wNDIJ/PFityplMr/rh6wlylP/p5keYptEEPT15jpKvZtb/DT37PEULnG5FyNyXmbpbZBqwOdANq+ouXn1b4bSrpxhuekZEJnrR6xfb2i2XU48sY5szr0wKcTo3NrGHbm/9IVfLZd14KJ83ddOv98NYy7jA0KpLQYn9R5/rgiU13efVdEX1mwZyN0Axdd5HODSy2LRtug2YH5JcXYXMYL5/v4Fx+X/Mz3zHPbNp/BuksQ2vihWUSK6cSxTpJphSc5t2nKLG/u9Lh5Dpp8aHh5cNiQWFY+Y2lbuaJR8UJsM6QTxrxwQvG7Xy7xlWM1mq0KumfTZwuqZjHsUJy/45rkHNvKveHL4C78Kr3K7dg5Nenxb92IuDgBky0nr4B67vtYPcW/Au7iwS26sKnUiGOD4Ypg27qAUzdSuolJOQU7ASvO5ylNPXtTRc3pj7by4PTkR6nlK0OmEacGrmXxwUcC3nVnk+ePd/nEUxWOXKgx1y3RikyqjkbFEnhG4ZM3Vc75e4Pb2psn85VSK53NwqOSyBzUUQJhqhEleYOnHSt0Leb2nQ1+6nsXGSoPcfDEMDdmDOabilYnY7GTH/yVqRSl5+7E3ZsiNlQUX39XRBxXuTHtcuG6TqoUg9WYLz/3TPWx9z58194927/EXxAe9BcC/MbEtN3uiF/78ms3S/21mE5kMDYYMTZsMlx3OXfd5o++nIHw2bU5Ikkj7t7dYe2Ahuvq7B818UObODaYaShmwoxnT9T50V9RfPsjLe7c1Wbb2jYjA7l1VEoTMAgji05gEMVG4bpbOSunR1E0XRYVvLd85+Z+14mpehGmGdIMYp4/Kvjiqy6ff6XGXKeM5diUq1oObEPiFhqxYyocCxxTFGDOA4N6IUP5xqunqRdyo5limSmOlaBUwnNHbcanXQb6BKYmi41ZQU9WX1i1GoyCLNMJIpMNw4K3H/D53Gsx3cQkSASOmct7cWFuMgyJrmfFRlMUnhKtiE3uDS+IVcMLOklsEiUWnhPxzQ/6vOO2Bo+/2uHJV8u8cKrKdLPEom5RcbV8FTMUjsEywI3VAEctt+4zCXEmCGKNViSIE0UqMhKVkGQZY/0h+3aE3L27y4cf9lk7YPHCUcmThzJmFjPCTBLEGSMDEZUBybrBiDt3p6SJwS0bQWUVrkwMcvaa4PpcTNn1GR3QWfQVm+sXS+sG7/81GUzsAoK/FMDPXDhOEvsYqkWrY+NYGdOLJoN9MbdsFwzVPTZMaUwtVLk5IWkFKRfHM8IkYf1wxN4tMUrFvPvOiIXAQGounl1jenGQX/psDcOMuHdPwL5NISKFresC7tqZIpTO2iGDLHNody3i1Cj8J3kOmRDF1LwuMYwcaK4dU/Yi4iTm+mzG+Kzgj58t86WjNeaWSliWRb2qUTagZMpioqfwoxj50INjgm0JbFMreHcO8NwvXvy3pipMTDklsqwUz4m5MiU5dc0G08QsBitWV77VktBKlFqupORqik6UmOzdFLF7rMv5SY/AEXhpDpyomIo3DLnMwfMB4uXWFwqx/OemUiNL85UwNjOixCSKLbqBTcmN+Mg7Qh69s8mzxzp86lmP8ZkS56bLNFoOrqvlK5gBtq7erAapvFymEsJM0AoEiUoYHQyoioQ7dvnsWBeTpbB3Y8rduyWOaQA1uoFACZ++/mnmOiZfd0eKVDoHtsSMDepEkYNGmVbH4ewVm6l5jfHpjMlGyNo1CcNVAyEUg2XJ3HzAlWunqJT/YqnwvwjwcxenRBwH/+Dpr/zmwFBVcG06I5MZCI1MKHZtaHDLdkmlVGLNoM7mtk6rq7PUlrS6Nkt+iWcOSYIo4dJ4xM15g0bLZkM1nyaJUosgtXn9VIWXjilkmjHQF7NuOKJkxrz9jjYfuG+RdUM27a5Nkhko2ZMJc3B7ToJlJGQyYb6Z8vmDOpendF54o8ZUs8TV6TK2Y9BfFZQNhWf0gK3yaR6DXIFZPdlj9iq3hvPV4LZycNtmTzlJsYwE1424Ng/nrnuYuoFdTA0tKyhiJVlKrdpkqp6SInPrbJpa7N4QsG3I5/TVFD81KaeCKAWzqOJGUjTAljd+xfAwApBIqRfms/zIljjVirE1nSgxsEyTMLbp+i6eG/GtD4fcs6vLbLvNs2/YXJt0+PLxCpMNF1ILy9CxbG15wyyAjJyOdIKULSNt3v9Ak3feHuEYGusGYaimE6cmUVwiCg1aLZ0ky8823bkuYU09ZWJesX2diR84NNr9XB43aXYMllqCZlfRbGcsNBOuzkqcUshIn6LiCIQQGLpgasHkpUOXB7772//OPwg7kx91ymvVfxfA33jjVZRMPxT7SyVDhy1jkqGKwdnrFrNzBt1okbt2tRmsDzC9UKLZtmh1dVpdg24AnUDls3ldg7mmzYgnGfFWdttKycKZVgwySJ0g9piY8AgTxRuXqpy4NM9Pfe8im9cEhJGFUrn0ZtsZcZZyfVJw5rrg6cM2Z26UOXO9RCdxSWMb19ZZ0w+ernANuQrUqsgIEfm7wXLoplXEntmWhmXpxe8UwF6hJpaVRyqYZt4NlTJmtqERKbv4c/OKpxdBO6s5OKxsBjO1wpfz1FcDgcFgX4ymhzlNMQVOmm80o4SCMuQA17Qilq238UNDSlkMQ+TKVGLk0z6mkWGaEsswMI2MwLTohjbNjke9FDE6ELF3fUyUNvnO8Rbnbhh85bDHqWseVydc0tREszSEXnDwJGH72hY/9d1LPHLAQGUVwsSh0zU5v6TnK0gx7ialICucn8uCgdR5+bhOqwsdP5/H7RYaeduXNHyYXIKFVsTbDoSsrVeYa9icHtcZrHdBwfjkUun1w4c/ZBjGR/+7Kvjzzz1Dp9PRz50/LxotwWLLRtMjwqGEPdsC1g3mpwr8m08Jbt3S4J5di/RVXdLMxhAm7cCi41tFBILB7KJisZURRFkeOq/UsqtOFufyrD52w49hYsnliy8Oo6UJP/PDCwyUQzIFVyd1/ugZBz9xOH7O48qEy3zgEkkb19IpW4JyGVxd4RgSuwdqowfqnrtwZXQtdxoKTFNb9k/bpoZd+MWtZZVG5iApBnktM6cnc0uSpw/mqlB/jXyCR1OrKvifv8aKnuLR4+I6YWQw2K/z7ntCvnwk4EarRGBpeKnALqq4mRSfPZE5B9fI5cJldUMrxtkEiSFIDK3YiGsYsSrUkbx5ZBkZlpURhBaW6S6rTnduj7hjW8Jj9zW5NNnkxHmDINH4g2dKXJsxyTKN4aGIn/7+Bu+502FqapjphRJBpJOuOg5GyZWmliwiq5NMEIQaC03F7GLG7JKk2VV0w4xOqFCGJJYSP4y4Z0+HA1u7HL3o8TtPV9kw6LNxRGdsEHShs9gWXLw0LrZs3aW/8Pyz6UMPv/2/DeBSgeeVfvXSROuWrSNdHMdj21q4MWvxhVcV44s6QVSi0dR4siKpljOiKGX3xoD3PdCh45v4vk7Jhjv3GJy+PIxSJq6tFRPyK6bAlVbxytS5VLBhjaKdRDillF/8I4+Dpxz81CRMLKZnXZRmkQgLQ8sHDoYMhWuAU9AQ66toSA/UxnLjYnVsWb7srTjsVoG7x7uNvILnvpAMy8jlQV2Pef6Yxudeq6DbBtZq/q2tKA+r3YTLFGVVyz6TGqnUCSOLb7gn4M9e7fDJ56r4qUM5gygFK4VYz2mKrrPSQienKssTQyqfdDJSQayr5Y6vrikMXeaKjKkXsXUrCpQf9mTPFNtMcJyYA5tibt+Sf89veluYTwxlcPC0QdcXPHWwTLddI4ydfDywdydXEYZeMVMqHzEMI7g2HXPuZpftGwIqg4J2AFGQ8P4HfHasFwSRSV9JUCuXeft+8ON5puddjp6v89IJxfaxkGags3X9/C3lUulXEfzAf1MFX1js0t/nVT7+ycd3jA529DjxuDIpCCLJdEMxu2BiJDprPY315ZxuxCloSnHhcpmfvwhRKomijIFqzEO3pDhGhmGYVE0NirSSlXAeVtrvq0LoR/pj7rm1g9A7/J2fqnPkfB1sBwwL0zJwdUHdVHgGOHoP1Pw5YFvGygym0ZtmKdSH5QqoacsgN418QMAw8pxt0+z95JPp+VKf/9hGipQJkwsGcWTjVDWsgn+vNHi+qgPY06uVWM7rlsVkUpblXbx6WWfdQIStRfipTZAKHCO/zqaRD1Qbae9BUuiaJE56k13FEIi+yuhV5J/n772K3pNXe6uTkcdLGPn+wjRSrNAuZNcE00gYqceYZozrhAQq5nv/rzFENshdO2C4nhSdz96qsvqh7ql4RbSegA1rNHZtzXhof0R/ReCHJlHskGVlkthAJTrT8zqTswJNk1RLMWv7A4KNXWpVk9G6zpmrJhemIn3/ra0de29/fyWN/bZheX8xwBcXZ2m19I/OzV15uGz5IG32bzFIUgMyjZFyXukEK1MeSZYPqSZZcebkMg1xWWhojPTp9NXyjVz+xdUq45RaiXMwwDYlZTdjsM9noJLy8hmbyZYHTgXbsSgZUDbANd5MQSz9zZtG01wZTTP1nlFJW/ZmL4fesDLOZuiiGAqg2Hiqgt4U3VJjpXqbRoptx0wsSn7vyxUwLCw9Pzi2pzh8tQa+urAta+FqRQvPubhOlFh85N0Bj7/oc3a2hG8ZeJnCzvIqnugqfyC1VeGimkRLtGUQ6ZJlwC/HRRcPtWH0OsBaMQCSr06mqRddYblMwSxjpapbVoJtxihpMFoO2LEp5cXjOpemJR0/o2TnQ85Gb2JodWyz6Jnn8r1OX02n3+3nwtU6wPKeIU7yMz6TpEhRWJ6ptTD1EpmSLLUVC/MKiWBiMuLC5csPj22a+miWpT/0X63gF888gRCaVbWu0YnywHI/9Xn41oCxEYfBqoZSBgKNOM2HgTtBL8I4jzHOshzgmsirp2ODbaXLAZQ9gGtaD9wSw1DL6kStHLFmoEWi2vzhcyWuLvZRdi3qFpRNiWNQUIbVFVsUEzs5lzaN3hmSGoauLVfwNx2117MCqGL1MMTy5I9hrK5yuXnfXDY+rdCT8RnBfMtBM0xsLeffqxWUFf34zX7wvFkiVnHwfFOWZnn2YH8lZMNIwPmZmCA1iFJBYqh8wDpTmKki0cFIJYaee0l6CbooQS/BTi77e/ImQv4g5/Qsb8n3ppy0YvqnB3A9V1BMmatFVoadmCSWgZL5sPSH397hlTNtLszWCGJBnyuLTih/bpJpJaM8//tb3Yzp+XziKU/PVcUAeTHQHEMnXPHMIBRSZQzUUxIpeeSWhCAqMT4LB09MsBR+yZLyz/d7/hzAVTQDQpCEGkHooekw5GR84eUKC92QXZsCdqxP2L5OkUUGUmgcWK8w9fxwozzlNW/MIFjeaOTT8Noy517RshWGnmGbGSU3oeSGuHaXqUbE7z3j8aUjI1Qdh0FHUbZU7gMxKVSRVeqHIYrZQ1Hwy1wR6f17s6haPX95monC6JWDvJebYhQ0aXnMrdCeDUNi6tlyY8kyE1KV8MVXXWYXXeyKVgC8kDG1VQoKK9V0NQ9f7UmRhRaeZnkc23C/xqP3+bx6MqSTOgRZvtlMjKIVLsHoGaWyXDbNJGhK5DbxIlojSSRRkpFleR+4t/foUbFesoBpiOXxtnyOU+VHNJoZtqljJxmRaeCkOlmmA4J33Nbhn37rLJ/4SsL1+RozhknFEVSdnDKavejmN3Vy88+cyIxMynz8kN51KMKb0ryQrBtNiaQglik71idsWafYt1GwuFTl2qSFbULV1gh9eP3YxH+Ogr8Z4E88+Qwlz7n/T7/08h1+a4myK+nGinVDMVnq0liq8fRrKa+fjihXcr9AkqS8996IeiUhSTSydMUolaawf3vCjnUKoSzS1CZJ84sjtDxlyTQyqqUIy4zpRglNP+b3njV58vAAJ6/0oUmb0XI+neJZebfR7oHXZBWwVzaIuX1WrFJAFJaV0w1Dz22mcayx1NWIk7zC6XrBlTXQdJVTpuWA/EJ9MDNMM8U08qV6tpVx9LKb7wt0UTRE1JuGHHoc/E3gZsXiulLBez86aaYTxxb7t0T01wJazRJ+5lDOBHaar1hmAe6sF+uQCWQuNb/JahyEklY3JU7VcuB9b2+yrBoV1ytalkqL1dEURKaWy6Oxjm1lJGnRHc10+io63/feDnfunOMrR9r86as1Gl2P2VkL29Ape3mjqJcLg4JQQiQlugjZviHi1m0pcSpWBsiz/Fj1/krGo/fGRJGJH5j0lXSqrs3N2QrjUzrzrTa712cYuk6tlLFl08Ad67e++/7/4zsffGX/7Y/85wGeJAlhwNeFqdo/uRCzd5PEQwNlsmbAxDJNtrd1ZhsWCy2JDCRhLPnssz3rZZ62JKUqnlTYsSFleCDlI+9scPfOAD/MB2etovuISDhyXjDVUDz+comZpSqvnq+iKZsBV6O/krv7XEstH9HRu/iWoRU3SSx7wu1V1lnbzE956Ln+8vfcPyJExsFTLkttK18FhIZZ8NW8yqniOG+1qnrn9MQ0UoRIeOIVi1dPl9FtI6/eRVtb11dtMHucX6xkkSwbo1bNNy5TlDSnKUFoce/egK9/oMNvPlEhyiyCTOAWFKWXNrUc7bDqSERNA9uCqgndMOX8lESncEEasriGYjlWwjYFVqzlHLzIiYkMlotIL9rOTrXCGFeY45L8pLfbt/ncvj3gXXfMMtsSPP5SiYlFh0PnSuhYmFZedDQhiOKMe/Ys8ZG3x6ztF+xcn+ZWjCL8M3dXmqSZiyAf0cuExfikyWxDsNSWLLYlwjAIYkkkBbVSB00k+6PQ/zopk1f+sxX8yrUpyqXyu7/yzNPfEbRm8eyMqqcxOa9xcTJl+4YWb7vNYny6xPySQauTN3JyI3vuRlsJylzZvGVKsDAr8P0MXW9RK7fJZMxiR/LpFy2OXnY5fKbEQsdlZsnBMQyGXEHNkZTtLPeKWGLV+TO9JVRbVbV7lYdiUj7frC5HQhRDD56Tt/P7Km2ePyl45tga6rZgoKaj63kDopcrrmkrTRVDl8s0xdAzTCMhJuaPn+8jUzampuPoOT3pNXj0N3Uyv0pFYUUizC2mhU14Od1Vzzf1yuRbH+7y+18MaWUuQWYSLx8HWGQwZioPN1rlJ9Z1gWvBYF2ybUOH642Ql07UqJcM6rakZBcFIxFFh1as4t85eFdf09jUiRKFneQVPUr05Z8wNmkHNmXX47atubnt/t1dljotDp7ROXnV4ouvl5hre4Spiy40KqbHSLlOFJgcO7+KvsjcXJemub/FD/IJoI6vaHYzGs2MK3OKvds67FinoWMw1xKkSjE7v0BtqPUdd9zxyAvtpakvV+qjbwa4qXdBsXWgOrtl28gc5yYq+FGIbYEf2jz5WkTJXeTe3T6T81UWmybtrkE3NPDDwmhT7HqhdwZO3ubur0hG+8pAi0YU8Au/X+KZN+rMdD3aoY2raXiGxqZ+RclUuKbEsXIT1Eq16QG5t6SubCTtAtiWpXJzUlGxe8B2nfzcnUrJp1pp8dwJwc/8wRhmbOCNSJJEIG21rDToPS1bV+hGrh0bRfW2jATbijl2RePSlAeGha2Do6lVqsaKPPfnjFZfxb97Xb5MiuUJn7xtbxAnFpvXJOze0uW1i2UCwyRMc4/IcqxaL2S0qOKC/PObxXUYGxL8+Hd0+Ok04MVjgyx5LoOOpNqbV7UUTiqIDVXQuhWg9yhMXIA9inVsSxHFgjDWCCONwDJwQpOub7HUdnHs3Do8NhDxoUdiHrsv5u9/U5dnjun8wu8NMNkdYHrO4/EXNOoVHdta8ZqjehmI+bheGKX4oaLtSxY7ihsNxV37lnjv3TpT0xZ+nOA6+flFh85GyFJjy6493a1dP/jyn6vgplhCVxH95YS+isHYgE6z4zGzlGHrim7X4hc+ZfGPv63BQ/vabBjxaLQ92l2bbjG4sPqcHE3Lua/nZAzWAoYHlnj8FclvfGmY45f7UdKmZsOGSj4R75hZYdVkVaVe2Sgu82vzzcC2lqflez6RXtVOcZwUz07w3Ii+SpeFdpef+U8Oz5waImqX2DogEZp404Gwveqt6bm+3KveeQcwxTQTFDGfec5hcdFFsw1cvWdn7W1Si83cMj1Z3U5fDW6WgZ1lKzJhWmR0x4nJYJ/GBx/pcvRySJo5hFIj7vHvrDcJlQN8JVqDZRm361usGynxr/9ug5fPjvNvPjXCjaUag56glkrKxWCCY5K7Fs1ezEQO9MTUiIuCYhl5dqFt6lixIjSLFcDWsUyjmG6yaHed3LJcePJHqiEffijg1o1z/NoXJS8eHUZlksFKSsnJBQCtONAzPx8on9fthtAMYLErSUTCQwca/NNva7GwMEanJOirpcwu6EzOmnQ6GdcnYi5db+IHK+bCZYB/4lNPoNBxtTlmF01uLGrMN2OyNOa2bTqaHXLwuSo/8TGPt9/W5sDWgPt2txgbMRE4pKlJkur5CQsiX9otK0WIGMvu8txxxY9/bBg/rDLgCWp2PlzgLMt9K2qIZRYbIEMsbxpXgN3TqFfCe5ZzTqwsf1CWwZ0PFdcrHaYbAT/+mxW+fGgNJc9hfU3iWqqQDsVK86fY+a/eZBp6hmGkGMW+4cJNxaefqRLpDq6h4S6DexUH18Ryopa2nAzw5myUnuV0OeG1AHkut+bB8k5m88F3+vzOU11OXS8RmA5RJkhk3vBJl/PQV6wPvfc0FQSRQaPlMdyf8ZF3NBiq3eSf/nrCxHwffsmgL1WUk3yfY1vgpORRE6nCSgVWUkilyVffhwLohsIKteKB0FfclkbPL5/h2C4l12Pfpi4f/f4GP/6xjJeP9jEXWOhKwzWLYoBAqtxUFkpASxjuD3jsTp/btia8/YCir2xw6HSHxSWDA9tjKp5kfskhjA38pfMcOXiTNFVvBviVq/Ns3jTgfeZPfnXTxM1ZOgk8sn+JdtemExoILebZ4zp7R3