Newform data - 16.18.a.e

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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': 5184, 'analytic_conductor': 29.315533975129547, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 9361, 'field_disc_factorization': [[11, 1], [23, 1], [37, 1]], 'field_poly': [-2340, -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, [-336440304, -5880, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398811471888, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 384, 'hecke_ring_index_factorization': [[2, 7], [3, 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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '16.18.a.e', 'level': 16, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.18.a.a', 'nf_label': '2.2.9361.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(2940-\\beta )q^{3}+(302022-6^{2}\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.18.a', 'trace_display': [0, 5880, 604044, -25350160], 'trace_hash': 2290265124189981947, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.379', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.656', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 5880, 0, 604044, 0, -25350160, 0, 449174682, 0, -1259648280, 0, -1320052580, 0, 26621930448, 0, -27498226140, 0, -101133633832, 0, 335430207552, 0, -134767491120, 0, -448986850114, 0, 4619416117680, 0, 2337155582652, 0, -278836113472, 0, 22602380058720, 0, 7102242382752, 0, 20929802888140, 0, 108447997173648, 0, 4166592315732, 0, 111143148534440, 0, 281755357404444, 0, -196772651157600, 0, 99570326741874, 0, 39956666918256, 0, -487965122736660, 0, 566565363246960, 0, -2272313631999840, 0, -2835904197813624, 0, -67544034994436, 0, -3282762121966800, 0, 3645157343001768, 0, 995171321546360, 0, -10188302100105024, 0, -3882245493215376, 0, -12746425881769580, 0, 13688080703624712, 0, 31591755846002880, 0, 14984271534065504, 0, 33380230287529458, 0, -43899417809893800, 0, -3956216991540264, 0, 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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

  
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0], [-1417952098906812, -9148192335], [0, 0], [-33772017497218, -114760782180], [0, 0], [-1641381060983400, -58875410154], [0, 0], [1822578671500884, -25394946192], [0, 0], [497585660773180, -109849087089], [0, 0], [-5094151050052512, 109096400880], [0, 0], [-1941122746607688, 347319240030], [0, 0], [-6373212940884790, 6950534184], [0, 0], [6844040351812356, 160561408097], [0, 0], [15795877923001440, 857226213360], [0, 0], [7492135767032752, -360485585460], [0, 0], [16690115143764729, -1881802971720], [0, 0], [-21949708904946900, -232562921877], [0, 0], [-1978108495770132, 442104555816], [0, 0], [50446378243384200, -1569093814926], [0, 0], [25954503979423194, 224724957480], [0, 0], [41727584700231056, 2455000936740], [0, 0], [-44903558316167040, 518489308736], [0, 0], [-50821944652211832, 2684670054066], [0, 0], [-24640503894924190, 3147743142504], [0, 0], [-64111635654566940, -4856780559015], [0, 0]], 'ap': [[0, 0], [2940, -1], [302022, -36], [-12675080, -594], [-629824140, -38115], 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[-122425736997916849491130723740, -15922646920500172721587719], [111410714835446835652385570908, -5049792183955341293194185], [73344382430221573927777363370, 9759662998249139137213128], [243355763499623761802902008174, -4264528056472021774640580], [286022880371280744544634299584, -1091223121786895966798160], [-52689311683087265124935414600, 3048053451176693249241246], [85618326823788931803103805010, 4070845328431267931145480], [-21269783725588525626826671960, 15494699498868061870185018], [-66825360089149105199954444130, -9686367123976204357745700], [-262812844265776696896015714010, -15659443490252882868706356], [171008657624834674569972965520, 122969643420518186350212], [41875728824135652608288109060, 14330911551750534553456545], [-13299695495561710330302901750, 9477664847447944798770768], [417893483374424457304045844430, 5157641912789544233533596], [-21560268232888716545805598740, 11591345894524003418320251], [105587236615277593850394596634, -22307552167349413275779160], [-29073560661987987753420650012, -25260715457413123567058055], [94253939804448808349825175624, -11888846270668251708817950]], 'char_orbit_index': 1, 'field_poly': [-2340, -1, 1], 'hecke_orbit_code': 18014398811471888, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 384], 'hecke_ring_inverse_numerators': [[1, 0], [192, 1]], 'hecke_ring_numerators': [[1, 0], [-192, 384]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '16.18.a.e', 'level': 16, 'maxp': 2999, 'weight': 18}
• mf_newspaces •

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

  
  {'ALdims': [4, 4], 'ALdims_eis_new': [0, 1], 'ALdims_eis_old': [3, 2], 'ALdims_old': [11, 12], 'Nk2': 5184, 'analytic_conductor': 29.315533975129547, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 31, 'dim': 8, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989904, 'hecke_orbit_dims': [1, 1, 2, 2, 2], 'label': '16.18.a', 'level': 16, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 37, 'mf_new_dim': 9, 'num_forms': 5, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 36, 'trace_bound': 3, 'trace_display': [0, -6560, -12240, 13155520], 'traces': [8, 0, -6560, 0, -12240, 0, 13155520, 0, 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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: 11997
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '16.18.a.e', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.18.a.a', 'target_level': 4, 'twist_class_label': '4.18.a.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 11998
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '16.18.a.e', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '16.18.a.e', 'target_level': 16, 'twist_class_label': '4.18.a.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 11999
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '16.18.a.e', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '36.18.a.d', 'target_level': 36, 'twist_class_label': '4.18.a.a', 'twist_class_level': 4, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 12000
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '16.18.a.e', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.18.a.g', 'target_level': 64, 'twist_class_label': '4.18.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 12001