Wqrs61qw6HT0r+9KUA1/b5rne2GO7Lw9CVFIVfW+G5Kc8ctTh4tsr12TIWNmv6oWLJfKaxV6WNFUCvNGiKC7qsZ68kU/WaE70qY1sSx8yK0bFimsfJE6pKXoepRsS/+u06Tx5eQ8VzGClJKnbO7a1eh7PwpvQkQn0VuM2ight6imXFXJ4y6MQOQjdx9cJSqqtlabEnNWraKqCv4imrvRkrR2z3AN6LVjZIM4MkMfEMje2jAScvR8SZlQM8E6S9xNdCTVlJg8318vysS52Ob2EaHqB49+1L/Ovvm+Gnfivl2nwfQWrTn+nEmcQrFAzbhKSgfbGRS4dxIpfvh1mMs1mmhmHkEdT5VJW23ByzTGN5NbVtk05g0fFtamWXf/lhn/F3TfHqWYNnj3p4joamactuyySVjPRHfOSdASXDZrheYrE5yKVxnYoXceuWJn/6YsqLR8t0QoNmADvGYhZaFinDm37oh3/Y+57v/FG/VBvKAa5lV5ibmnqXbff/2LXJmI1Dkqs3HF44peHHGRW3xJZBjaFa7pNG5WP/J8dLnJss8WO/USeTKbI4NkQTAkPTMHUdhIkjBP2eojqYj4M5FvlAwSolZBnU5krnsQdqs2e+74F7udtWnG9pFpM1dh7d4NoRfRWfJPP5/Mvwm08O8dr5Icq2xZAnl6MgHEus0J5eg6c4erDX5DF7G0s9r96Nbsp//Gw/i6GL7ep4es+dmP/0TFz5qNfK6iC0FRlFyZVpmHyj2OPesqjesjhhwSBKLKplkx/+QJfnjvk0EhffMCll4KzSxXtZ6Wkm80meJI9tCCINyzQxDbl80tx772gzWJvnY08GfPG1QaaaZYKSRi1VlE2Fk+Y/uTUArFTlMqghlxtmZjEA3QN7nm5ArmaZLAM+3/TrOLaJa1s0Ow6VUpktwyE718b8nXeHedNMyxBCkmeWa2TSIksrXJ+u8+zhMh0/rxCu7TLUV+Ldt/tUSz5+6PDSyQrjcwZr+0PGRgd/7Nip86/EcfD4cgXvLh0jC0wMeYOqmyClzlAdvvHuPLzFtaHsSTw3r5AgmW9nLIVanhmoDBQGspDZ8oaJwtLyimsX3a2e39oqhgqW5b0iFNIy84jf3pxlT4PutZYNXea+kF7bvHD1LY+pWTGeE1IuBbT9gM+8aPLznxhmqt3HQM1g0JXUnDwvxe1N6Zjaqsq0AuwV5aSQBs0Ex4r4zDMWZ66WQLdxdXB0lWu9PZrSM3VpXwXyN+WDr4Bb1wpFJC2cf6nKT1hIdeLUwEoNksRmz+aExx5o8ztPVQgtkzATeDI/5SKVxQEBvfD/pBj4TQR2lMe+mbq5nFCVScH9+9rs2dxiuJzwxy8MMNetEWYmQSaoZBIvAzst7l/SKzK86V7oPZOa3gO4eBPo8/0TxZQ+BY20cFoZtunlM62FOqVpssh6WekVoAQ3ZiXPHeuy2NSB3KPvOgYVt4Zn13FsRZyl2EbGYjPl4LFrXJkWpEm0QlFeOVNFN2yW5hdZ6lg4TkqlFCFNSaopAk2SppJumFFWCWma8sZFi6VOif4yuNZXu+dWzD2GphV53EW17nXOlqkJy36PZVAbq/lvoWb0JLvehs/Iln0StpUrG2UvpOz6HLmQ8Yt/XOHlM/3MBlUG63quHDiKkq3wbFEMEBebJzP/HKahVn2W3ihcYYu1YxrtlM+/UGWh5WF6Bp6eTwMtV+/e78shPasm0otW9XI+eCEPJppCzwR6BkaaG6F6VTxJdZLEJEpMamWd973N589e82n4DoGpE2UCJ83TYROjeE/zQPw4zhs3QWGXNTRjBUCF0au/qvFPPuzztgOT/OKnAl4/309k5WFBlVRRMvLNZ1Qcdd7bZ/SonP6mBznLv29xr3uAX009VwSDlcwVw1g5dULT8rkkrQg28pyMvmqXO/e2eOOCTpCY+YbWyCmw1PJzPINUY8DLqDqwa5vGLXtySy6AocJjYPdtvHbx1R955tnLhKnGuXGHLE2Z7+QJS8thPAIsXWIK8H2Tekmnvz9vDPQ2a6IXkVA4ynpHhuR21JXoYkNn+WiNN9OB/J91TS43W/Ti6dZ7yoaRFcdv554Q28z5djsM+eVPWnzxUB+vn+3H9FyGK4I+O+fcJVsV2YI5wG2r5/su5DFDFUMBhe9klbHKsSMuTAou3nCRmp0bvgruvew3N1bC5lf2Ebk5rSeFqaJ6q3RFuumdVdmrhknRUDENgzhNiWILL7PZud5ny5DP4csV/FQvJMOcSliZygccCpDHST74a8aisMqyKixILcc418s6H3iwy9jgAl963edX/2yAxW6FwLbwDJ1KKnENhaWL5fnM1QfI6qu6tz07ck4xs+XMGmP5Oqw2vr05xvnNxbEXx6forxrctsVmx1iSHwVp5A9BrptDFAsW2yZZqtMNUl47cZPQ2Poj+2995/HnD525biw0bRxHGwmD0rujboygRL1ssrbPIoqhG0AQUZzZkh97oWvgjYFr96hGTzn4KnNRYWzSV7e/jZWoB6OgGqvfTT0/iVjXi3MtiwOTehFheu+kYiNvmXtOhOsENP2Un/ndMr/zxUECVcGrWvRZarmx0avcy1EQq6KJbWslmHIF5PkKkRurYgwj5ouHHC4tlDAsc7l6W/pK1e7d0B7tMi1tOV8kD7ksuo7ZSpRyLukVVtYk37skuiIxdJI0I0lzJ2cY2qzvi3jvPR0OX6jmnc0096dYveqt50alOCkoVg/cBcCFpq84G1XP9JVPEu3f0mX/1i7D9Zif+u2YhU6V2HJyJ6Oh4Wr5w6z3fDashDD1+gZG4cVZvse91UyXxeq24sfXvipMaMU3T2HSy6v+5JyOa5cpufmDpMg30XEKQQh+KIhixZqBCMfWmZqKuAP73WU7HZGOdt1odhQSxfg0HDonWLcmZcOaENOSSAl9pYzhqkbbt2n5+Qm7mRQFcBWGkRWmKZYDGlc4FKtskquoxrJpKa+ShpFXY6M45i4HVR7bmzsTeyl8oAlZVPGcEze7CX/0nMmnXhjk1dN9xFqJqqPnIT6WolT89MDtFKep2cs/vWHi1RvXwiJq5StEqRTy+kV4/MUKQexSLYsC4Kuqt06xuSqW4mIav6cACZEbu2JfESUZQrAc6A9iebUzdIGRapiJRmzomIaOZRiEsUnJtXj/gyFPHWzx+mWXruFQSsXy1L2pK8ze3KaeLa8Iy8lUmras5qhlgK9YBUquzne+K2D7ulk+/VyHz71SZ65TIjZt2r3AoeXgn3xlF1kOSNMQyw+7XexNLD23Ma9Qzl4YklhlRBNviuujYACa6KlZeZUX5CtfmAiaAXSChOG+mGopV5AWfdgwonP33pj1a3IBAQ+MeinCdUzWDUcc2JZgGBknryiOXfHwQ8nOdQF7NksS6fOu20LqJRspTZTMFwpNY9mm2Tu5S0lBpjRkJlbAqVZRjOKc+J4rzzQSkjRDkWBZKQsd+MNnbTxb8egDITUXTE0vplbA1DOEkXDmhuJff6zGk6/XCVQF3cqzTmpmbs4qWfn+oEdJnKJ6Lw8U9wxZvUZRD9xFBIVp5KpMmsY89ZrN2RtldMvMhyyM3s1bTU3ePPKW8/w8wtkycmvD7GJKp5uH0TuWKpyMWl7RDA0jKSpgqmGmPQtyLhcGkcX2sYj33NvlxI2AILbp6gKnN9Km90baVDH1kxW+bP3NQUGrcxJZFTWRaZRcgwf2Btx/S5v33Ovzsx+rc2a8TKLbJLoBCiyR4uoxtVLCe+8PcW144gWX+bZFahq0Y5MoMTB1HUcXBcXJP1/PxrD8kFEc+VgECSnUClVZlWabKUiQDFZ8HrotJst0DmxJ2Dpq0gl0Tl7RuDhhc2NG0bchpTIQ0enEGEcPPY1p6Cw228x3SgSRYveYZOeYTrNtMTnv8OpRyXwn4Suvx4ytCXjs/gY1Nz9FYCXWWC1XhTSF0X7FlrWSXmqpoRfeayELs1LGxZsw38xzvT/5tMexyxVMK1cPbk6YmDr86pci9CzkB9/X4Du/rotnKs5f1/nsiw6/8cUak4tVUuHh2iY1C2pm7jr0euC2epX7zUE+9qogn7zNvyI55mdLJthmguuEXJxQfPm1Mn7kUq5qy9y7t1Fa8aOvdFxtK/eDlLx8gGO4HtPwQ54/adBuGQzVcrrSKxK6pi/zVzPp0RSN/4+59w637CzPu3+r97Xr6Wd60cyoSwgkJJAAYzCEZoN7bCcuceLEcftiO3HccU1sjCm2McWmiiIEAvXeUNc0aaTpfebM6buuvr4/3rX23kc4cYLt7/rOde3rXAOaOTPnPPtdz/s89/27Y1URJ7kmBFiNmsZ3vybgtkc77D1l09MN0abE4oTUis+KXOIl0mKKU0Z3y8VFs9CvrPFOCtFTkirYpspbr+5x1ZYFPnFHl1secTl8QsfWc374LW1+6u0BWaIzMyHajh+5MSROMgwjYfdRlc/fa6MZKgstnaMnLUAThmVJbG41NSfPMmQyNsyETNcj4qR89DN4F0qIxVPVTnj7dQnrxwwMxWZxxeHYWY19L+es9nIyErZOB7Q7Ms89s5v9+46SZwnqnY8voyoyq52II+ckGn7ARDVhoQPb1/VZN+WxY73JmXmFg6dUXjpk8cS+OlGSkudrBealcTiKMrasC7l6ZweVlCxOueaSmANHRUiUoqokuc5je2yOnrNRdQ1kFU1W0BXh1hn3xL90edFhsZ3yqx9Tqfrn2DCZ8vP/o8beIy6pbiPrFp6mUtUyXE20I2aBX7N0aSDUsgaFPey7hwi2bKRFGRqKDSMiJ+L2J3UePeCjWjr24PFb9N/lxOQVp7ipg2VmuKYIkp1sdqG1woVuhZUVD0PLgGzkIj4yeVAltEQanOJ6KpR7sabR6Zpce1HIW69r8+Jpj16s0VNkTFUqPJvF6S2XRQ6ynBZ3I1lsU3P5235uQ2hQmYMkgKNT9T6/9ZNdvvemHv/5zypsmEz4w5/uQV5jccVnaVlFkqDqlKSBmHWvjnn3dSGm2eLYeXhkj0aWg6pJrPYUXjimcu3FIWkMUi5zzUU522YkeqFWxNSMqncKzHSs0un5HDnjcvCEzpkLGcvdAN3ss2VGY6krMz0e429QmF9pEyUxspShJlJChoKshcw0OjQ8DVW2sFWNE2dlNs6GbNsQUK2qWFZGGOlMJiKcKEceaDhKq1SWQZjCctfi1geqdMOMNEm4+VuC9i+nMoqiIMsKpikxUROXNUsR0drm6GJHEX/m6RbMTMZEKbz/Uz57DrlkjoOsWriaQk0ruIJasf7XRA9mFie3oRfFbZSUqmLZpOWFqEus+Q192HfrWoxlBBw4lfGVhzyQLIxiLW+oI6f3COF2YCIo2h5TF3xy14px7RAz6BOmDquB0Fnopc68KOqoLOxYjFTjciYey8SqSJqLYo0sM3jv6wPufarNcycsOqqBlQi7nIgtzNdMOCRZvJGG/YkYc62V7QqMRTYwCEsD36iZSly+tcd//fE2X7zX4aE9LjO1KucX6+R5OUIUenlxUAiLm6YmVM2YH7wpQlMTFCUhzWJa3YSqD0mk0+nZLKw67D8iyLJZNtQGDc9x8YSJY4XdhxMOn+6w1MoZr6dsGLcIA4Usyjm3oNBzI2Slj2lAToo6URVFZNQl2l2Z+aUUy0x446uW2XvMohtlfOmRmNWeSUWX8SwJw5CLBcaI1lkaCnySJGe1k9NYyZjvyHQSgygxcSvi0W4M1tuZOAk18cPWNWlAmdJ1gSp2LIXrKwHvuSlmYjLhw1+WyTUDWRHFXdeHJ7f1iuI2tALBVpzcpi7Qx6LAhZzWKDQsJYrNKLyHph6R5REPPaez/6iHrOtYqoSlZmt4Kuqo97PI3iwd+eWfbRpiVq/KCVKWEcYS/RjsGIw4L9bgYmYsRn0QJSJTZ7j0SdFjlUjT6AYGOzaGvP6qNgdOufRjja4qY8hSgaxgiK0YTKHKklGGRZ7LQ/MFQ3LYYMJSdOqylGNGCU0/5esP1Xn4BYfvv06n4pg4VslKz0aehumap6EYGaaFpkfcwc7OyQSRxvKqzblFi5W2QpRII46v0XRqMaWzjJT1kz12bu7QDhKefMHh0JmU/cc0rr1YwjQyDp+zUSSLhi/cZWqeZ6gKLLTg9LxGFBvc+VzOyfmco2dhbsUhCmQMTUWrKUyNifg8XR0RFY3atEr6URrx8L6cVl9w7hS51EuLHlEfWYqU5oUSm2boMpYpkhoalZyt6yRMzYG0ha4pSIqBqcpUVVHc9sAQsbYtKScZoye3oQ9zMU2t5HuXJ3g6RCYYIacWUj5zT40wtbBsGVvJilNX/FsG6kGVge9TXDrFpdIYmJUTNCVBljLIM+IsJyxS0OJyUVO8kkSA40VUdgHvSYYCrDgWCXW2pfOjb+5z++MdDs5ZdDQTU5YGXshhgedI0jCbXhyJyoBXniMPMMh5Jg3albLI5MJaGBsRYRSCotMPHJ5+IWfzdETN1waJc2Iln2Fo6ojsVgCHyqmZWo6Ai63q3IrEo3tk8jQdRtTIQ2d+abHTVXAshammz4Svs34sZPN4xvxqwq6NcNFMRj9SUCdi+nFMkqhC6nzTTT86vrJw8L8dOfgoeawQFvEWQVBj0zjM1hU0RRBXHVPCtgSFVdcKumupgVZEwThWgmeHHDobsPSMS5oZVO3S/V6ucoc0qaEyrUxpkLFMCccE38loVIrHuxHy4jGZM0smsqbhawiPZlngRgHONESciVFcKMueWyQZjxS3ng4UiIOTWxNWNEOLyKWQWx822H3EQ7b1wVpeK6Wx6revqTVlVD+TD7auqpIhK1mRqSPW68I8PNwvJEW0SJwUnsVSgJUIGXIymKgoJLFKr2dw+eaQ99zY5oNfcghijY6sDFz9ilzGwUgi6kQqZiYjJ3lpm8uLPExxeqpr+gOp2D0EocFELeKiTX1eOlWhHebMLSVEcYZrqyK3yCxIvFqOXoxfdU0ZRKEMDNzFZd53Q3xvmSMLAcdPu/gmOKZ4Cpf/BlUeianRJc4tKNimhWWYaKoIwDW0hJNzCVkutOoXVmRuvP6q/3blZdt+Wl1dfrGysjr/lqWVDk1fwfe6mIZEnskoskzd0+iHBqoilGGOFeOYyUhAUfHoURIWWylHz0ucXk357P0up+Y0ptwc3xITi9Lcqg8uZfKaqYO4DObYZo5rpfhuQt0PaPgdDL3LVx4ymFv0cW0FXxMST+FOodCWMJhzD0/vkZ77Hyrusvcupia6HmMYASfmUr74YB0UC10Roip9jahqpE0pOdoDwFA+PLFUUdyKlBWZOjlJEaZa6kjigUMnGyoKi5NcvBFEkccDKa0QYcWxwftu7PO1Rzq8dN6ko9roiTwI75KLzBzRRmaADGQjbBaRO1ren/K87MtVckq8R7k9Npmoh3zfjSv85t9VOdexUKSUJMsIo5i+mRbJc+UItrS8ibZTK090tQwPSJGknA3jff71W5b4/P19gkTn2Fmd5RVN5HmOzPANNcczclwzw9LF978T5VQrOZIidOSuntJwTAw9oh8vv+Xg8WMVdaYZYCsRc6dhflVmzzGLbl/FNWQm6vCeGztMNFqoaojvBJxayPn8QwYrHQlNyweSUEWVODln8vQLFqauIecaMz7UHXCsQvexBukgVHyGKqHrFHk3InrEsVJcK8Z3Iqpel7H6Kp+4A75wbxNFM6npQ4e9pVNMSIbYY9NQhhDNoue29MIlVLQkApQvRFrlS1wuQ2Q15PZvmbx01EM2CsfOwNSQv4KQVUpti7iPUj+jlu6erMiqzwqkQyZUf4MowfzbXkOF4aiUVpzm4kRXSRKVXmhw0aaIt1/X5uiXbeJEoyPrGLKMImXF5KRoqiUB5xzEqJTjE0qmobRmelGiksXqXLj2dS3mh97U4sSF8/ztN2ZRJZU0E9oXkSmUFWPYtHgiKyPMx9IYXiZxiPtGlkvsnNH43R/vY1ltnnhR5sR5BVUV30upaAFbXZnbHzN56byBbWvosoqpKrzhSomJOjiW2GqenYdj5yQOnkxYaAeo9zylkMcSvV5MN1S5dBOsHxdLDtvqs+9EzG3fgnPLFSyzThzB+QWFIC43i0JwI8ZmEg0TXAN8G1xLHqzGS6vZGuPCAEcsLim2mRb2MmExq7h9qv4qC50eX358nMXQZ9KVqBhZkZ8jiruMGRlsKcs5t0ZxqVxrPDYLIf7wYlme3hGWEXD6QsZHb6sQKCa6qmArxcRjZBtXymLVQjFYasGV8jXQaBS8kpHJ3BrB1YhxWLwyAa3MRgo8GbGylZ7NQituJDr/7h19vvpIl6MXDAJZoS0pKJIkvu7Q6lyIrHIhay7NEZQw/vLCKQ8WMHmuDtoUSc5R5JRGJeU9r+3yzUcXmG81CVONMM0I4gwnyrGiHCvMCp1PtoZ4MBTYCf1SL5Dp9FV8x8CzI6Iw5oqNMa/emqCqiQiiLfJAw0jmxp0ZQdzHsdrMrabc9qjHA7stDN1AVww2TvaZHeviuSrXXxyyeV2IOtGUIM5ZzWPmW3DwjMThCyqGkqOQ8fgLPrqsMW5K6IqEZMH4jJBjJqn4TigFLUkv8ioNfaTY9OE/Tiu0G2qh+RgWtyg420qwTZEVX/N6qFqbWx7O+eS94+w91mTcUambGa4BtjmqLRlOS0xDFkYKg+LEzl9R4EP0cXmCi7GWSF4L4oiPf9Ph7LyNpGoYioRZ8PzWFHFZ5LKErJTailGc2ghxarDlHQZrpRRZRPkrij0dYiDK9IR09BRPR3ty4ducbkb81L9q8UefMWjFGh3JRB1g48oleD6ADQnYaSac+BRWNxTRrhT6lCFeT0UeuXDKMuxaDx//1UU+fV/IzQ9O0ItMxh2FSpzhxDnhGhrvEMC0VmUo0dYkTF1huS1jGRpWOdkqLqWyLL5fgrwrWjdJykmilIYV8zNv6/P4gYg0TwsjTEoUySy04PxiiuPEqGOeTrdjEqgmr78i5dmXDM4u2hg2pLnMmy6lWIqIR3GWCTTyckvkN+aUBT60mw0NwoVyUKVY0TPCxRPfALMIZTWNGNuM8ZwA1+oSJD2+cI/K//zCBPPdKuO+RNPM8Kwc18yxTZF+ZhpysaEs+79iQ2mUhT1sS4zC9TP4XGjIDT0Up7cV8Ok7NT52S5UwN1EVdSAyGgCBBn7LoqiLIi9VduXpXZoLhLJS9LLlCjEvENLZoMCLXw+MxOIiKryaxSp7pE0p2SlJohLHKoam8dPv6XPoVItP3m4SKyotWUOKZSSyIrGuLOx85OsicMtlsl2Wk+dK8SYYnuSgDgq+PPmv3CqxdV0bz0z4wgNNzrU92pFCzcrwisv/MEYcIaYr7yrKiO6maFeFsVwtnuzifiPEVUJUtdyCTl88eVRFRdcMTMPFNXM0Mnwt4cxyylMHdRw1odd3mVuuoKpqCEScXZB44ZSPqkts3ZDQrCRsm0qIYhWkIq9RTVHklIMnHdLUwbWHAv/yLzYUL6VC9qoMBVgyhZa4uE0bIwGqwhjcR1G67D2a8MGvejy6v0E3dJmpStTMFM8sov1MWZzeplyMpkbi/dZcJv+BU1svtCZ62ZpE6JpoTZZbCV99qMZKbIJuoMuyOL1LhMToyf0KVZxc5kmOnOBloYvY7XykVShag/L0HngpX1nokriIjrp+RhiGcaaQpBpRrONZMe++qcvXHu+x1FWJJIkWKiAPUtDSDNLi8+BNlZXM9nwQ45gVl0/xWVrzyvIhtL/uK/zK+7pcd/EZPnJLjScO12j1TeqO8Nw6cUE5KA86JR9IqaVcfFbkYvqkDQu9RIKoqvje5mScmOvy8pkYSVZQFXF3kyUR67J1OqFRkXGtnNftjDi/JNB1cSah9kKVVk9lflVhoauQImGqOd2wS7W6xBN7TSGcKaYUdStiZVUlyxzGazKWufakLPMpjYJUKkkQpzJBKLZUkiQKvHThWEVYlGn0OHQm4r7nNW771jhPHqhTczVmKiK30imL2xBjREsfGUvpMpZZXFT1MkqwjBNMB8zDgUJQjYtNWzzQk5tOwJce1Xn6BZtM0pEVRazkR6SgypqXtPaSWVJcB1r4YXHLxTRilCmclXHexQn+yl48GwH7ZOkI+WrEnDxkqGikqcard/Z526tafOYOjVyRCZDIc4Ukl3CybDi5SQsXUGlWzvLBSV4WfZnWJmbjcnFyq8V/L0i4SaJQ9TTeeW2b2cYSX3+iy/3PVtlzqkI71KlaOZ4mTnNDzQdsyiyDfiwTplLhMRDmc8dIi81zuaSTxCYL/gAAf8JJREFUMA2FsZrMRZtyxsZDbBt0I8PVhfHm4X0q66YMpmuWqDdEW+dbGY6RoWa5sIRtnc24vt5i75GMY3MGy22Fm++tc/CYhqaITaCly1RtmXXjChunYLyW4DsJtpngWDENP0TTQsJEKAQ1LSEHwsgiChz6kY4EAxeOa4X4bo8s7/PNJ2Q+8uUaz5+uImU2M3WJmpkVgax5EchaKAKLpYI1SB0eDWYdwn7MkRS04ZQkKZSMcYGBEKf30TPw93e6zHVNMDQ0WS6iSEaLWxrq3gftiDTYtgnhfl7o2Flb3GvwbfngBF+zLh+coOWJWmCVyyyfkSIX6QkjRR6rNB2ZH3trl8f3Wxy9IFDVYW6Q5CpBKmOnOU6aY6WFI7+c3BRPEcEKzIeneq4UAqySYT78OwwJACr9QGPn+i47NvR45+vO8cEvd7jtW3VOL7v4tkLNFO4gXRVP824k0U1jwjgkB/TCUhctqpiKRNMV40DHANfKyHOVjdMO12038N0I24wxDQ1NjZhtZMwtSVhGh+NzMs8f9qlYCROzBaputaey3NY4M68jSzH9QKHTVclSlZqu8N1Xir5WU4U4ybYkqm5OsxrSqIT4Tp+630NWAvYeyzl0VuaeZy2S1MQyZRQJtk3lvPs6aeDCMY0I3+2Tpl0e25/yhfsdHtxX5/yiR8VRqFs5vpGK9XuRNjzMrFSGp3ZR3KYhXPqiqIu+3kgwCzaHoYuTWqzgYzQlRlESFDlBURPiLOFvvuzy6HM2qBqSohbi/W8/uQdj0dJrOWL0KLeH5QkurZER54NFD/kwBCD7tleRO5mvPcW/7SQfAednmUKSianK9Vf2+Zn3rfJbf6USRjkoMamk05M1QkWhq8nYqYRXFHucDQlZwpVfgITy0aeKPFLYw8mOwB2L2XwYq3iOwSXrurz/J7q87Zoen72/wtOHapxvO1RtCT8TUE5VhR++KWD7TB9JTnGshDhLuedZgyNnDA4ccUDSqTsydTtntRuz0s44ekbGMS0M3S4GGjmem1JzQlwrwNJlxmsw5ibUvQTfTlDzNCMIMg6eVth3ymR2LOQH35jiOaV9jEJ9JqMoOaYhNpWKHJDkAZoe8PF7TI5fsHnqgE2/pxNFKo4m4VsyviUxbsqcnU+ZHuth6DFVr4sst/nI1zX+/o4JTq9UMTWNmRr4RoZrFFruUuY60HEP+20x/84xjXJ+nopC10XCsYjtFpoSEQYboGsRS+2EfpQiSymGkdOoJTz4hMHXHrEJIxVsBSQZTSoh9mtRyMqAdVLiIKSRwi+R0OUF85VFzitalLWFnQ+A+GKykQ0Qy8P89zLzZhS7nBUpx0mq4NgS77qhz70P97j3iZzqOBiGRC4pJJnGyqpJpBr0TBVfk/CyjETLxUU2K58cWVHUafFUUQZPDMFOLAi3hYwgSgTuLYo1+oFOxe3znhs63HDZIp+8s8cHvzLBYs9HtmUsLWVdDcbsClMVD9+N8Z0A0wi5fENEJ2jxzEsdjs3LfOlBl/nIZG5OR58DzxJTGVVh0PLpao6iqHi2xesu7/KWq7t0umJ8rMgKajfNcbyEt76mjSQrnJiHhW6AYfaJ05TVvsJKX6cfCHmnquS4Tsa+4zIPPOeR0WS1paPlYjw3aUOlmeNZEr4jU69ozIwLSr+mJvhOD1lu8+HbdD5wyxT90KPpytRMcfu2S1NwucDRpcFF0hiZklhFYZtGiWgrRo2mKGzLEEkEthmgKH2efDHnyHmFv7uzwvyqAnnGpqmIH/ueHvc/p3PkggaaBAjdtCoJcb4s52tZg6UjZU1CBIN5tzwyTlt7wRzVp7KmRRmOCkcmLGteRZ88uOBJA0R1XkpccyGYSiKZLeMxP/g9XSbHY/719wRsnMzIMon5VYXP3GVz8KzF4y9WWYoseoZKJc3x03JyUyL4sqIVKhdQoh0SG9XSNypS3MICxjlkFqq4gUbd7/Lz7+6SJuf4yNdyVvoVfEOYXw6dVOgFJo1KTtV18OyEihvhWhFvuCLkjXLI917fJpeWuP95jf3HTGxb+AryXCYIZII+pElOLslU6hJzrYxnDpn0QonvqyU06n3UMUeim0vMd0FTUxYWdQ6faOBbYlHQD2H/qZTzqwnkmYjAUGVUWUGXwdZggy+WLo4pIrBtU8W1FCqeQt2HiUZEzQ+oeT0UpcNf32HyP788TZq5zFZzqkZa+CYZum/KWbpR6rfFqS2mIyPFXVwkrZKJYkZYRoRj9XGcLi+fSvibr1vc/pjPcsehL+mkSJAknJlrs2Eq4e3XBbx02OCJAybopcWuEBqNQOzlwYk+mjQ8NM0OTvByOfKKz8M1Tz4ylcgHRV6O4PIy+z0ftgyCXzgMrRqdaJTGBSkXO4YnDmjc/rjBW68Ned1lKWQmUaQxXcu5/N8HLPU6fPPxFn97a419J2pElkloyFSyrLiAji6eZBFJmJU6mTJgViaOhck5iqU11NkoFuPLKFGpeRo//542UXKBj98uM9/18AwwFmOyLKfTU1lxVVxbwbU0HNPCsRNsI8EyY0wt4T3XxrzvBrFlVuSULJeZW/R48ZhPP1RQZHDtmJVuzNKqhqLk9AODxZaFenIxY3kJWgsqW2ZyXrUzpeoGhLGKbaQcPZtx4oKO19QGj4eyHxWgnBKOKWEZihjhWTKeDVU3pebHjNX6TDdX0Y0V/vYunT/8/AwqNtO+4JS45dJGLzaShlToGeTBbNvQWbO0GZzceoJpJIPCts2QitsjiHvc+ojMJ+5s8MDzdXTDxLQUJjRRtK1QZ8zv8943hrzpmohDJ3q8fMZkOUzJtbWSTak8mQv8wzDfZ3iCr30DjLYn5eN07RGeF4vzVxb34JKXfftJPkimK80J+cifXGSHLrfga4843PpAlXYn4LUX96jaFbp9A1nOMbQY1wz4t2/psW1ynk/c1eOup+vMd3xCSyUq+/KMoj/PB9yWRB8KwsqCDmMZMxbMwjCWCaPiFRcJILFKzVf4lfe1yPMLfPIuiaNLboFoi+n1U1odUeCOpQjRlqEKQZ+eDTAepQJRlQUaDgJ2H+lz+KyJZwhYZ81LsI2cTWMpm6Y6VKs66hWbNNp1mfNmgqTmXFhJuOc5iVbg0HAlgp5ExZaZrKmYxbJnVK+gyFIRfyF6ZccSQinPTqm4EWP1Hg2/xYn5LvfsMfngVyexZZNJN8O3MlwTnMEFcjj2M4qNZOlpNEpjgpEV/MHiImmIZY1lFqe22ePgmYjbnjD58y+O0418PF8tTMgFRF8VU4MdWxQuW+cStQ3+4/f22HOsy80PeIVGoxSUFsU7GkkycINL39Z7S/9A7/1tRV5eJss7Z9GCDIt8ZAE02qcXJ/hwlV7qR4pJjpJx56M6H/pyg9yq8OTRnIeeX+Xi9RXyXC3GsjFWYNALDK69uMdVOzp84Msxt30r4MWTNeLUJMpkkqzEYRcX0ETEi0RJTpSKJV08OLGLdiWCKFYHxR/Hoj+PU5mGr/AL39tCU+e4+/mYI+cqtAOZyTCj2o9wLRnbEgekacgFrUHoe0a/d4oiBg/TTYnrLgm5dGtAww/phSF7jlhcWLJ58aTE2EyDqaiJev01zdVDh1bvmjtrvlPKEhxdpWbaTLgqng3utIzvCLls6Q6PE6EjiFNRBpqaF/PvDMdMcZ2YuhfQrHbohF2eOJjw+5+t8fLpGmO2yoQvIDyuJeGYxVz7FdOR0lJWntrGwHWTiR+Ung4ukZYR4jl9XLvLA7tzfu2v6uw+Xkc3bJq+TE0fQn9cU8KzZcbrGldeVGduQSVNVpkcT7h0U8Q3H4/oZqWGY/QUXyvCHz295ZHLaKmJLzXygzX9mj58eIJnYte49iQfjAzL15BjOOQaDs0JIIwN/TBj/zGLXuDi1w3WuTmPPzdJt60zUc+puAmuFePYGlGBo/Adjf/6wx3e/bo5/stHQx56vsl8YhOkCpUiHycqNOtRCkYMUZwOkx/iDCOWCSOFwJAJIonQlAVeORYs8bh41Soqv/K+Vd7zuvP83mcD9h+rsv+sxYQHTTfDs7JiYiZaUq3AbcQJ9EPxJhN7FAlLN/BdA9fK6LRcoSDs5+S5immrrEbuXb40s6oY7kT38Imlo2cWtJ8+cDJjvArX7Oyz0I7ZsanLri096rWAeqVHxeviuX3REhQthWen1PyEhh/RrAZMNbvMNFdRtBW+dSDgY3cYfPLuJvMLNWYqElNeRs2BiiMuoa6j4NriEeXZCq4tiXW8neFZKa4lNOaOJS6QIscnxjEjbCvEMfvUKh3Or/T54oMqf/T5MfYfH8NybJqWRMPMxMLByvFtiYorLr5jNZWaL4leXk8x9Yixasg9z9gsdBxcXcbWxGm/Fuk8FI4N2OVaiacrc+xHHS1isWRbEXMrCd98zObssmCrWAViQS+Rb2vyPIu7jjoacViaRIagpBJdZxshZxdj3v+5Ckv9CmOOzKSb4VkSiqIiSQJ9VrJQhLhKrP3TTGG2mXPVti6SHLCwmDO3rBHJCmm55BnM4ofpEiXsc9DGlErIgpY7mNcX0SxC6mswWZO44ZIu22bb9JOYwxdU5lZLBHdOFIlAhTDK6AUZK92EpX7EhV7CUj9hsRsz1044MR+SpR0qTpcH9urU/YxrtnVpViziYPnH2gsHDqpzrQRZhn4/w9Rjlrsp+4+qzC0qGHrCPXvEuzFNUpJEpDVVnYzrd+bMNFIMXchaa16fqt8lSvo8uFfi3mcs7t/js9KxqZkKW5oZFRMcUxIOEEvGMRUsUzyWRpc1lp6t0Y/oWlZsIEdQbZo4uSt+l7PLMX/wGZ+bH2wS5B4VT6Wu51SMYlFUfF3XlvEdFc9RcSyxOi5xCUmiMl4V/f0gw5ORtmTwefRSOdqisEZ/UrYrUjn/Hix7Rhc90qBVGc7Ah3PowQle9N4DRPLAMzm8tiJBEMPcioaqiAGALImpSK+f0uoKgmueq2suqFkmkxUTkm2zXf743/V4zY6Q3/7bmBOLVULHopfKuAm4aoYZU5hXiiCwUIDzy+CBUMsII5nAUEb6ccHTCSKR5twLNBoVi7df0+F1F7d4cG+HO5+xeXS3z+lVi7qtMO5mVCyx5p8ay/mey3r4fgBSRhzr4hIbZ5w+pzFR17hkE6h6Tj/O8d0unhSJqV+rawpjqRozXUtQNbAt2DTdZ+9hk4VVi2ZFZmk14dRcSsOTsCY1wkDB0APG612qXovT833+9m6Noxd8nj/k0l418XSFi8Zy/GIr5RQtiW0qot8q1u6ONdSCW4MljYiZFk7t8nNSMEsibDsAOeCLD6h88p4GT+xvkEgODVumZuT4elZsQMEt3lSOqWBbaoFvEyegXMTu5blYXJTpcK/MuRwUuZx/2wVzOCocmYOXSsLRQh/UdzEhKWbc6QjTO13Tf+evuGQWPXg2LHLRqpTSZbEOL9+ceS765iBK6QUKqqKgFJjiUg6+JpQ2l/AdhXde32OiPs+n7+5zy0N1WqFN39JpK/KAKmCqOaYioatlEocwIhhahhXJmFEmRoaRQhhLorgjmX6o0AtUOn0dz7aoeX3e/qoe117UZ8+1fY7OK9z6WIVjcx7jscK0n2GoGq5aZWMtpFHpc+K8zoUli9lmSsUMeP6ISr+r4KQKc6FKzYWqJ5xR6mQ1I0dGlTIgZe9xidWuzIRnMlXTeOMVUPHbfP4hhc2Szs51KuunVNZNRkw22kw0FvjM/TKf+maDs6sOhqzi6zJbmjmemWEXm0jTkAtbUzFpMSUcUwAWh69kMO4rjbqGFgv6lSJc2ZoqMGrHzud86i6bm++rc/xCBcM2qJuCQ+jqwsbmmOJr26bweNqmWrypRG+vqcIfWOLhymnImtN7TRGPFPYIgUkp1vNDoZXAzpXoOVnKhqe4mOmJ1fjAyT6qCWGk7x4p8nxY6KUeJHuFEKo81XPEn5ukUpE5mROEaYFOk5GlIeGq/NcOSFeZ+Dm94QrRQlyyIeATd1U4et6lI5v0FQ1ZFm4vXRFjYlcriAZaYUIJhSYpiDJCIyviTkSB90KJbiDj9FXaXY2VtoFnO/hOyGt39blR6/POa+f52Dc73HxPkzw3sC/kPPWixtyyxc6NOu2gxVceNWg4Bjs3quyYSWlU+rS6cOiEzsKKRj+SRZz5RKMCkgrpKnGwytZxi4orU/ViNL3H2cU+33jGIA01LtmosXVWZtNMn23rlzg21+Z3vuDy7MtVpFhnYwUqpkAlWCWuYTDqU4oik7DNHMdMxaXUSnAKHXjZV9tGiG0F9KOYM/OQpBmKnKIoKTlwx1MmX7zf4/AZn1C2sR2Nqs7g1BaoNjFTt4pbuWUomEUrJKYyWeErzQreYcL8ikQQK0iyVMy/R5c30vDzIMl3uJ4vQaFrT+9CCy5nazeZhWw1yeVCGiutEVwNi7wUYuXFmr484csCZ6TVEPeBiWrMYjsjzmTirLgcxiMFrg5lBkjKkHL1D6Dcmn7Az723z9uun+dLD7S4/UmbFA1JUpAUmTBRmZs3WO0YaLqCa8j4urCWOVGOE2WEZk4QSQRhRj9U6JsyPVOmY0jYuoxpqKwYGpZh4lg2nh1R9fr83Du6XLfjLH99R43dpypESUQQ5qSpyY5NKT/83as8eUDiucM2hqpSdTwqLqz2cxpjDfyKSxSnqO99z9vQdZfzZ/Zw6tAtBFnMoTMquw8n7D1uUjGqTFRVtmxT2DyTsX5yBUlZ5Y7nYr5wf4O5Cw5TLtSaYkJhGSUS7R/wW5o5tiEK2zZTXCvBsSJ8J8SxAxyrR5gEPP4i7DumcWrR5v4nLVa6srB8IZ42QaITZCayZuBqMlU9H7jr7bK4dWn4KiY0Ys5eSjjLBGOBNTC0lM/eY3L8vI6uScVmcrQ1GTnBpaHA6pXuHQEOLYm44s2z1vBQzE/yjDhTiEtW+KC4R5Y7RVrDUFI7sqZ/RcZmkiqsn8z5kTd3+dW/SYkyVaQ8pDlhIubEepyhhllhr5ORpUwU69ol64ByJeA/ClunA37thyN++ft75FLREskySx2Ze580OLuk8PxRi2deqHB8xcI1FOpGTsXKccOsaAlz7CgjCGXMvthKG4NYSLmYmGnYpolr2dR8l1dt6zDV6PCFB0OeO1hh5XjOSkdlcdVm66zB63cFuK/usPe4womzCs8fkphrqVzz2qu45lWXsNrqoq70LBzJ5uS8wV1PqhiGThRr1ByH91wr4btQcVN8p4dhdvjWyxF3PWNy/GyTpqVwyTRUHBnXlguVn1ywtkuXeQG/11OR6mUK9WEJw/GdPqra4+i5mPl2zucfqPD4Po92y0Y1xBw006Cf5CRpIo4aWUXTVByVgkNYOOs1UdxraFZ6ueIvzcdDTFvJ/xa8jpg018nQMGSxqh+KqF4xEix+LZSFZWGPZGsqGUrpppcLw7GUDQwP5Kko8DwnzoookkEgVblBFLrwLFubpjZ8lRSqMhFBgVxBk1JIEsLUKMZ7Ivc9inPCSKCn1agE88vFU0ZGQhl9wKyhXSWpSIlQ5ETQaFONKNAxcpl3vzbDMiNWuh0e29fmCw85nFt1OXbaZTnSaJg51Vic6EGUFlOrDEMfxUsPNeGWrmKbKgsrGvOeyXjd5Rffs8rRuQXuftbguZc8Frs6h06rVBwL37Wp+wnrGjGTtYws6bNzNmOsouBoMupYJcM0M9ZPxFy0PsVzctZPLJHlECUquQytbsRXvyVzYVVj38Em477K5TMCoO67Kp4tFwAY4bNUC7PtgPWs5Bh6imWm2EaMWzyGql6Hs4sBn79d5wsP1zi7WEHXdKomTEyKi4wQtcPJlsJippIrOZos4as5vpbjFJcbWxuiI8qNqFjxD4E/hlGM8kagNJqaYmgx7SBluauQSaowOMj5WgWhJKFIQwfPwLYml7EnoqC1InJQVVIUJUGVxd1BktOR6kkhi0kyjX5WhLtm4kKYlDa10ZDXNVtNaTAXH/TiRYhslonUX8eOCBObIJWIEkksZxJR5GqUFa778mk0AuQcaVcEGGgoA8hzGVUREM9+YHNhySOMVGRZTLpcO+Kmy/u87TVdzi61+OKjFp+6q8HheZemrdJwxNbaDoXqUyBD0gIKWtJkC9ODIeOYMp5tMLek06hYTDb7/Nw7Vnlu1yrzLXj4eZPjywbyipjwZZnM7JiJQsS2OZnxWY12W0WteimWn8/tf0m+58j89Jurq0skicH5RZWXTimcayFivJc1GhWV126XqHoyFVeh4ooT3rdTHCvFs2JcW2jAu31xg84RfGijEEJ5doBnd+lFPe7dnfPZ+ys88GQDRTNYV4WKmeGbgmFS9vGSBPK5PskitEITS5FwVZGpaQ8QbAUXpfg9ZXEb+hBwb6ilT3C0wBMcO+Lpl2Se3m+RZuoA6DPor0fsaHLhwRwWdj7kY78y9kRNUNUYTYuRrYTcUCEC+ikYEbmi0U91AlkgkA2FoRZk5CQvW5W1p/hIeGyhJERSuebikKu3d3nkBV+M6hKK4hbcQk3NiQrqrCLLhZ5dHjLdyzovvcqlVEEWIVz9MOL0vM2h4z5IcqG9L3AiloVrO9T8Lv/pnR12TJ3n8w84PHOoyqmWQyeShTY8zgoDhEROTj+S6ARizuRZKb4p4gVdS8Z3FHxX5fQFn5rvMN0M2TnbZcdMRhhHLK4aHDxhcn5JZqoWs3mDj+NK98x3rLkw7KHalYv5m8989YSq6R+amJh9c7K6jGOrRPM6YaDiyRKuL3P5OrkoaJmql9OsJNT8CMcMsawQ1+pzYTXlmYMavpOzfVrBd1z6kSpCooyIitOn6rV5/kjMX3/d5f69NVZ7LtNVmYYlIihcEzHSsxTBP3FkJuoZ77hpjjuf6/O5+2YxZIHkNVXRTwubWuEE0YfBseJVbEWLeO8BA1wVCGe1AEb24pwwNFAG8JxXGB1GdOCD3rs0Io8sXgbRKmqMrolYlTiLeOQZjT3HNF5zeYjlwbOHc3p9mcSS6cgaRiphpKBnJTpCGlH1ycM2ZUQTng0WKsJ8kKUqtiHh6hF5ktBPRcxJVEQDhgU7XCl4NsoglWMo/5XKi6eUF5Qp4abXtARVSfnSwxL3PGkzZsNYTcJ3NLHxtlU8W8O1h2lqb76qw3W7Ojy8v8OHv17n2YM1WrbOmCXhFjqTIJJIlYhNGwJ8J2X3QY0jF3Qh2NMFBrvmSjR9mYonc+yMRcW1aVQzPDvDVhNUOabdV6iZKc3aFNOV3ofCxdtOXH/9jwqMURBGqKlEEsX0g4wTZxX6AVy6NSPLTDxbpuGnNGsRU40+piGKGSXmqcMZzx3SMEyN+WWTvQcNJqs577kh55qLFEwjwbFCqm6HOO3wwa8qfO3JJnsO1RlzVC5q5lStBM+ScC0J11KKb5ZCxYVGNWXdRMCuTRHPHU2QJQRlSh1hEZaalYKLYujK4JI7TEEu8cgCEilm6iJysB8kPLbX4FzHFA7wsriloWNnWNzS4HRX5CHkRx3ZLOpakRlk9TlyNuEvvuLz4FMWE9WY3/7Pq/yc3+GBp7v8xZerHDor0ZddurIsMkNHktPS0YvnSOhrqQtPihNcFLlCGKnUHIXrLg24b39AEBsEmrhoxmU/nuREMQVtKx0ZfUoFfz2jxNyXQjNFydCThCyXubAKD+y3uXImoh8q1HwV31HwHIVuIOMFKr1QLRY6Oo2KyTuvbbFxfJFvPNXh43eNc7rjMWnL+EaGqcPVu+Cdr0+YqAU8fyjgwiqYZsbugxr7j9kshAoHD2qYqsZUTWasAjVfwbNlMgk8GzZN5ugSQEKeRZDHQMHpuvGaHZimxcsvhRx88RCODQudHN+NaPo66yY7jNVWmVuJuHOPTp5nPLlPZ6lj0wtk2m0VW1dwDIn1Vah7KqsthZVOyIzdoeL2kJVV/vyLFp+4Y4IUl411aDoZviU0KWJNL4rbdyQqLtS8hGY1YP1Ei/PLPb75WB1dU3CLvrtkEYoTupja6OX0Ring9kPA/fD0LrMvheMniFNeOmbQ7+vUKkMnj1wqJ5XhaK3M01QKQkCZYT8MrUqKk7vPsbmEX/pog7uerJGFGq61gqN12DmrsmUsZf34Er/8YTh0TqUr2ziJ8MOWAa+lpSwZGBBG2pOy/06lwmUvdB9VX2HnphhHC1mOUoJMIUolwhS0RADyFQXUJEeJxQVYXDaLNGZJLi7EMqAiIdqvQEnpmwbvur7F5x/scHShiiKlRHEmZtyhShAq9EOFIBQx30GkEkZic3nRbJtdG1uM+Wf4vc9OM9f3MFWJyUqOb9jMzztkUczWiZjLNgot/zVbU7pBl5VuwmP7NdJc4dkDKocO2Ux4GuvHFOr1DM9OWFhRcA0DzdpCpXEZ/aA/LPDtGycwvYl7zx65/Y91U/7Vg6czZFRMTSLMVzix2OEj33AIA5sz8zqmJiPnEqYsU/fAbjIAzLu2TL2iMDNecAqdgCxv8yeft/j7u6YxNYsJN6fuZPiWED6VJ7bnKHg2VLyMmptQr4RMNtpI8hJ/8VWTo/MVJhwGgVJ2SbPSJBFVp8voatl3i7bE1NYWtzbC/9a0BEOPuPs5hScPOqCrAs82ckKXRS4rw0IfXi5H4g3V4qmgiSjDI2djfuHDDR7aN47pmOiuhOHC6rLEubkcpIQbL+vwFz+/xC98WOPwBY2OqmElEmYhckpGDAfZ4LNEmpQXUWlNL56kKkGocc32gJuu6HDLoz79VIRVGUlOrECk5qgJRFE5q0+Ro7I9KWjBJXV2AOHMkWUdTbOZqYf84vde4Hc+o3N00SJOM8I4EdqRWBS0WMtrQj5bmiEilWZV48ffvIrEOX7/ZomlwKUR5pw8nxHHGvWKjeeIPYoAQQkDe91KeMerhSzkdTtTOlGL25+QkRWTMLSQcp3N0zGLHZt9h1b/+O3/aue9R4/PDQvc8ie5+e//ey9HOT7ThPNLIcfmVbonYl44qtBwxzEUhYom01wvREelT7OcKGiq6H0dO6fupYzVQsbrXXRtlT+5Weczd09h6jZTbkrNEcInz5HxbKEN8R0J34GKk1LxImp+yGSjA9Iyf/QFlVseHadmaTRswUZxTGFCNgok3ODk1teSszStJLxmGGp5epeXwBhZiTk9r3KhZYinQKE5VmRQpVegIeTh6a0McmdGe2/xhtGNPp+62+LxvU1M02bKyanbGZuqDqfPOdhqSMXrkucyN1y6wr95yzK/8XGbrubjJhJ2Ig0RbsVUJRnwUkaMv5lEMvBLCk1JFKvUfZl1YxEQESQGgQp2IhGpIgEiKjEYMcRyVqRAlIB8MTXJkNfIdfOiH1eVjPe8dpkkO83vf3aWo4sW61KBb4vjmCjOCslsAQpNSpubuAw3KjL/+s3LIJ/jDz+/jtOrJpqakqQ5rZ7QhBuahKaqxaRKLxLXKNpLAdt87w0x9UqHvcdyKkbMkXMSS+06FW/l+H/7nT/s/cFv/9dhgQNce8N70A2L/XsewFafIo9lYly+6wpoVjMcMyeMFCRJwjTEI15i+M0u/XG2mVDxIibqbVR1hT+5WeGz90xiGxZTXkrdyak4Mr4j4zmjxZ1RdROqXkTdD5hotIizVf7oCyY3PzRB1TSZ9jKqdo5nlzNuARgSABllCPfURlPTskHktzYyGlQVQQI4fAa+8ahNEuuY5ihfu+i7pVdiIhhQddUifXnYfwt/4Z5DcOujNVLNZsLKadhCpVlxFJbbKnPLAgyiyDm6GvPO17b56iOrPHXYpqtpuEUc4LDI88FUZaBdSUswkDR012fC5a4pCu+4IeDup3ocmHNEpmaWoycFODQVfXiZficXgPzyokmx7EmTAhuXiJ9xXjiJJAm+/3XLZOlp3v/5KQ4tuMzGOVGSDaS1Iq9TLXybanFfEK8xJH7sTcsgneZPvzjLkXmTIM5o9zIsIxEyWQrgUREioqli/CuRE6QSjqnRrDRYNw6SHLHSSbjm8m3c9LrrCYKAbyvwTKkhqTaLHYc0zZkdS5hpQhh1efKwwcUzMpdtSbCtgOVuQpqLx/9kDbLMoB+qyFKOY8Y0ql0yVvmzL+t89t4JHMNi2s+ou2Vxi9GP+CycPxUnoeoJMU3FbTG32uETd1vc/NAEDctg2s+oOuDbMo4lNmy6WiRwScMIEL1QuokF0yt6b2309BYjvH6S0urqgCZaDqm4YCoj0Ygjp7iyhkE4xAJrqgAJQcSXH7E4t+Th63Jhos6xDQGyiROJbl+h29cwDZ1uYDJeC3jPjR2ePBLQjzVCTSJKJeLyYpkOR4UlyyQZmYWXbUpW2MmyXMW3EywtgiQhKNsUBZHCVuIwykmQnJMoGXIiRoYg3POhDGosEUQyYSR8mMnIcum9N6wQJ+f5xJ0NzqxUCMsY8iQt7G05SaoKi1sGaaYPIZ+5xI++YZEsPcOffmmKly/YTLqi9ZTlnF4kkeUxY40ERZOQw5yTCwqOrnHJ1pwdG9ocOC2z77jFdFMcOlvXqWycrREEvcHSalDgUayjqOYRXXeOylpjsxqv8vgLGrrk0azIWEbCUrfDQ/tDHttnstLVqfsh33VNh9df2mbduI4kSehawEqvx8fvMPnsvZO4hslMJaPuQNWVi8JWizm6EOFXvYSaFzBW6+I7q9z5dMKffKnOmcU6E7bCpJdSc4V+3LMVHFvFKgqGvMjvzIcATLXA9YoiH83dScUEpZDd5lnCkZMq51YMJF1Gl8r+e3T2PYSwKwO73rA9EZGIw3n63qM5dz7hE2QG43qOpeYYusDaKZIoyqhU14UCTe05Bt/z6g5feqjN7qMOfUPGy0ZX+MWyZ03Bf3sPnhb5OlGkMl6FTetDnj8VEaY6QSIJvnl5d0hGR505SiKeKGmBW84ToQHKc8FCtwypMC8MYaDNqsIP3bTCG648z598MeDOJ8boxSrTaUaUZkMURZqTpgppqq6hAkwAP/rGFZL0LB+7vcmplo+uKkhSzrqJLjde1uEtV2VUPZV2L+WR/Rr7D1v0ApNWu8JlGxI0rc/h0zINv4LjeEc93zyiK8m3F/hFW2c4/OIt97zqYv1z3VXnN57Z0+O67RbjjZjVfo9TFxLu320ShnUunQXHzFhoW/z9HS6GdoxLvycAKeeh51M+eGuVfSeauJrOTDWj7orirrgqvqsKMZdbtiQxVT9gvNbGtla59/mc9392nPnlCrM1iQkvpepKVItT33MUPEfGMcXSphtILK4K/TSFhUxTSrinOLlNTZC0Bie3Ij7HacrTL5icOWug1UfGfwNNd5kyII9QrIbjQVUpIxHFm8YyIh7dr3Lqgo2jKVhqNkiyEE+aIoWucKXHsSjGMNSZbUrcdGmHZ1+KCTLz207wZNCijC58igLPh314monpxbopePXFAXc9GdFJMvqqipVKaGK6uzahuOits+JyKehTGe1OTC8QhFjbVAgipbCg6SPgH5nZMYXf/OEVsjjl9mebBInJbDHDHzJXEOaKVCmIXkJPM1mX+ddvXOGq7Wf5y6/2ufe5JjkyP3DJEv/muywe3zvB4qrQ71+1IWDnTMCBU10OnNZov2QyVasyVuuQGxVOLvif+7svPn7PT/zAW7+9wAFkxUJSnDs2TaXvOHUmv3ylH3DyYMSFZR1Lc7huB0yPhbSCDM+KsVQJ09TYNm2TE3BhpcfHbq/w8PMTrB9XxMntUmw+tcH2s+ZlVL2YmidW9lPNFqfmO3zqyzr37Wmw2vbYPJbTdNLijaFQ8cSpX3UpTvyYsXqXh/fJHD/vMF4RvadcJO3qalbAPUuylQBuitYkRZETkDPkYpsjS3IhcS213cVqvpiglBdMVR7VnAxPcsuIObuYsedliyAzqKoih0hT8kFcdRnlLXKMJOJUIU4VwljDsjQu2x4xPtan0zOIdGm47BlwUYbiqxIKtGZ9P2pGTmURF54lkCcEmUIvlVCToYFahPMWs/xUKBplSVzoxmsR+6IOew4aTPoyVTcljEQIlrg4agNeYhQrTDc1fv2HWlx36Wk+cecYx89XiFKZOM1GZvg5aaYIzorQm4mTvC5x06VLRPESLx43OLNU5fBJnweeU7nrOQVTD6maCY/v15luVNm+LmbDWMjCapvVtspqX2K1pe+58kr7jm6vP1rSawt880Xfwyf+5tcelyTp2TCSLr+wLOEYNtftyhmvtzl0Nuf5ozkn51QmqyYXrYvJ85xed4JWe4EXjiY8caDO7JjKTCWl4UHNE8VZdVWqHlS9lJqXUPNCGtUe02MrHDvf5bc+XeX+55s0XYNNDdGvV52yuDWqnkLNy6j5Cc1qyLrxVbpJiz1Ha8wtGlRsCQcRWa2qYrFjGALdVno3hbY8KaYGGZmUU6KoFElMTeTR1yv778G4kMHlUi3EWpYRc3455fBJgzjVMNVhrz68vEmDjPhRzmAUK8iyyvb1IRNOwNJKTphKa1iCQ4zDUHyVlWPDdFQjXqQnl5EkeQZ5SpJBN5GQkQvabDZIq9YUBm8kqSjwmfEUSetw156EA+c8NjVyojgpLr+qaDkydc1Fd7yu8G/fvMLG8XP81icSjp6t0a8pRXJFWsh+M9JMzLTLfM5yFHnNtgvs2hTSCyRcxUeiw0w9ZNuszFQj4sSFkKVWzl3P2kxUTDZNqTSrGat9DUvKnn3q6fse/73f+I3/dYEDnOlsAEmiHyc0/Ba7NrV47EWD3YdVun0VU9fYPiVz1UU9ljo92p0K/cCgE0jsOWaSZxbTRXHXfQFnrHkKVQ9qfkLNjwf9tqKs8sRLEf/zliZPvdhgfU1h3E2FI8ORqLiqOPk9ibqf0vATGtWAmbFVuvEK//PLHrtfdtk6JnQTcpEGYGg5lp4VHs4IxwqxjBBVSZEkofBbow9FQuYV/JNRTFsZhvSK/rtUDmpqiiQnnFmUWA51Ec0ysuofdQYN40NKPUlBio00fENmohmy73RClGnC1V704Ek6Qp5KR07uQhNeKv+Guu61P9c8z+lnEnEk0U+EuEtwbkSBG5qIUBHJyzlBqHLVVp1feu8y/+NLEocXXDakOWmaDhSOSaaSZApJphenuUIQqVy7Y5X3/+Qif3FLyN5TTYJlnZk0KwpdCMqyVCXLlEGBK3KO7wRcvinm5aMJtmbg2RZx3Oex3Q5XbK0w1cxY14jZMpURRKs8+oLNztmc9VMqr7rCJ8syfu8V9fxtBf6D734rqqJEX7zlixw61CVNa3iazGwtp+bDTDMipc8LJyIOn3CYHbNYN96jG/W54+k6M1WJppdT9xXqvkbVV6j7OTU/pe5H1Pw+k402hr7Ch76m8Om7pumGHut8GHMzKjZUin694qqiuL2Muh8LU/NYmzBZ4Y9vtrn/mSZbGjKOKQ0A+4YmXPiWWWjN3T6+0yWIQmQ5R1W0oldVxbau9ILx7R7MIRaiPMXzkTV9PkgM09SULEt48FmDg+csfEdCHSDchn9e+X4qT/GsKPAsE37FTZPwxqv73LcvJki0Ys49gjsu+/DC7pYUb5KBI79QAA60JJIMsgq5BpJEnqaoSoCs5FzoWkSZgiSnQu2pgRWL8V6UqHT6Cp2+w1uu7qEoF/iDz0qcWHYLcH469JJmatFyDGUDSapwxZY2H/3FFp+6J+BDt0wSxTZxmhctSzJwK+W5AmhiAmdV+O6rFvnmt/qcXtA4NWdx3cUJB8+s8MRBBw4YzDRUaj5UHJMrNmTUvC6T41NsuuhdUZYmwH/+3xf4ptkmiub+l+uv2rDzxOmzN9pmiOdFHD0b001kcnmFL9znYat1Ltukc+0lIZ6/wIe/7hK0HDY2YayqUK/o1H2Zup/TqMTU/IixWpeK2+bcUofP3G/yhYfGkWOL9RWx2ay4Er5djBBdlaorUfMFPKhZCZhotAniFX7vMxb3PjPOuqpMw80LWIws4ruNDMcUWvOa30OSWjy0N+ZDt7rsWJ/yK+/NMVQDchlFjZFzkbeANMxIlwY68NFFzyumDgOJbCpEW0pCP9Ug14ptaLEJlaSCNDtymmZrnThpQWmVUDDUFLKEJINoQJId0aGkQ13KqIS2nFHnuWiEMiknkWRyxUBFw1YlDD3mv/7gWXZuCPngVys88XKDuY6JJotdgRkJm1k/yOn0FRZXDGyzytuuidG1s/zW381wcsUhJyPLM7I8LqS8RcuSFrGHRds1Xlf56be0qNln+Lv7m5ycr9CLFJIsI0mToe49V8hzHUnyWD+Z8u/f2eVjt6k8+aLDtbs8Xnepyne/ZpHPPaAwVdXxHIkjpw08U2Fm0iHTdzxUq6/7L0srwSvLeUTlXnz87u/9IW9/6w2RIhuvVfNjVxw6E8hzSxobmhrTYyHPHNBIwio3Xa5x2fYA173Ap+832PNihS1jMpMNlUZVo1GRaVYzxqoJY7U+k40uzeoyL57s8SsfrnPfM5PULJ3ZSkbTy6m6MlVXFZdJT6XmQc0vTu5KwFi9TZqv8P5Pa9zxxAQTFY2pSk7dk6l6KlVPoerlVL2EqhvSrPYwjVU+cRf81iemuLDcpNXx2DThYugakgSOFZPKEU+87NDuWfgm2IXOxSozOwdAohJCVJqjh/5R1wpIsj63Pemw51gV31