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '16.18.a.e', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '64.18.a.l', 'target_level': 64, 'twist_class_label': '4.18.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 18}
  • id: 12002
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '16.18.a.e', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.18.a.b', 'target_level': 100, 'twist_class_label': '4.18.a.a', 'twist_class_level': 4, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 18}
  • id: 12003
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '16.18.a.e', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.18.c.a', 'target_level': 100, 'twist_class_label': '4.18.a.a', 'twist_class_level': 4, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66000
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398811471888, 'p': 2}
  • id: 66001
    {'charpoly_factorization': [[[-336440304, -5880, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 3}
  • id: 66002
    {'charpoly_factorization': [[[-356011451100, -604044, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 5}
  • id: 66003
    {'charpoly_factorization': [[[38899628654656, 25350160, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 7}
  • id: 66004
    {'charpoly_factorization': [[[-104643307104850800, 1259648280, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 11}
  • id: 66005
    {'charpoly_factorization': [[[-8705470732740368444, 1320052580, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 13}
  • id: 66006
    {'charpoly_factorization': [[[178466050358554107204, 27498226140, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 17}
  • id: 66007
    {'charpoly_factorization': [[[-268794544533968722544, 101133633832, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 19}
  • id: 66008
    {'charpoly_factorization': [[[-64924378908412259007936, 134767491120, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 23}
  • id: 66009
    {'charpoly_factorization': [[[-5038698896684022470816124, -2337155582652, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 29}
  • id: 66010
    {'charpoly_factorization': [[[-5717389442479285167586304, 278836113472, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 31}
  • id: 66011
    {'charpoly_factorization': [[[25269857413480039954176676, -20929802888140, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 37}
  • id: 66012
    {'charpoly_factorization': [[[-1244821695974275384140828444, -4166592315732, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 41}
  • id: 66013
    {'charpoly_factorization': [[[2225044332995707879341888400, -111143148534440, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 43}
  • id: 66014
    {'charpoly_factorization': [[[425443749784070155000383744, 196772651157600, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 47}
  • id: 66015
    {'charpoly_factorization': [[[8548047572734970548844033124, 487965122736660, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 53}
  • id: 66016
    {'charpoly_factorization': [[[1981708281982523624079312316944, 2835904197813624, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 59}
  • id: 66017
    {'charpoly_factorization': [[[-4543627278294299860620830830076, 67544034994436, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 61}