Tw9EIvowkJg16GYo3GiA+oASm6nmCbEQdPpTy02yLMTGxVCLBELOHawFmRVlekIRSO9vIi7bsR5+YjPvYNlwNna4w7CjNuxpUbJX7wJpmt0wrveu0qcRLw5EGHLFOxyuRmFVR1GCleTo+u3NZnerzF/ftsuj0dVV7LPC9dQHk+NGDEiYqqqlx/ScwNlyyz90jGwfOGyLAsSbsFNaCUGoSxzo510Kx12XM048KSQrtjMlUzqTkhLxzVyRKXLTM5qhZzaK6eXnbRtnuPHTv6lUsuvugfL3CAn/rJH6PX69yxuLj8rk6vN6koErbZ58kDBjXL4/VX5OzYvMK+k13++msOvZbPrlmNDVMazapGzZdoVjLGahGT9R6z46sk+TI3Pwgfum2MI6cbrKsLRkrdlcRF1FWpehoVTxHF7aXUKzGNiujXJ5tL/O0dEn93xxRNXyx+Gp5E1VepeoJxUvNSal5E3e8z2VjliZdDfvvvJ5Fzn4vG4aIpDceyiy1ohudG5HLIg8/ZzC05VC2KrHsRSyiktgUb3ZCKQKt8APu0CxZize/y+AsZf/nlGt3IpWpKhYVOFLihl7EuwwIfBHBp+UAbY5kxM2N99h3SePm0JwzSal4srsoMTnnkJaHrJY8lLxIzYqpeyMkLETff7bHc8ZnxYbaas3HCQFU88lzHt2Wu3t7mhcMZL56yRbZoQRMW+wQFRZGF6EyWkSSZq7b3aHd73PecTYaGWtAC8iKWZVjcou1KMhGzEsU6s02ZKzZ3MM0u+89oLKwayDlIhX0vSaEfSqy2Fdpdi81TGm9+dZvzrZjnD+WcWzCouQ47N8XMrWYYSkI/1mhUxvZWK/67DV3P/v7vP/1ttaz+QwX+mte+mVu/+pm03tyUB4fOceKCSh77XLs9Z7zRZ77V58sP5xw9XWHLmMm2dTIbpxKQE8JQiJzqlZipRpeKt8q+E11ueczki/eNUXEMto7lVG2hRxkCf1R8R8Z3cipuStWNqfmCjjVeX+bh/Slf+dYknmcy6YmtplcsflxbxrVTXDvBc0JqfpezSz0+eXeVOPHYXM0Z83OqnugVgkgQUNNYJYtlcbFiCMqUR3pvRR6CNssL5tB7KXTVspzSiyFMVJG4VtjdRnmFpfx0FHg/pFkVM+xUFK6pi9FelCkiQ7OcnBQXzeGjfa3DR8Rviy8iyzmSqogQLTXH0MVZu9xSWHBMTN1jqpnwI29u89I5k7nVOrYmi1ydMoVOV0XCtaajqg6amvKua1d59uV5Ht43DujkZOR5iVkWE5akGH9GiTQAcoaRxnRD5zd/ZIVtM+f56mNVDhyrEqYyWZ6R5gndfkoY57x0UmHDeZuL1uu85coOW6d7vHAs5PEXbSarHpumU9ZN9Dm7nLNt+/pclqP0TW968z9Uyv9wgQO8/sa3E8cRJ8+cwDFPc+nmjEY15uF9KY887zPum1y/U+aijQnNWovzKyEvHLMYd10aUznTzS5jtQVu/VbKn36xSbvns6Eh03TERdK1ZTxLFtBFW8W1JSpOhu+kYvnjBjSqXcbrSzy4L+HXPznD/LzP5lpKzWFEy6LgOzm+neI7MVW3j2W1+NR9Bnd+a4wtYxINN8OzBbJCVcS4LisyaMrRnSSJmFR5VIcyIrAapqsV+pOiuE09od1LeeYFndWejq4XF8xXXC5Hnb0FOWJN3k2WywI7bMtcfUnAfftC+rFBbPCKwi7jRkaS2Aaz8CKOu/xikjSY64MYBXYDWO2o2KaJaXi87TV9nj+yzIe/5rDQN0TSWbEYKwleuqYVKXMZs2MZf/CTq/zmp+a4d/cEWW6QZ6lIh8iGIP0oUQqksjyA/vRDlU7P4N3XrfJdVy3wx18K+doj4+Qo6GpOY0JiY6PHCydSHn/R5NApix3rK+zabPN9r2vz0L4uj+9JWVhV6IYSkxNj3Ssuv/ZmQ7f+V2X8vy5w06rkqhp86OpLt//ZE0+equw5kootWejzrtfKTI+FVP2AC6shdz0LB46a2LpFc4fCeK3NWH2Brz2R8ue3jJPHNhc1oe5keLawIjmWgmOpOLaEawu4ueckVNyYihvQqHQZry1z356E//53U8xd8NlYTUewb4oocBs8RxS37wiV3gPP53z+niZNT6VhZ7gW2Jboo3UtH+Skl053qQTZj+CSB5k7gxX9iMCq3GAWiRUrvYwXDutEfR3HHvo5R3mGr/wYxpYUr1QiTgTa4tLNEXUr5HQrJ8qkQQrDMFawtLStlc0OT3OZPJPLvKtioQJxnBOEOZ2+TKensdo2mV+u8CNvXOTg6QUeen4Kr8i3NAbYOU0EQikaimKiyjnTYym/+xMt+LsL3PPcBKCTkpJl2WA1HyVZQZ+SC524TC8Q0J9uoDNRN/mld7fIswt8/dExHF1j46TM1mmLS7d2ePFEi71Hejz2ks2BUxrTjSqbpmPefE2PLI04v2Swdefli8/sOfjB733H9+T/1wVuWzLz5w99fuPGLb/18kuPVU7OpWyeSVC0GNuIOHI+4PnHdFptkyQymW0YXLJF5vLtPWYn57nt6ZyP3jqBkdlsncyoOtIaRK5jFfAfK8ezUhw7wbdjfDek7ndpVJe5f0/Cf//UFKfnqmys5TQKsZZXFLdvS/hOim8ng1TkMO7wiburnLrgsW08xzUp0HAiY6g0O5QnsKLlyIoITh2goQeby1Ht92hx54MVvaImqHqKYYkjfpgMkQ/HjbxiisJa53o+gmnIU5UoSEnjRMRkp8pI6vHIFGXg8ilMDyMpbGmRxJYl6cDIHKcQJWJK0gsUOn0Fu6+x3LbYOGXz49/d5okDLhe6FazCwyqCuiRUVUVVFVRFFz5VpcJsM+f3fryNJMG9z42T5gZZlopwqzQjinPiWChQe4E8CH1t9xTaPY1WV2d6zOQ//qtV0nSRu56sYxw1kCSdS7bUuGZbnyu2dFnpLrP3qMLZBZf4NGiqzqbJFFV32bxxC1Xf53/3of7v/s/mxEy4cK79sxvWr//SsfOHnMWWTJrnHD/rkCUW7a5M3VXZuFlly0zGrk0tlnvL/N7nNPYeauLJOjPTUPMEXFPg2iQsUxJJDgXRyrUSHDvGswXbu15Z4aF9Cf/tkxOcnquyrprTcLKBhlwYJGT8oqXxHTHvdu02v/l3Bk8eqDNRkahYKa4pF2nI8iCctLSWJWnKY/t0Xj6rYxq5SHUoRoNlVPcw0bjcXuZCYFV4L2UpYc9BhScO2iiGXGxD88G4ceBYX3N8l6f4cEFTnry9QOWqbX0u2R5w6vmYMFWIRhw+yUgbIH4t8uxHBVf9QGXTVM41l/Y5tJgRFCq/Eh3RD4W9rNtTaZsGF5ZdXr0j5Nd+eJ7f/ITFYl/H1NKCG5OgKTKaWqDfFL2IS/SZHcv5/Z9ok2Vw3+5x8twgSbOCSFvEe4cZZiDT7csDfvxqR2Wlo9DuasyM6/z0W1a4evsFvv5ohccOeCx3FLYsOGyctqj7EVdsgl3rck6cF73+XAtq9fXdOJF+dmxsIvyOC3xpcSlzKpuf3rJDbh05etRJ84j9x002TkHFgrlFldlxlW3rA5r1VZ4+GHDXMxZHjrtsbCrMTMrUKyq+q+BYwilvaEXkYDGJsIySGhvgO318t8Uj+2N+/W+nODnXYF0lF9Y2W9jahEFCwXPAdwSDvOIG1P02+4+HfOPpaVQMGlYmQERmkcpmCOiPYYgMT1OPgZiTZ1VaKwa1sXwgihoWt4xSsF3Kvrs0OIgij5HlhFNzKmfOm1i+PDL/Ltwx0ghpXBopboYLmmyEJhVGCusnYMNEiJzFBKlJmEqF/JQRfXgmphSlGCsrtdtCbLWhKbNpOkKSEvqxSpiITMkwSglChV6g0O0rWD1BlXJtl7e+apkvPrjI/qOT2KqMPvi3JoKIpcgoioIi64M0uXXNnD/8yRa/9rcZD+6ZJM4MwjQfRHv3wqzo6yXR1+uCVWNbMsstjZWOx8yYzpsuXWG23ubuZwOefbHChRWdhVWNmXGL88sxFSei4mTsPw6KYvOD339Ta+P6DU93uq3sOy5wxxvH0LUF8vi9mzdf/uCDjz2lVW2VnRtWOH5GZWZMZ+Nsi/OtFh+5Xef0+ToVQ+WKDQqTDZXxukKjmlP3I2xD8PlkSYy1zEHSsEhds60+nt3h8RdTfuVvpjhzoc6Uz/DktkVrUno2fSfFcxI8J6JZ6zG30uVXP1Zlqe2zqSJwybYhi1GboRQYiuHXNbSYOE1Y6JpomlpgDPJBGq+iSCiqiChXFQrddz5w72hagq7HnF/K+MrDHijaoJ0ZTE1gWNivaFH+V6d4mXv5fa8PuPOJHsdbDoEuD9SFcSJSFpI0J00EM3sYFFtGfSuEkUHDCbC1kF5iEMQSYZQXnMKMfiDTNWSsvopl6Cy3bCYbAX/8M8v82/9hc2a5illIjjUlFWhnVUVVlMLwoaEqJrKcMdvM+NOfafGLH4FH9o8TZCbVRMaNciy1+L6rGZoqOOZIKZYuUXVlllsqqx2TlU6T2bEeP/O2VU5ec4FbHnE5dsFBlk1sJ+Lg6ZjtMwZjlZRNWy6PozB5b63qL1R9+ztvUUxDp9c6zOat688kcf/o+qMvXzS/2ubRfR6XboT1M0vc/AAcOlmjaatcPA11T2GsrjLdhNlxMcNO8hBFyXAM8cMztBTbDDG0CFVLijDWgAf2wC99ZJJTF+pM+RJNOxXFXUxbXFvFcyR8O6PiJANss662+OYTCkfP1RmzZKpmhjOAbqpr4waLZYhlhOw5Bl9+1McypUL5VzhelGKZokji18UJPjQWD83FFzoZL50Wufa6zFBqKw3bk2/rUvJhHw6jp3gZ9KSxdSZkwu9zfCmil5qEKUSFujBOiyJPsqKghxtEERKl0OnpvPP6Np95oMszBz36sUQQ5/QjAccs2xSzL2PqGqZuYhkemycivve6Rf7mmxbzHQNdSQtqQDoSwa0Ud5WSx5gx08j5wM+t8ssfTbn/+TG6gSUY6irYqmAWmlpOmIJuJmLSNK8w7mdMryqstFUWV30avo3vhvzs27scOL3Kl+9P2Txu8NpdGUfOR8hKle3bLjpaH994Zu+Bk1y+a8N3XuAAsqzwkb976ES14v90Ymx9eGVlN7vWJyRyn688aKCmNu+5TmzSlloGvq2wYSpmdqKNorY5tRTyxQc8FNXi59/VZbKWkOZd9h1P6QQZuppw6baAI6dlfunDUxy/UGfMk6lZKZ6FQEnYMp4lRmienQ1O7oobMNlo8c2nEj76tUny3BBTEzMvMM0FVdaQhklsRUuEHHLorEycmFRNCUPJBri5Qaa6KhWezmGUeYmFMPWIJIn4+sMW55YtNEMuUpFFcf+Dhf2KIoe1I8O02AD2Q42xisI7buzy4pk+/digr0k4cU6sD/EPcZoVrUuRWxmLSUwcCwmub2hsn+nxzKGITmTgxxJBlNOPMswwxQwkurqMpQsRnaFbOKbLz75zhSPnF/jGY5NYmoRe0gOUtADzi35cVbXBnUSRM2abCX/2H1r8ykcyjp622b5VcBDbfZ0XjvnIoc5UPeTfvauPrgd85SGNsxcslroGq92MXqAyv6Ky3AFLM9ixIeG9N/Z4/mCXl04a1P2cG2+Y4dItcz/d7x08Ecpv+sfK9x8vcNPdRK/XxrLcc8cPP/DI13svve7E2R7kNhvqBuumY5Ksz/FzKjVLZ8fGkC3rFtl7vM/dz+i8cHiSqqmzfVZjaVlnsnaGLz2S85dfbbLcMtgwucKPffc8X3vM58jZqljTG8OIE9eUi3GigmfnxcVSTFua1Q4nLvT44sM+rchn2hV0W7cA7AtUs4B+Wma5Xheu9yCO+NqjVfLYwPVEEQuWolRgxUr72xDqY2hl3n2MYwYcOZfx9Yd9wERXJYwy5VhaW9jfNsMqKn+YuzZCdU1F3mRuGrzzhh6fva/NS6cdOrqOl0iEsbAKxsmwXYlLelVpoogVgkCjWTV4z/U97no8oBUaVCMEOk3PCYKUniYYMh1dRtc1dC1jyXBpVmPe9/pVdh+zOLdUE+GtSlY8zaQiiUJGU0RCcXkv0TWHTZMJv/kTq3z98YAfeVPObNNiudPhA7f2ufm+ccYdg6Bts35DxK//QIu9J1a5+xmDvYdd+hHs2Cgx1uhx4nzCQ3tMNk5U2DgRkyQdOrFLrF75SGP6defCsMM60/tHC1z5R/8L4P3v/0N+5iffsOR5djuM+P6kd5x6RaUTJlxYTThwzCBNbK69OMZylrl3d8zXHvE4e6bKrhmdK7aqXL0zZf3UErc+kfKpO8bwNZddMwY/+MaU113V4smXLE4u1BizoW5nxQhQJDII8ZVE1c0GWvLxWpeqv8JffUPns/dOMmZrjHs5Vafs19WRUWKG7wiNhu8GVL0OR85FfOruJlFs07RzPDPHscq2RowyB6hnKytIuELE5do9wqTLh79mc/sTY6i2ia9J2MVaXVfLdqd4s2jFG2YQfUIBJBWreq1gq6gFMF+Rxfp7eiwhiSKeO6jTSUyxlSxaKVUBXZVQtaE2RVOHRmtNK0FHAQ/vlTi15GKosvj9A626cCvJSqGjLzyougKXbg7oRwH3P28DGob6yrRnebAj0EqboCqeyC+fzPn07Q3OL45jqhMoksU12wOSLGTvUYNOW6Hb18kyh4vXq+za2Ec3A47PS3Q7KpdtVNk0naPrEVkecXJO4fxyyiWXXUNjfOOvvHT4+KO7tm35Pyndf/wELz+m120CvKcnZ5Nb97y08O65c0dJMg1ZUhmvmFyzM+R8a4Wnn5Z47kCdDU2Nyy5WWT8ps31jwOz4Al/9VsoX7mkwbppsm5HZOKVyyXqHXRt0mjXRHpS8wRJcb1sKjiXh2UWROhFVv49rt7jz6YxbHmvg6CZNJy0gQmKJJBK7pEEwlm0WDHIjJCfgc/c6nDjrMlkTJ6I+OLlFapwoyqH1TYRgCSyE6/e5+V6FT36ziWRZuKoobk0R7YlYmZfBUnlhMCjZCwx5f4MczbxIZBCXzCjWkOWMbjflJ97eZv/xZT53t0NLM3FjqZC1ChxbHGfEcZFVmUjFZ5FV2enpbJhU+cHvavPiJ3usRh5+JGGFYJZeVbWEJMnomoqmauiqhWX6vPPaFfYcmuee3VOYXXUwVRF3EPH7dE0ZTMVsUydONOaXNV48UsPWLSqGysYZk+3rdH7izQtoyhK3PVKl1TdpdRUWV122rjP4gdevsnmqx/MvBTy4u8bV221UuY9hpUw2Q7Zu3simi3bdatV3PJ1Grf/Tsv0/O8EBfud3PsBP/tQvrG7fsvNbz+x+YWuetC7aPtui29fZMpNw+HzAfU/rqLnHlgmdrbMauzbnXL1jhVOLK3zqHplHd1doWgY71qlsnNbZsi5j62yLE+e7fOKOKmlsMeaIU1ic3pqQzXr5iJCqx3i9xZ6jAb/812PMLdbEnNyFii2PbDgVfIfB6V0pZuUVr83hswG/+9kx0tylaeX4lgihtYu+3TaVAv4IriXAoq4d4ToBVbfLgRMBv/uZOqcWG1QslbqRYWtCK162J7JUnmpl2zPKSy8yP7Ui81MXyydFzge6lCyTyXMZ28zYMNFj9xGF00s2uipjDsKoxNcQbYMiRFnaSEiVJvrmzVM97t+jcGbZQVeGZgy1xEIrckG3KqPKRcs01cx4za4WzxyWOXTOxlRHsBoKKIoievIBJlsoGj2vz1NHVeaXLQw5I8tkwtjA0nUu3xKxdX2LU8s5ew+pZElOGGm0ujYVS+fK7RG9OOboWRXbhJdOpIzXbS7avO62N7zu3T9vZPMnt2+a/OcvcIA///P/yfe+582r2zfPXHry7MLrLsy3QJJY6YScmXO4eKOGoSX4js5VO1IatUWePNTlc/fanDzlMVvT2TKjsmFKY/NMyrb1q4w3LvC3dxs8uKfJmCUVUKBha1JxJapeRs2LqFWEOVmSV/nr2x0e2i004eNuTqVASpRbTs8ZalvEIiik4vZxnBZ/9iWLx/dN4NsqdSvDNShAQkV+UFHgtikyP10rwbUjfKeP56zyGx+3eXDPBL5tMGYJLLCli5V/lEikuRBsqfKwTSmhRKYmUM5lFLllplimGJfKck4Uq4SRRpIq5Lmwnq2fiPG9Pl991EFSDJHOpuboZZuiitZHHSgOi1ZJE63PWC2GvM99T9kksoFR4qFHQn1laVjkJQ8GJNaNJ8Rxjyf2G3RjA0NlgJxQFRlFHQUtZRhqykQ9JogC7ttjksQKCiJKPEwMNMVgx/qcXRt79OKAw+cUWi1BWAiiPsfO2Kwb00ANkbIUXYVtWzew+aIbbzl9/tQt27bt/L8p2f+7Agf4w9//ddZt2PJM2JnfZCrnL3n5eIKpG1y6LSTKQ/YcVnn1Dti4bombH8q554kKddNmy6TK7JjKugmVrTMxOzctcejcCn/wBZu7nxnDUlTqVj5w9PhOqQvPqHsJtUpIs9pFllf5wFc0PnvvNA1HGygLS96K52p4jozvZvhORsUVxe07Ac1Km2cPxbz/8xPEmceYlRf5mUKaIFoiVUxgrKL3tlM8O8KzAybqbe59LuWvbhsjzr2CWJWLN6Uj0QlzTrcyglRGlcT0QR/88CUMrYTxM0i5cIo3T8Xr4VgBqx2TuSWHJFYAqUBx5Ew3+xw5nXPguCvyRJVSJ06xTpeLjWM+KHLR24vPm6d7PPVSzpFzDoqqog9c9dJIuO1IgkVxuufIXLUtwLE6PPayTRTrmINxqihyTRMXctPIMPQMVYGLN2Zcvb3NycWcAycMlCK+PIp1Wl0LXTG5dleC5/V44kUZW1N5zcUBL51NOHQyp+poVLyMhW6VLRsvufnVN9z0a3Gchx/6iw/8yxb4H//JX/Ij770hvGjz9O1P7zl3YxgH62U54OUzXY6fcXjtTp1tG5e44xl46UiNq7cYXL5NZLHUfYXNMzG7Ni1wfKHFB2+pcu5clUlPgCVNFYGIcBWqvkbNg7qfUq+ENCo9xusrPHsk4jf+dgZTt5jxMqpOTsUtT24N3yl5KykVR0Qc+k5AzeuQZB3+4haPp18ao2IpVM0yZlAatCa2IXp3x84F89xO8GxhtUuyNh/6ms0zh8cYsxXGnJy6K7ynU02djbMpr9o1x7EFiaW2gVOQbUucs1nA+C0TLLNMhI6oV7osttvc/KDMmTmXdtchR0ZCHsh0q25MLgXcv9ciTgwcvXDtF6PN4UkuDS66qiqA/IqcUXVTZDng4X06ndhEVwpZ72iKc6H7lkrarCwhIaHrcN3FXR7bn/LiaQdDVdBlUciaSsGDlLCNDMeOQUq5sFRhumaxc0OXfSdTDp/RMeQcVZHpBhIvnZBodx0umlXwvC57j2YEfY9X7Yhp1hZp9XSyVKVRHX90cvrq972474XOG173qv/bcv2/L3CAv/zoZ/mhH/9P8ey67T+6e/+xTeuaK+SpyaZJFdPs8sUHVLodn+svVrn+ii5nVwJOnNPZsQF2bVrmxGKLD99aI+p4XLNN4/veGDDXjVhZUWn6EjVfo+YrNKoZjUpEs9JnorHKsbkOv/3pcRZaVWb8nLojnPe+I+O7mjj1nRzfTam4CRUnpuL2qVc6SFKbP/i0wWfunkTSLBqmgHiWKXCj7YltSbhWhmtleHaM54Q0K22efDnmb7/RJIpdJl3x9WtFsOxUU+M1uzLe+doWZxd77DnqYCmyiA4v6LemLtSCtiFOcNcSkx3XbvGNp+DPvzRDFphYulxsDIseWxEgyolGn/1HJQ6ecf4BM0RxkmryoA8f5ryLRdWV2wMqXo+H91l0IwNdYaCeHC6niiIf/G9CVGOosH2mw/OHc04vWZiKLJ5QCmiaaL0cK6dRCdl/KuTv76wiZy4zTZ3LtnQ4eDbh1AWdiiWzc1PMfK/LE/uh37e4eIPGay/t8PKZlIUlkyi1OXsh5/Ltdd70Xe86PFZXP/6Gm274TkoV+Tv6XcDmjVvYtHHzU9dcc1U/SjVUxWC+FXHinE7NqnLtTpWtG1Y4fK7FE/sMZhoym2faHF/o8Je3VOmueFyxWeWK7Qqbp3tkeYKmCieNU1wQK05CrZh3Hzzb5Zf/qsnegw1m3JyGnVMZjAS1QqdSSmcTPFtwAmuVLs1aiwf2wlceatKXHHy9HOnlg81lqbUQxZIXPEOR1WkaEYbe546nLY4sulQtBie/YymFJl1MRLJU53uv7+FbEb1YoB+yDEZzt8u8TVXJMI2YXhhz62MOsqRBntLuprS60O4pdHoq3b5Bq2MxWdV4yzVdojSiG0uESQG3T4dLH7EEEmChKBmaDfqBQZrafO+NMd9zxTztVp+5jsxKX6Ldh3Y/o91P6fQS2t2MdrcURemstEwWVz0u32LzgX+/wLb1y5ztSCz3oNXL6PRSOgH0A4U4kVHkhGPnI3YfTHn+ZYeq1eA/vSdiZqrDkfMJ5+ZVbtilsGV9myPnWjy5X2d5ZYwN4zrNWpckkqj5Cpu2XtGfXbftqdl1277TMv0/HxO+8sP1XI6f7/63q65+Xa4nB3/x0aePmrYhrvc1L8Gw+3zh/owoaPCq7QavvazLmZU2n7rDpdcWxb11vcKl21o8dyTg8IkaG6oSXgEHqhZTk6mxDvOtFr/9CY+9h5vMVCUabir0KLaC55amB6FPqRSXyoobUPO7qGqL+3ZnfOhr4yxEVeqWjK+9oriLzaWI2RsudwT2LcGzQ84sZRybs3E0Hd/IRaCWITalwgInID95LraKeZoV2DVpLaGVEkdcnKxyhqQKMZMsScQphLHIne+FIjg1CFR6gUEQ2mwc77C+0WWlY9K3JKIkK0RWw6XPQJuSiNV9FCsEkU67a+PaOT/zjj7L7Qs8eWiMsx0bWcpGXknxBlSLVkWIq8r8z8s2JfzBT87zCx/WOLPkY6kZpp5gmwqrrsJy2+Ti9RJXXrTK3gMapi4hyy5XbM/5D+9a5pN3tHl4n0+aObzlSgjSNvc9K/PyKRNNV8kxUdUYu7YzuOqaGz/gOulvSNI/vtD5X318Ry1K+fGB//EH+a/9x52PJLmmnJnjuqq1pCiyxHi9x76jGmnsce0ujY0zHY7Ot7jlYYtuy+HyTRpbZlUu29Znpb/E399rkvZtNk4oTDY0ppow2QhYN9GiXl3kb+4URuMxTxtwCgXnUCvwElBxM6qeINtWvZBGtUs/bPGx22T+9IsTHDpTp2aKvtvSynReMA2p8Fsqg82nYxX9sRVT8QJsq8MXH5L47H1juKrBmFMuogpduqtQLWx2jUrA/GrANx5zSHODSnGJFW+Gwv1v5kULFOO7AbLc5dZvOcwvOYw5ufj76LIwPWul71KkQG+c6rO0mvLsEQ9NUXC0HENFIIe1Mr5RGvg+y1AwSaIwBavMjsENV3So+D32njBZ6RpF9PdaDTsU7QpDOD6SzMaJiDDsc/9ukzTXRauk5Giagq4q1L2cmfE2e09KnLugYagSUWKyYVxm+/o+7TDg1JzM4opDs2LgOBmHz2ZoskSrl3LJ9olI9db98WN7Lvze666+Mvmn1Oh3fIKXH7c8bEaSNv5H9bE4Wp1f/t35lb7cDXUma3DphpR6rc83nww4dtqnaptctVVmw5TCzk19Ns3O8ee3ypw47bJrSma8pjFelxivhWyYbNOsLfB396l86eFJqo7OlJ9R8yQxZXG1YsMpinvQczsB9UoHw1jlE7fLfPDLE2Sqy5Qv4enpUO33CjNCqQEX6jnBEdc1YSwOoojnX7Lp9Uwmm2XOpigkEZNS9rolVEi0IwNTA2vX9aNpyuWiJ8/zArYpxFRieQPBgO4qBFT1is6VOwLMB0O6oUaUiFM/ThjQZ4cezXxgqogTkQIRRBpBqDFek/mF722RpOf4yJdnmOtYI3me6eAvKEnqmnOwlCC85/oVzizO87l7x1Ew0VXRblmGhu+4XLQh5A1XtvnQV3RMXfyb09Rj/aTO972uxZFzq3zjUZlOaNCsZWwYT7C0HnHuZePjtd997dXan52bW4x+7Z9Yn//kAv+P/+aH2L/7tr7rbL/1hZfd37n/4SeIE4mltkzFi7njmYzlZZ83XaHgORn9QGfnpoDtGy9wx7MZz+6vs2VMYXZcZaKhMN2M2DjVZm51hY/eaXDn02NkfZP1JcTTKTmHAgVXKSCeFVectlW/R6OyyjOHYz7/yAyS5rGxJtb/tg5hAu1AQirYIoLZOcI+kcsRm+jBDT1i33HYfczG1hWsYipSFrc+MntWBwGw+RrST/6/+f4NY/qKeO8iKzNOMxH/F8tEsVzkvote+rJNfXZu6LL7kEOQSAJZXBggsoKXQvFXEByXFFnKafd0okTGNnXCWGFqTOZ9r23z8DMLPPnyJIqiIUmpcKlKozJrUeSjcYNTTfjZt7fYPHWeWx9rcHTeRVOEj9M0DAy9xnUX5Ry8ZoV7n60CYlR65JxOxa5y1Y6At7ymy75DORPVjNVuTpyobN15dd6XN9x6z9P9/g+8+4f+qeX5Ty9wgGp9BsWcOnTVZfp/cIz+Rx9+fK881Yh56aSCljv88HeFWOYyDz9fZefGBNNc4suP5dz+6BieorNpQmV6TGXdRMym6RZnlpf5oy/YvHyiyoSrMNvIqBSzbsEpLDiH5cntRlTckKrXo+6vsudoxP/zN5OcX66yvp4z7ubUPYGnkNWchw5EhH0RF5gV1SdLpdmhnB0XnkQt4uBpmZfOOky6EmZBjNXVUQ1IaYHLBhHeFGkJrxRerSluRmhUxWk7MDWMCqliiShWiBKFTl9ny6TERbM9njyQFm6dYZ5PWqQy5BS6Ei2l6ncJ45gDL04iyyYNPyFOhOF6vAbv/8k2v/LXMnuPTSChAil5npFnI0+hfOQkzyFJZKq+zg/dtMoVWy/wR5/LODrvoSixmMvLJlvX1fmRN67gOys8/7LHhRWFnZsSHtoXcPCUxU1XKmxfH/PSCYW6L7Fu89VZbXz7f7j+VVsPHTkx989Rmv88BT67/iry/KkIbvz4kWMnbdev/vmhk+dZ39ToxD0e2Nchj202TmgoWos//YLE4nKTjU2N8ZrCRENleixjw1SHxe4Kf/gFmxNnauyckKjaCHyvLhVccVHcNS+j5sVikeOEVLwedb/Fiyf7/OcPj/HSqQazPjRtUdxjVZXJpsYlW/rs3LbAH3+xThBrBQlqiGkT5oYyDSJGliP6iYos6djF5XSgqBsYIkZ4hUoqkA0wzL3hH9CDF60DeWkSFmi2OJMGDD/RqlBcFIcTkSTVsdSUlJh+ohQ6cQraVT7yphUGD1Xt8hdftTh3BnZuzEkSbfD/a2rKjvUJH/i5JX7+IzL7jwqXe5ZlpHk+wLSJJ4KKLIuYwTCWWe3qrLRNNo8v8Ws/tMTvf0bmxLyDqceoik6aWUzWVX7opmXefPUSN98Di8s+/+raAKQznFmo0us7bJxsYznjKJLxy695w2s+fu99B9L3ftfF//8pcABJejXzF86mV1z1jiMJ0+1+eLf34vFlxqsKB4453HiJzdREl68+mhN0K9ywS2eqCb1Qpe7D+okerf4yv/95i7m5KldvkFk3ruJYOXNLKYos4zqiuJsVAQWq+wEVty+sbk6HfccCfu6DNV463WDCl2nYqRg3ujK1isZ4HZrVhHXTEZoiwPBZUeED7slIHKBrRZycz/jKQx6GrA7mzqUoS1VK6H4J4xR5N0kOmSSLnpZhu1IW+SC1PkeQYGUZTU7J8pQ4k4e+y6L1iIrRn2hVVNLU4L2vb3H/sz3OL5uE9kibkok2pcCli/ybLObRF+pU5YyF5RhDN9B1FV3XMXQLTU3YuT7mo79wgZ/7IOw+1BRQnTgjiEW7lGUJSKAqGqYukyQ5cyclHEtjuaWxY4PGb/zrRd7/GZmT8zaOmSDJGifOy5y60OCqHTrven2HLz+oYZoON13VZamlMNtYZqU3yQ2vfUv7oh1XHQnnz6fv/a5d/1xl+c9X4ACabuG4K7fd+Porfy7K0g/41r31TmeJN1xusX19h8deUKhZHpfOqFxzcZ8gabH75ToVV2G8scpnH8w5fa7C1Rtktszo7NycISltTs1r2IqFb0s0Khnj9ZCpRhfX6eLaXaIk4PEXU/77J3xeONHAc3SqeopjCOODY6l4tiRiPYwYedBfiswXuYxAGUSfCO23qkXMrebMrZqYqoypJgNDRPnSRliFmirCmG57zGSppzBpv4IsWxb4iJs+SSVqrsTbr+/z5OGMKFGGvJOBe6d07SjEscCbNX2ZyWqf4wsZQSKLN0G6NsunTOSWEKDLXgSdfkqnm9KxFBxTxTE1bNOg3bXZORvxwZ87z298PGbf0QpnOhadWKETiqeKLCcYusxYTUY3+rxwOkHNbPqhRpI2uXx7xusvX+WL9+jM9BRmJmMOn+1w+IxJL6wwPWZyzc6Ax/cnZPkYy72IXjzLO97yhqXq5Kt+Yfehzm1X77C/g8r7/6jAq9UaAGm0/Ok333i9OlMP/vie+x4bm2rM88IxnXUNjbyeUHEy+mmbh57Xabgqk802dz8bc/cTDS6bVdg8o3PZ9pxadYm/vydlfsngii0ytUrOVDNg3cQynbDNU7szFluw77jLHU9ZLHccNNPC0/MBX9DUhS/TMcGxUiwzQtYiFFkZEQ2JYi0FSrom0hryPOK+ZwxOnrNZ3yi3hgwdP4pU0K2GcSY5KfuOmkSxgqbkgzX4K+myeY4gxKYKhipzyaYApEwAN7PSYFzm8iCAlkWr0i5ksDe9qsvTx2K6kSGmKUX4U+m2HyIlFLpBSpxL9IKcXpDSCxX6oUQ/VOhHGv3IoNOzuWxTl0//+gJ3PNVl3zGT8y2TPQc9ji6YZLlIOGtVdLbMZrzluhU+c2dOctgBVDS1yduunmdxdYUXDzW5KNF43ZUS9z/f4+yCQjfIyTC4dFPKgZMRl2yqseuKG+d3XPz6X42i+NPbXzX9z1rc/+wFXn4oeo0L871Pjs++Vb7mqrk/fPDhpbHpBvSjkMVVE82MePARm4rmcOX2kG8d6PKlB3ymfYPN0xpb1klsnF7hsQN9Dp+ssm1CZ7IhsXEqYOvsAi+c6vLX33DYf8RlaVUnkWWiPAdd6Ck0KRvISQ1dxigc9ZYh3PS7j8tEqYpu5IMtpq6WvMCs8GxG9MKY/SdqmKqGXZhmBzlA8tpA2CFtNkbTbSEjHdF5SOUxXpzeAwh+VtBYI8gLqmyyJniKobE4EVpvkUVpcvGGNr7Zox0JU3EU5+KV5IVHU/z3nqxw8aY+e1+u0I8giDKCKCeM5EHUX5YWdrnAwFBN3nmtxruvk1hohew5FvBXt/m8fKyCLEl4Tsrcos2ODR12bW7z5F4NxwJN07H0Bj/11vN80V7k+UNjvKXu8K7rOzxzIMBzVC60c1bmZdaP54xPb59/7/fc+OtZmn5SqXzny5z/3cd3vKr/xz7Gx2zuue+2j5+Yq/yXDetml+IkoNPTmWrGHDiuMO46vPU1EdXKAo/s1pmuOFy8UWfDlMKujW3mVlp84zGHCc9k64zKxqkEw1jiicMBf/GVBkeON9lUt7l2q8K2MRmdHLp94iAhKQyRJddE5HqKjZtlhHztMYsg0DB1hlptXSqQFsKzaegBD++VuX93FdeRimXG8PRWFGkQBivc9OIEN40URVNQZbkYGzLIgy+pEcMowDICUC3yelJBsSq3nyMcwjQVBRsXZoaVjsHrL4MbLm8RpimdCPplgccZUQxRJBNGKpah8u7X9gjilCAW+IgozorZOZCLOBPPjqh4fUDm+LkmT76wjhNn13HRVINffE/E1TuXaecRJ+YSjpyWmV+s8c7rcprNLi+eTDhxNmHfEZO5+QluugxWghZ3P5Wzsmxz8cac04vgGQqyElGtzC5dc7H7X/Y8f/vHFd35lyrDf5kTvPz44e9/L+fPHfpsFF36a/fdd0fd1Pdx/LzFtqmcihOTyX3uftpg45jPxRtlJFlmdjxGVlrct1sh7DtctUNl82zGxVsWuf3ZgJvva+LJNq/fpTDdlFCVlG+9nHHptjbrmqscWzC49+lxUk8cmEKMX2iVjQRZDgkTB1tFbAALpLGgxopkXccK6Md9vvCgT55a+FppLRsyU0o5qSyJ2bei5FhGwjMvK5ye0zEUijdEcdrLZQhVUeBp6YIXmOH143DNjj4vH/cLsH2JdSsWQEUuZpyItLN+oFNzbX7opi73P99lJfSpRlJxMmeEEYIJGCqEsYGhBCQk9GKDuKBOpakYk8pyhm0F3PJozvHFGtNVnaal8tQLOqoiM9202LrO4Ze/b5HPPbTMvd9q4JoSnm1w3WU+b7yyxc336ZxZEE6mU3MauzaP8aZXtXj2pT77T5j4nsF0M+XlUzHXXrqxLekT/+nh53tf+KWf/bF/yRL8ly1wgGpza5KlyU9OT+3bdKjf/9jGyaNmL1TISHniQMbqapUrt6eoyjJLK3VsM+Le3TmPPF/hVZs0tq6TuGzrEi+f63DXE3Uaus1lWzR2bU5p1rocn4toVi2u3Orx+itgsbPEvmM9+rEL5IPRn67luFbM0y9LPP+SQ8WkyLuXinV9jm0luHZI1evyjScVntzfEMg5Xcy+yy1oqbIbykwFOsHUE547qHHmgoGriQLXi8trmeeZ5yVGTSKORYFHiVifX7M9YN9Biqi9MkGh3EiuzfQJQp2Vjs11OwPedOUS33zMoW3JVMKCexJm9COZfqTQ6Rm8akfG1Tt6nDphECX5gG0IErqWcn455GO311lervH6S1Ou2t5nvptx8pzGxFmDpZbF5dvHeNurljh2ZpW9x6vYpozv+tx0meDS7H5Bx7Nllrot9hy2uHyby7W7Ohw7oxAmCodOZbz+6vWB78/8VJLWviIRZP+06vrHP/7FWpTyw9Sk/MMfu/Wx25+a+bzjTf+oYm4OZHKqbhdH1blmZ8JzxxKefMFDlhV0I6Dbh4ZtsnVW5uLNHY5c6PJXX6tj5A5XX6Txqp0JOzZd4JnDXV486qLrKnuPGLx8vM76MYvX7OoTRGIYrMjlCZ5imxGdMGela+AaFBoUGcsAx0xxrZiK0+fUfMDH7qyDbDFW2Nl0tcirKnqNwbpdLi6SsiBACROOiqkI0ZauM2CDK7KYjkSxVBBXRZZ7HKskqYqUUcyfpcGCpVyF5ojTNk3F0qcXarQ6FlHs82/eHDA9scJCT6ITQi/MCriPUPh1Aw3fUvHNiE4kEcXFxKWYl1tGwrcOaJyZc7l4WuXyTTJBqHLxep2rdnZ56WyX5w5GPHvAII0a/Oy/klg/2+aFEwmHT8HyagXPgjBJSFKFV+8wuGRbl6cOQBDYtHoxSRjzmsvXB5vWTfzoD//A2Feuv7ST/tiPvu9fuvz+5Qsc4P/5T+/jNTuOpJ97ZMctO7ZN/dj69TO9k+cMts6mvHAqQcdkrCaRZQnnlzKeedHnii0ql2wJObHQ5qO3usiRzWWbdS7flrJhZp47n8l4em+dyzdJzE70aXUTFlZUgtBElcRYrARo6qrI7cmJ2XNMw9IV3IEaUBEAUCfBdwI8t8Wffsll7+E6056IVvFMMfsWgqVcBJeN5PpIRSx3LmfkkoSmCH2KUU5xTAXfUTANCKKUVjej25foFxqTMFaJYw0py5HylLRQH5ZzPkG/Lb5GzmCSsty2WFjxuHSzzX953yJhELLck+n2i0lJkNMLZXp9jX5gcenmkFROCWMK5IR4QihyTpIrmJpKsyLhu3ByIWf/EYPrLnJ406t7HJvvs/dwzN5DOio1/v27EqamW+w7nrDnoMVrtmuMN1JUNWVhJSGNXbZvCjhwSmKqrjI9PdvTzckfe8v3XHzL/fcvplsv/6ev4f9/U+AAP/wDP85f/tzB/Ff/OP+Sbm7/qasum15d6kTIscmNl/fphwGOnfLYPokJz+I1l8TELPPZe1Sk2ObKrTpXXhQzM7nAV7+Vcc+TDS7dpOF5IS8fj8hTMdEAhjhkmYEh1jIS0izkjiddTEWYDixDBFi5tmCt1P0O33gSHj9QZ9JRGPdymr5M3Rd+xzCGKGYQDFWSqUT0XsbxsxIPPGuTxTJ2oVa0DYGwmB4ThoULywHnF2Ja3YxeILjZQaRiaAqvvzpkejqiHw3DQaRiEqMqIsXB1FOiRGJhRWN+2WRhxWFptcI1Fyl893WLXOhmtPrQ7Wf0goxuXwA9o9jgbdeIBVcvlkaitkXrk2cSUi76ckWWuXhLn1a/z77DDm+5yuLtN7Q5udzn+UMxz71souRVfuy7eyj6Kk++mDG/5HPDZQGdIMW0Uh7Zm6OkNmPVCNmYWt25ZeNPvedV7S/96YcO5m/6rh/9/6rs/uV78NGPHVf8BLfd+lmWevbnNeUKbcPGbX+2buLFxrmFJQy1SpIHtDsWr700Z2JsiSdfTlDzClduN7jioohabYkvPZJwx+M1Xr1ZY9emFNPq0e4ZNCwN386Q5YggUTAHgigwdBHUGiQJimLgGxRICQEF9eyEsWqP+XaXP/tSnahrs3E8Y7wqMVbTmRnLWez8v+2daWxd+Xnef/+zn7tf8nK73FeJpERJI2lGGnlG8njsWWyPHXtcpzBgw6ibom4CxGkdxCmSBgFSuEGBol8cFK5TwP7Q1rETt17isROPrVmsGY+1jTZK1EJS3MnLu5/9nH44l9J4kBYOEI80kz7f+IEk7rnPffnyfd/neRqcuhhH/iXNkCC4mwwM8bJnswZr6xpKJN2Rqhl6LMTo63CwKXO7qiMck2wqdoHduRQEmb7OkEzCZ7Nx94MTXzrGZ6/ZlIduNDl3QWN7O0lvh4oXCISIGC56/M7HSpy/WWOlkiWfDGnYd62SG5aOF2romkPNNe/YG8ftkoqhBARRQNWKqDVU8m0qTc/l0q2Avs40/+TRJqZR4vsv5zh9LYEiJ5kZD9nVX+GVizVeOp/i4FQKZBvHNsmmGtxY6+XJEw9uFTvN30km5P/+txfhd3/rrSP3W05wgA9++BMALCyVvyokRdlabv/i3A9+1DHQXeFHZ2SOTsm0t1X58vd05m+n2dNvsG/CZaNe5VunVCqWRndGYbBbortQ55XZANdW6R2QKOQsriz6/Oxiiq5EFGsFVYGuheQzFn/xokq5qjGUgWTLozydCMmlXDKpGl9/TqVUS9GXjShkBIW8SnchvltfKtd57oyJ5ym0Z+5uC4nEL4gYhNJypG0JjnVNImFCOukhPBvXk/GsCMsOsN3YIN7zY0/CwI/tqd+YcSm1Rp26GpFLuUhahQuLCbbWNGQUBAqyFPsKFvI2H3iowle+m6TSlMk1fRqWQsOKj7S6CypPHm7wV89ncbxYWOF4MuWGxtGpkO8ONdmoGNxelyh2GkyP1PnZ6ya3Vkz6u9OM92zT9ZTFCxdCzs6lyKWSPHPUYXLI5q9PyVy6rvHufU2ee1ViYrDA9MwjGx948tjvEXpfFXL+raZa/PzuyW8FBnpzZFPiz0d2vfsLjz32xEYoUuwZEBQLdW7cllEiBUOV2T8eEooq331ZozuV4YkDFu1pwVAxxAmanL+uk02YDPWE9HaV+c6rKnbDJGPSCn+KxQueb3PupoEayncSH1KJeGnR2dZkpWzz43NZUrJKVw4KWYVCTqUrH1HIuiiSQ92Ns3h2FjHRG05hRcs5d0fLqLRszmI1fbz6l6U4Os9pzaI9b6dFkFp5ma359xukbTsnr6oSYWgeCcMmIqRUjdjY9tjYDtnYVljfNnHdDMdnQrrb6yxXBHUriuVklqDeVCAy2Dvso6oudVu07JQF9aZKSk/x/ofqLG67LK4GlKsJZkZkdMPi1mpIqaLyN6cTbG218cyROAX57DWwHA0RqowXBYvbHq9dSdLdlebAA09uPPX4o1/wPenP7xW57ynBATLpJOmk+5UDBw5+fmb/B7d3jRW4Mq/T0wb7Rhz2jagU2hxOXxMUsyZHZxxevmjSlZfpaLM5OxexVUqwa0BmfKDO+XmHC9ez7OoJ0bU4I17XoC0dH01dummS0gVps6WlTETk0w6pRJ3vv6azuJykmIVCVqY9p1LIRbRlY7s2VfUJWiO+N2THvgmtw62WMmYn/ltt5WtKUkhI1JKyRa00hLtZPfHQJPoF59m7gox4WyqJEC8IqdkR5XpAqeKzWY5Y39ZY3Uox3Gny5OE6Fdtjuw4NK6DejKg2FBqWwZ6hiL5um+06uG681rddwdztNPsGE0yN1LmyHDA7L9ORMZgZd1kvu6yVVB6eDnjxYsTGZoYD4z5rFZfz10zO39BY2pSYHJRAK/DhJ5/enpg8/PnFjfArqvYPe1vy98U9JTiAEDlUNf21R44d/FRHz8Tn9u874q1tB6yVTFLJkJtrHlvbCaZHIl64YFOtJpkYENi+zdlrKr1tBtMjHhcX6vy372aZ7DH56GMNFNUnigSmHqLrNudvCWoNnVwrACuVkEgnAzpyFgubLs+fSZNSFHraBIW8RmcbdLX5tGVcTMNHiLCVbCbunKPC3aod3Ukahp3JR/wPomjNyXeUO28McL0bZXJXXSRaNm7RL/yFoKW2kaX4G5qeoFSDjbLP+rbHeglWNg1sJ82790f0djVZq0K9GbYILlOtG2RNjb0jTRp+vK4XRLiBy//4MVyd7+AzT0XsHi1z8WbAynqSA2OgGxaz84KcmeSR/SUu3IgopE2Geh3qlk97SpBN++ydOuTNTI1+rjh46FO5TPJrw8Vf3Ybyl8U9JziAEFrYqK5/+8knP/il0bHp39y//3gwWJRCWXZY2ZIZK0r0dW0xv2QwXtTp63JZ3HCpVVMcGIdiZ5mT5xXkIMHhXRI9HQ6OH6/hM4kAQ2/y6hUTOVTJpyBlyqQSsWo/YTR4+ZLM7dUExTy05xS62wWD3Q69HRVCbMJQkNAglYilMncnGzuz8VhO7PsSoXeXnPCLsrQ3nsuGO3Pu1qxbknas1gRSK/1hJ1UtCmnpIiNqlqDhyPGtueyztB1we91nbctnfVtiZTPJUIfOw9NN6p5PpRm1qrigVNWABIcmfCzPo9aM2y1N9VkuObx2WYIgx/F9HovbFmeuymTNBH3dLrc3XeYWkox2GSxtN7m+pNHdJmH5AeWmFh49fDSYGJ/8zck9H/rS8srqt/MZ+Ve+xPllcF8QHCDfMcGFSyVXNfq/NjY6NHXkwPgfDvTlEFFEPuvy2uUkTxyOGO5x8EOHl84bTPRpDBSbfPPFgNWNJHuGNMYGLH5wWqXWVMlnoCNvMb/psVYyaE8Iskmplc0Z0p51WC17/ODVJBoKnTmJjrxCf6dHX1eJkxcbfPtFjeWNFId2RZzY7yKJ1gKpdQKgq3EolePJtGckxodskGJFPXA3IhzuWCbfJfbOzXYcSXJxXmOrqmOqcRvj3unT796w/OSsxukrOr1t8IFjLg/uqzJf8lna8NkohayVNIIgyZOHXTrbHTZrcZtSa0aU6wrlapKenEJfV5O1akS5FpExJR4/ZHNt2ePCdYNiPsmHT1S4tW5zbT7BsT0CoXjcXA147lWTByY0Nqo+rh2RyrSTaZ/6w86OoamJge6vdSVX3EP7J+41ne7gviE4wN7pUWamui1TLF09+MjoF3t7dv/xwZmJ4NVZHV1Tabg+bhBx7kZA5Cc4ssfl7PU6L5426cvrTAxElOoNTl3Q6W1T6e8MsP06f/a/kmxumBTzxMGxpiBlhCQMh1IjoGHpFFKCtoxCVz5iuFjltTmbbz6fJ/ASbJY1FEnG1MI7vbWqxN6F2ZRLwnCpNVSyiQT7x3wkOcD17+o9xY6LbCsReKd6R62eXVVC/NDn7DUDq6qTNSPqjqDSBNsJW6v1uKpbbnz5V0iDRJ6PPyozs7vGjfWQ9bLPVkWwWUmQ0lVyKZeGG9GwQhpWSLUhWNkw6cmn+OyHmmhGk4X1kOUNk4enQvK5BlcXQpbXMzy+X+aB3SVOXYxQogT7xq1Y5aT7NBqCR/bYTiI9sDk+Mv3HZ1cmv3h2dutqom3I6h36+3kH/qpxXxF8BwOTn+Dk39rBE09/6t+dePyT/+HXP/CYE8hJLt5KoWoeS5sa+0ZVNK2O7aiMdpu0ZyU62yx+ejnEkBIMdUsUO5tcX/PZ2Eoy3q1QyMmttDdIJnyCyOdHpzUWV1Q6c4JcRqKr4NDwavz4rEkhoVHISshynKe+03bIUhzPnUv5aFqNvzntcGY2weJ6jpnhkO5OFz/cWdREd+5VhAgJaa3c78jAYueqpc2I12/o9LdLHBiTOHG4gRX6VBpxOloQiJbOMl5ihWHIZllQqmR5fJ+HkbBY3w4p1+IqPtwlceKgg5Dj8NemFVBrRKxtq1xfzNGVSTFYdFguedxakXCdHA9ON1mveGyWBXMLeTQ1STO0OHfNpLvNoOm4zAxLTAzrqMkHf1K3/P5kIvsnnzxeDn73sx+917T5O/GWz8F/WRx//FlWNyp0FaJ/2/2+E1Kmve/o7LnnpJ/PVY+2mQ1ltM/i5Ysypmqwf5eF4ySo2RZXbsam6oPFCEVr8PqcSl/WZGoEljZjD5SOrIci7YziJAxVJm1K5NJQLDT4s+9IXLyW5uFdEt2FiM68jSpHuG7cF0uSQFchm3JxwybfezXP/gGV7gIc2CVTLAQsL8Q/PxYzx57aihwnFHut5OKw1cZIUsjShsSVWyaHhgRTQzJT4z6vXYVKU8Vx482pIscLHyeQWK9ErJYC5lc0Hp5J8MmnKnz5LxMM1UJqDRnb0YlCF0Hcx29VA3IZmTAK+fks7BnJsW9km9lbDjeXFTrzSaaHLF696LBdl1gt+6RNnaPTFqcvO+iqzLsPqf6N5Y6ffvoTj4eyufvnj4Pd1ZG711T5f+K+rOA76O7IIkQORct9YWVp+US68MD733Pk4Dfe83B/KGRBLhGQNn0aVkh/t8tPL0kMdxqM9AtU1eP89Yibt7M8sg9SmRrVpk9nm4em11oKExWBjKHFk5X2bEgQ1dmoGAy0y/R3yxQ7m9SdOutlg/ZUREL3W6t5UBSP166EeLaEIGptDXV8L25DhIhFEQk9wNAc/MDGUBwsP8Ry4g9LFLXEv2pEUldI6LGja1KXOTzZwA1DHDceHVpOSKUm0ZGV0ZI+S1sei2twez1NIS2DYrNVC6lbYLsKYaRgaoKudplmFLBR9smmHKpOlRfOyYx2mcyMOXihx/Uln/nlLEenXRbWQ9KJgLrlsVmWSaUEvjocdhYf+cavPX3o/cvLGye6OnK/f7+TG+7jCv5mfPzZZ7i9OFdTNeO3KuWhudfOnNnT1bP94Zdfu0xbKomsWNhWggcnA1a2baSSzpUlnf6CwmBvne+9EtKRUZCUJt88GTLSIVHs1AgjD00RJEyJnvYml5ciNksGe/sUBnt8/LDC1583OLrb4MS+VV6/6hFGCTQVFCXg8qJGw5KRRCtTPpBaG864NdFUQdJ0uTDv89KFPO89GPITtU6tkcL13ljFBZIc59yHIaRNwVh/xEtn4iQHAcyvS7xw1uDhMYXDMxbffwUW1hSG1jWmRnUm+i1WVhM0rFj1LglB0hAMFxVO9Fc5eVpjq2wy1t/k+y/bLK3r7Bu2mJ2HVMriZ5d1Dk+ZBJGDrki0ddWQjWlS6ey3JicfvDA42PefLcuqTfWP3Gs6/NK4ryv4m9HXP0ZXV99mIjnwB888/cnfntxz7FvHjjzCYL/B+WshE72CdLrJwpqM57tYtsxwMeT0XEBpO8HuQQipUyqbZJIStaZCGMbr/GwSNM1mdkEmoar0FCQ68jaztyMWlpNEoUrKjCu3LItWmoGPaUgoivQLmktoHUkJgamFeKHL/3xe59XX+3hoPM/HH2siqz62Gwsa/i54nkzdlrFbKh0/AMsR1JsSEjIjHRpj/R7rFY/lDYHtJJkc8HECn1oDHFdGRZAxBNW6oCOtIWSH2XlBIZVg/y6LG8tgGBqa5tPfKVG2XWZvKowVXWq2yeT0ozx6/Oi3nnri07/d0937Bx2Fns2BtxG54W1G8B309XVz7mZ5Xsvs/vzBA/s/+tCxXzt56IET5HIGrt0goapEIkREGpmUzcKqTtJIYBo+567rPDAuoekVShWBJCskDZn2TICsWpy/nqA9KdPdDrreZHlDkDI0MqmQH/5MZWUznsKYerw6l5VYlS+1NpiKFO5IL+9MSCJCSg0dU5GxbYOUqRIS32TvIIqilnpHtCIF5Tjew4vz5RuWRG8BnnjQptIMqTV1+gshTuCxVgrYqujsHZaxA49SNaRuKQSBQntWwgotTl/RmRmJaLg+9YbGQKdKpekhhTIREZat4hIh6yZ7ph/lYx/50MnO3gMfnZoc+3x7YW2+t/cfXhD8VuBt06K8Gcf29QDM2W40h+BCVybsqdu7/svm6tmx+dVZ+fa6x2iPynYDOrMytuMRRQ7Nhsnu3oCXL0k8cdAnb/i0Z2S6Cy5XFkM8W6GzR6aQ81krh5y6nOTIWEQ27TG/oeO4aitixSWbaiCERhTFo0BFiZAVl0jorRuTWImjKCGmruK74AcSlqfgBxGCu74qgogw9PDCWL0uBIjIY7sZUm1G1BqgKwrdBcGL5yJWNmUemoaTF0I2KgHrJZXxQYPJoSbLW0lKFYWqJeP6EScesPjphQQ9HQlCOaJqeViuSjodcO22Sk97jWrT4L3HjgWH907MrW/6/2Jm37tWgKvijX4Xb0O8bQm+A0MTAFcr5crVQug/kU4qvfmeh7/xV9/7cSalLyZvLAUQ+igi4qWLIQlNIMlNsmaSmu1xelZl/7DAMBu8cEpHQaOvS9DVZrNaC/ACg84cgI3rR6RMhWwaOtrqbNddsqaCJAeEkUIu5fL8WY1yWUU3QmpWGFukRQJZRAQtyVoYxi2MpkAq4VN3A/IplRMHHG4tppEF+JFP3YJCpsl6VaXSCKk1dFS1gSRZrJfSSELHCwWlcsjttYiRPoN37W3y9R9aXF1IcniXT6XsUm0k8CIPx1F4ZG8Fu5nATLkkDYW6k+Twvv7G0Nh7q6sl6dnRoYGliXF5/u1O7B287Qm+g2wuSxSF87n84cVbS43pf/br/hHfD7+8MD/rX5u73Nao1dI3V1V62yN+PivTkYHryy4pI83EkMfcssfCkk5PViad8njpckRHziRtSPR2eswu+5y+ajCQlWjL+Jy+5nFmdoAje0JS6QA/EGiaQ6MpcWRcpWw1WVlNtm69414wVtXHRm6C+Noxl2lyad6hUu0gbVTxfA9FlinXA27c7uJfPeNz5lqNUlXH9WQOjQe8dtni9maKelMibypM77Wo1SO2KxqjPQqj/RazCzojfUlG+2tU6xkOjTe5Op+jt9tkaUtnYGCQ4b5d5aHBoTqI3xgaGT41OJKrRGEUyvLbsnP9O/HOeSXsxG+IcKh7c3t4pOu5VDozceqlr44++5FP/8norsMXFb3jbLHbtPs6TYZ7HCRguBgwu+xy8lyS4/sCBrsDsskmc/M6tq3RmQFJdplf1RnuhlzaJ2kEXF/TcFwdUPBDMLWQ68syL5zX8H2Djx13aMv4eH5sKWEo8RY0DAWeD2EQn8CWahHf/LGJJsk8OuMyWnSw3dgtQIpAl3X6uyTqTkSpHnJj2WSwUyXAoVSVSWsy430qJUtwaw2eP5vm+EzISH+Na7fB9xWu3fapuwVCxbAnR9rPHn94z5lnP/LPL77nsaf+9dXZi0OK2ffcuVlrWxLiHUVueAdV8DdCKEMAIdAsbdxCUZQ/lSTpT489tFfOZtNf0vLWRIJr76rY67IQLrbj05ES9HUErG4GNG2bjoxOPuVQbNPYqoeEnsqHjtS5fFNBVaE9EeAlBCnTJa1rKLLA9iQalkIUCbJJuZVcFlG3Q2xHQpHjHjylR2QSHhHxP5WluoEAkoaErsXWEA1bo2pDpa6w2dSxfVgtCS7Na0wPSrRlPFa3NLaaEVsVFTNh07AF85uQVk0ioeIEMilRYHJXIThxZOTFAPWq59Y+W6nZgaJq6LoePfOhf0raVO/1W/YrwzuS4G9EW8cQ3J3e+aVy+Tc0XcuXth7890L+oXZ76XoQSsoDu/Li4HJ5Cd93+csXJWYGIy7NB2STPs1mRNqUmFs2qTR0wjBAEvGt+cJaQFYHPxJU6nHfGltDxJVQUUJmFzWWNwym+nxKdZnJYZXRvjhrPiLOBtqZvGSTsUNWw9IY7rFwPA0RSchSSMYMGStCramSTHhs1yMm+ytEQYqnD23xyuttTA5I5AoD9Kf8ny8uh6d7iiPy0+97zM23tf2+67jbyXRb61F85l6/NW8J3vEEfzPacjmAbeBfAvzH//rXSCqP9vXyPn9l5tmB9uauVJeFbF/j1BWNoYLNwpLPSLePJsn4wM212I1KU+HqkkE6qRDiU2nIqKqCrhHbHIcSuupjmi4P7TYY6alxajZJzTIo1T1SrXRjXY1tJFxHJZuUkGWHWk0w3hOxWQZDEgx3Byiyi+UImpbFcNGmUk8xPapz/nqWnt49HM/l2DchzTa91DemJ60f4IuTIvmrt2a4n/GPjuBvxr/5zFMAJ5fXtk8+CC+Yqjc6vVkOT7+yEj6W6x8e6m37vdMXlkgnZKqVFbLGFr4ro8gWmYSGYQSEgYwkPCIhGOiQSCWrrG+r1F2FUs3n1pzg2B6XrrzNX7yg4boyJ/bXuLkok9R9enMKdddmfs2gaslIIqLSkPGiBJ4b4YYBMiFLmwHZdDvTuzrRVJ9+Ywjf3fxiQP3m4Njj0lSqTcpllOvAc0K/dzKx+wn/6Am+g2JXHuC5na+jaBnQcisrqz+NQhU3ULziA5Ofcz3vvbGBj83KwllK5TXCUCaKYms3XQn50RmbKDTZbsRLl7NzEsV8wOV5ODJZw3E1dvU2WFs30GSbwY6IQ7u3OXWpSNUxUeQQIoEXKWhKlscfeQBZKGgKBIH0w4Ta+E+Wg1ocmMJI9Z7cc9ApD4903OtHeF/i/xP8/wIhigBl4H8DNKorILhi215XFBH6gYtTu4plSYSRTHwiZXsPHn70j7aj7Q8MFPGOqILJXpDSHrm8xFY14P0PO2yWNdLtFuPjaYr9FvtDg/ExW62L3u/84MWzf5RJqSrE/uGKlmTv1F40RQUhpCCQ1hDcHB3sudeP6G2Bd8Y0/z7BlYsvIUmi64evLGa7M0F0c0Mw0gm3NgJypmCrEvHMu2y2KirppMvCSoKhos3NZY3R/kCslEcrQoRr7z5+/F6/lHcM/g/mcI9RiM2QKQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo0NjozMyswMDowMIZMCTkAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NDY6MzMrMDA6MDD3EbGFAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20042280