  • id: 66018
    {'charpoly_factorization': [[[-3916474532149405970429003635184, -995171321546360, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 67}
  • id: 66019
    {'charpoly_factorization': [[[-37859739677817755639159972408256, 3882245493215376, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 71}
  • id: 66020
    {'charpoly_factorization': [[[40601172212187550761337325842276, 12746425881769580, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 73}
  • id: 66021
    {'charpoly_factorization': [[[11288494261891051046494553807104, -14984271534065504, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 79}
  • id: 66022
    {'charpoly_factorization': [[[463125681163024543534265351274384, 43899417809893800, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 83}
  • id: 66023
    {'charpoly_factorization': [[[656209088808808836217430674800036, -51909007958846388, 1], 1]], 'hecke_orbit_code': 18014398811471888, 'p': 89}
  • id: 66024
    {'charpoly_factorization': [[[-2812035890164973720942330300746364, 49281007789848380, 1], 1]], 'hecke_orbit_code': 18014398811471888, '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': 5, 'label': '16.18.a.e', 'level': 16, 'portrait': 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rBNQU3xwhsuoWmyZkxRr4/w9GGw3IBbtyUkSY9KqcTkxIYkUts/E5raz0qC1g9/5L1vNiT+q15/qgG+tNxivCbwfPOL333l5L1f/cYT0qJ579ryvC64cGZGs2484dhlw9tuT+h2Rnj2dcPsaoBE4AdwZkkwNt7gn/zoCnfsKHJlYZTZxRKzy5qFFcP8csTMUsxiO6I22uO+/R3u2gW2LOAoh4VVl7llzfyqoOtDFCW4dkLJjRmpRiTApfmIVgc2TVmUCj7GCBA2HS9h47TPSkODSalIowN+BAbDajNg3aRF21MIZRCJT8W12LimR6MruDSriRPNWEVSdgWOBVEk6PqS+VXJ3IphoR7hOD2wIu7e0+HevYKJSoGVeoUrCw6zy7CwHLGwGnF1Fc6tGG7bs8w//bE6k5Ual+bG8HwQJMwtF3jmdUE7bPOW20NOXCyybjzixGWNTcw9NxWj0WrxhYff8s7EWDc9D/z90dHamw2TP/T1pxbgn/jU7/MTH/0Ql2eW/8XF00/9zc98/YBjqR6u7HHHniZrxmwee24Uz+9y+Lxk7/Y2b7ulzInzVc5diai3Ijq9hKUWnF8RjI83+Rc/tcAtWxxWGqNcXSwzv+IwvyJZqicsrMTM12M6QYSfRGzf0GXXVlitS3Zv8HnwpoQwUggMX33JZbHpsn7U5+KcotMpc+MNMYutiEuzsGOD5Mws3L0zITE+3dDF0QEVV/Pi8QLFQoijIoLYEMeaO3d7nJtx2LEp5MIsLNdL3HhDTKvX49yCYsOoz2or4GsvFDFCEccxD93cZdsGw3zD4pZtPbattYjCIl2vwNyyy/yyYKkes1iPWFhNuLwqWOgE3Lxjhf/PT3RYU6tyZbHGct2l1dWsNCXnZhJOXvF45K5Vbtxc5PDZIl5X8pUDEWsnA27bJik5hm2by8y1dj3+vjsW3l83+xKTxMEd9374zYbM9339qQT4V77yed562yb1yW+d+Edzs4v/4LVjp9W+rT4rzQKvnfEpVxJ++r1dXDHGK8cLnLgYI6w2P/O+iNnFMS7OapbrMfVWSL0ds9yCK3WBLvS4Z+8qP/hgwJbJEo1OhcXVAkurNstNwWozYaWZUG8ntLyElm/o9iLGKiEbpxJA4FiGmUULIR02TSq2rDWsneyyUPc5fKbMrdsNxUKdo2dHKZcCgsBibCTB68HujT1+96kaOzdE+L5hvCoJY4+y63DsYo+CVeLmHRFHzgcsrNisG3PYsgY2TgcoFTKzDLZlEMKwaSpipCxpew6drkWra7HaUqw2YKWZsNqMWW7GzDdhpRezcV2HH3xomXt2aVyrwtxyheW6y0pTs9oULDViLs8HXGnE/Mz7fHRS4cQFySunIlSxyc+8x2e0JHj1WI2lVo87dxtf2TtaE1MbfvXK4u3/bLxyKn77uz74ZkPne15/qgB++MhJiiW3cPTEzMbW8tGPzC5c+eexf4FOt4zUPXZtVBw6UeLlkzFWocXPvLfHeGmEkxdLRHHEnq0+ra7D4qrNckNQbyU02hGNdsRqy7DQFMx2DIgOH7i/ybvuSNi6xiUIitSbLo2OTbOtqHcE7a6g5xuCyBDHoKTBsaDgGGoVw+RoiLZ6nJsLeOOsQxKVeMedAdpqcPBElc1r4BsvR9y/z2Gx6eFqRRSHjI5AFFpoK2Jlpch9t7T4xotltqyBV8/4WBR59I6ESHi8cS7mwoyLljZTI5qRkqDgCGxboARECQShoRdAu2todBLa3YRGN2GlY/DimE3ru7zrriYfuDeApMxKo8riaoGVpsVqS1NvQr0dU2+GLDViWj3YvVkThoKTV2KqY21+7r1dXDnKy8dcXj4bsXtzhDaa1Xab/ds3Mjq66X9/4O6dny2UN1wOQ89bs2Hfmw2l/utPDcBbK6cpj07ZZ0+d+EsHXz/9qwdfPyS2rG3JuSVBsWBYXCmgrQ537pIceKPCc28EOOUWf/kDbW5YU6