    {'hecke_orbit_code': 4503600063578122, 'n': 1, 'trace_an': 2}
  • id: 20042281
    {'hecke_orbit_code': 4503600063578122, 'n': 2, 'trace_an': -8192}
  • id: 20042282
    {'hecke_orbit_code': 4503600063578122, 'n': 3, 'trace_an': -438588}
  • id: 20042283
    {'hecke_orbit_code': 4503600063578122, 'n': 4, 'trace_an': 33554432}
  • id: 20042284
    {'hecke_orbit_code': 4503600063578122, 'n': 5, 'trace_an': 488281250}
  • id: 20042285
    {'hecke_orbit_code': 4503600063578122, 'n': 6, 'trace_an': 1796456448}
  • id: 20042286
    {'hecke_orbit_code': 4503600063578122, 'n': 7, 'trace_an': -34008596636}
  • id: 20042287
    {'hecke_orbit_code': 4503600063578122, 'n': 8, 'trace_an': -137438953472}
  • id: 20042288
    {'hecke_orbit_code': 4503600063578122, 'n': 9, 'trace_an': 2426195859786}
  • id: 20042289
    {'hecke_orbit_code': 4503600063578122, 'n': 10, 'trace_an': -2000000000000}
  • id: 20042290
    {'hecke_orbit_code': 4503600063578122, 'n': 11, 'trace_an': 19344682791984}
  • id: 20042291
    {'hecke_orbit_code': 4503600063578122, 'n': 12, 'trace_an': -7358285611008}
  • id: 20042292
    {'hecke_orbit_code': 4503600063578122, 'n': 13, 'trace_an': -127796048033588}
  • id: 20042293
    {'hecke_orbit_code': 4503600063578122, 'n': 14, 'trace_an': 139299211821056}
  • id: 20042294
    {'hecke_orbit_code': 4503600063578122, 'n': 15, 'trace_an': -107077148437500}
  • id: 20042295
    {'hecke_orbit_code': 4503600063578122, 'n': 16, 'trace_an': 562949953421312}
  • id: 20042296
    {'hecke_orbit_code': 4503600063578122, 'n': 17, 'trace_an': -2998857935578476}
  • id: 20042297
    {'hecke_orbit_code': 4503600063578122, 'n': 18, 'trace_an': -9937698241683456}
  • id: 20042298
    {'hecke_orbit_code': 4503600063578122, 'n': 19, 'trace_an': 13534782395320}
  • id: 20042299
    {'hecke_orbit_code': 4503600063578122, 'n': 20, 'trace_an': 8192000000000000}
  • id: 20042300
    {'hecke_orbit_code': 4503600063578122, 'n': 21, 'trace_an': 18191471686615584}
  • id: 20042301
    {'hecke_orbit_code': 4503600063578122, 'n': 22, 'trace_an': -79235820715966464}
  • id: 20042302
    {'hecke_orbit_code': 4503600063578122, 'n': 23, 'trace_an': -176800520782624068}
  • id: 20042303
    {'hecke_orbit_code': 4503600063578122, 'n': 24, 'trace_an': 30139537862688768}
  • id: 20042304
    {'hecke_orbit_code': 4503600063578122, 'n': 25, 'trace_an': 119209289550781250}
  • id: 20042305
    {'hecke_orbit_code': 4503600063578122, 'n': 26, 'trace_an': 523452612745576448}
  • id: 20042306
    {'hecke_orbit_code': 4503600063578122, 'n': 27, 'trace_an': -1925577931602663000}
  • id: 20042307
    {'hecke_orbit_code': 4503600063578122, 'n': 28, 'trace_an': -570569571619045376}
  • id: 20042308
    {'hecke_orbit_code': 4503600063578122, 'n': 29, 'trace_an': -1676097487309033380}
  • id: 20042309
    {'hecke_orbit_code': 4503600063578122, 'n': 30, 'trace_an': 438588000000000000}
  • id: 20042310
    {'hecke_orbit_code': 4503600063578122, 'n': 31, 'trace_an': 7125865156346376664}
  • id: 20042311
    {'hecke_orbit_code': 4503600063578122, 'n': 32, 'trace_an': -2305843009213693952}
  • id: 20042312
    {'hecke_orbit_code': 4503600063578122, 'n': 33, 'trace_an': 11436524032432880304}
  • id: 20042313
    {'hecke_orbit_code': 4503600063578122, 'n': 34, 'trace_an': 12283322104129437696}
  • id: 20042314
    {'hecke_orbit_code': 4503600063578122, 'n': 35, 'trace_an': -8302880038085937500}
  • id: 20042315
    {'hecke_orbit_code': 4503600063578122, 'n': 36, 'trace_an': 40704811997935435776}
  • id: 20042316
    {'hecke_orbit_code': 4503600063578122, 'n': 37, 'trace_an': 84009823521808944364}
  • id: 20042317
    {'hecke_orbit_code': 4503600063578122, 'n': 38, 'trace_an': -55438468691230720}
  • id: 20042318
    {'hecke_orbit_code': 4503600063578122, 'n': 39, 'trace_an': 218271507658245788472}
  • id: 20042319
    {'hecke_orbit_code': 4503600063578122, 'n': 40, 'trace_an': -33554432000000000000}
  • id: 20042320
    {'hecke_orbit_code': 4503600063578122, 'n': 41, 'trace_an': -278976945138543009756}
  • id: 20042321
    {'hecke_orbit_code': 4503600063578122, 'n': 42, 'trace_an': -74512268028377432064}
  • id: 20042322
    {'hecke_orbit_code': 4503600063578122, 'n': 43, 'trace_an': 426481602906822493732}
  • id: 20042323
    {'hecke_orbit_code': 4503600063578122, 'n': 44, 'trace_an': 324549921652598636544}
  • id: 20042324
    {'hecke_orbit_code': 4503600063578122, 'n': 45, 'trace_an': 592332973580566406250}
  • id: 20042325
    {'hecke_orbit_code': 4503600063578122, 'n': 46, 'trace_an': 724174933125628182528}
  • id: 20042326
    {'hecke_orbit_code': 4503600063578122, 'n': 47, 'trace_an': 1107620660641184540244}
  • id: 20042327
    {'hecke_orbit_code': 4503600063578122, 'n': 48, 'trace_an': -123451547085573193728}
  • id: 20042328
    {'hecke_orbit_code': 4503600063578122, 'n': 49, 'trace_an': -2075218430900234303166}
  • id: 20042329
    {'hecke_orbit_code': 4503600063578122, 'n': 50, 'trace_an': -488281250000000000000}
  • id: 20042330
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  • id: 20042491
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  • id: 20042492
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  • id: 20042493
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  • id: 20042494
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  • id: 20042495
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  • id: 20042496
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  • id: 20042497
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  • id: 20042498
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  • id: 20042499
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  • id: 20042500
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  • id: 20042501
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  • id: 20042502
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  • id: 20042503
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  • id: 20042504
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  • id: 20042506
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  • id: 20042507
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  • id: 20042508
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  • id: 20042509
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  • id: 20042510
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  • id: 20042511
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  • id: 20042512
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  • id: 20042513
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  • id: 20042514
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  • id: 20042515
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  • id: 20042516
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  • id: 20042517
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  • id: 20042518
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  • id: 20042519
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  • id: 20042520
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  • id: 20042521
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  • id: 20042522
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  • id: 20042523
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  • id: 20042525
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  • id: 20042526
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  • id: 20042527
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  • id: 20042528
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  • id: 20042529
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  • id: 20042530
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  • id: 20042531
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  • id: 20042532
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  • id: 20042533
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  • id: 20042534
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  • id: 20042535
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  • id: 20042536
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  • id: 20042537
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  • id: 20042538
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  • id: 20042539
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