TZKRLHgl6gaXY09Zam3pY02oZWJ6bRjmh2Euodw2JbMNdMGKl1edttbe7eFbFpSlEpWLTaLo4lAUUQSZJEkBjo9gCRMFLuceaqITEBT7xawu8WuGGdzT37u4RJg2cO1bh5u8WZ+Q7NeoW79nd58qDD1KjhxCXDX35/ixMXHaZGJd8+pLhnt2K12+L8lVFu3hHwzBsekV/k7j022zb08KIO3zqoIBacm9FUihotoOtJEiOIE0MYATJB2wnNjqFUDtmwxufe3V3edmvEWMllYbXKSqNAvWVTb2vqLUGzA412RKsd0ejEND2DHwrCWFD3DFs3tvjLH/AoWWM8e6jMCyd73L43wsVmsenjuprLC3DbDjfZueMWMzq5838dndjzm15nPrjztj8dSsufCoAbE0rf997z1a99/YYg7v7SzLmnrbm6QytQmEDixx6P3i45e9nl7v0NLs9O8Moxw0unAiammvydj65w0xZNu1uk3irQ6jo02zaNjqbZVjS70O4YWt2IViem4yU0u4aljmCpA2Hsc+N2j+nRmE7X8M67fDZPJ0SxREtDEMLTh10uL7qsGYk4es6FpMiu9YpbdiY4bpeDZ7osLZfYu7lEpVbnxSMWt293Wek2qNcrTE8bXj6h+NgjHV45oVk/abHcaVJfHeWW3V1ePBozWqix94YOi80mLx+vUdAlbttp2LGxB7LD4QuCydGQhaWQZw5b9EKFlBAnhs1rAt52V0C7o1g7knDLdgiCIqvNIqtNh0bHotVVNDuSVgda3ZhWJ6bVjWl30/tR70mWOoKWH3LjtiZ/94c91tTGeOmNUV45HnJ5pcfduxxOzYY8ekcX3y8SxGmCPb8S885H7gm1Kv2dex9871nXLXytXLSSNxtbb3ol89Jsl8uz3o81l1785YNHjo+u1JfodhWWFWNpl0ZXMLdi88yxDm+5KWC8CsIErDRdGl3FK2dr/PNPCt515zI//PAyW9cVWVgp49oFCo5N0bEoFTTtgqTsWVRLmm4vpuPFTPkJnm9o9xxWl1xmrhiCKOHqfITjGEBgK4OWgq6nEFhEXc1NmwXb1ho2ruvix22++Yri5NkR3n6rwy276/zWNw22KLJ5XZcjLyrW1RTjlS6uKhCEFottKLma9VOC108G3LKjwIM3L/OJxzxsq8xb7zRYTpfvvBzwjQMljl8osHVtkc1rYiZGAraMh+zbHKNUglYGMBQdh4maQxBatLs2R89YdHqarqfo9CQdDzo9Q6eb/u5tL6bjGVpeQtMTLHUVCw1DqdLip96zzLtuM2yaHOXgiRrnZwyXFgwrXcmxK10evq3L5ukSsws2jQ6sHW+xcVpy8dzL1tjoxC+/9Mr06tsfue2vG9P6hBCV/3EBvrTaAfifDhx48RdXZp4YPX2+ydhIwvb1LpcXDWvHJJNlRRwmHDpW5MwVj/tvCrh71yJTkxW8owXWVA0nz9V45ZTN2blF3n93h/v2etQqFVabRUotl4pn0+lq2tnD9nqarq/p+YZekBCEhjA0RHF6BZGNSUAqgaUFri2olQUjZZgeT1g/1WV8pMnjB+HZ1yxkUuXtt1rctKvN88dDgl6Fe24SND2PxZUSd+9IGK91KWiHXqRYaoWoRHDTDk2x7HPolMsDt1S568Y2h04pMFVu3WPzU+9e5cnXA779SokTl102TiimRwuMlItUy1BwwNIGJSExcOKCII4FYSQIIvBD0t/Rj/H8hJ6f0O0ldP2EjgctH5Y6iqU29EyPt9y8yrvvafHDjxi63igXZ0u4ts9MIwbH45239HjgxpixYpkLM2XOzWiiOGDjGpszVwusHW8R9mb52tcfH107Hv5/b73tIW1M5z8J8eY1WbxpAD97eZFuz/+pbz798i8uX/rm5N4NdW7eVuPAaZ/pCY+33QElB5ZWCwhh41iSM1c1X/6uy8vHAmwNS/UYW8H6WsJCp8BnnlrPU4da3L+vwY+8pcG+LR3GakVWGkXankPXszJgq/QKBH4oCSNBFKVbferdSpNKrcG1oVhIGC2HrJvsEtHhzNWQzzzjcv5KiZpT4PY9mrv3t3j5dJMnXqpw53aXjWu6/O5TAiUcKuWQRscnMaAETFS6tNo2SVTgPfcv8nvfKLJtweVdd3YJwhWeeWOMMHa5Y88k77q9xfYNTb5zqMuRK0UOX7BZPyoZrQiKjsC20kUoBQhhSAwkiSGMssUaGvwwXci9ALwA2j1B3RestkHoHjftbPAjb2tw356YsXKBRqvMarNIGEkmR0Pe/6CHYwesH9f4vRGOny9zfgYuzgYsNSUnrmp2buqyZsLi4PESJ87Xeezxb01OjnR/ccO2B4wxV//zm+VO/O8O8BOv/hrfObyNNw699ONHz6380urikfF2u0enY3jrrctINc6BE5oLcy0+9ugCe0YqaDWKrS0qRcHcimC1beElhooLYKhhsFRC0VOsNEf43NMlDhztcM+NDX7krQ1u3tZkLC4QRQ7dnkvHs/B8TRAqwkgSxZI4ESRGIDBIYXDshKIb4dgBtuVzdcXnsVclZ2dsLsyMoBKHbWtsdm9R3LqrhXKWeONcmXW1Inu3wvREndVWhX3rJFFiePwVB78rqZUiHr2jx9eeCbk8X2bnDRZzjR7HzltsmBrhxi1LPH+kzYvHBH5gs2vLKLs2OOxa3+bc3Cpnr8IrJ4ucOV+iqAWOTrVp1wIp06TKmHSxRjEEEQSxoOMLWj1BK4QgiUhMj9u2t/iRt7W4f1/MmlEHr1dlpVmg3XHo9ix6gYJAMVnRJIngwozN1UWLq0sxl+dCTs2FlMpdPnhPzEihwstvOLxwssvDt0VYpsPjTzw9ee+dq780tzIdnTv6zd/6na/P8Y/+1k/8+QX4Zz7/WXbd9nmMER99+tD8r5w4uVjrej0eulFx/EKV7762zNtuX6DiTvHisRr/7DckH3t7g3t2GSxrFMexKBcUzU6E5yeEsSGK0gjlWIaCHVNzBS3fotEa4fPPVnjqcI+pkS4feajJrg09el6HvVsMG6YVfmgRx4o4kZgc3DLB0jGXFgwX5gUNL+Erzxe5ujyCCSxGXMXaMc2mac3WdbB3W4tELvPrXyuxulrlzl2avduafOewQEQWkyOSUjGiG9pII8FIlLZp9gQLq4I9pshDt7Z54VCBteM2d+4d5SffvcxvfqPNK6dKdHoWK40yW9YW2Lmmyx072nzwgTazq6t85XmHla7DpTmLq1dtLCWQUiIQJMYQJxAmhjhKGBkL2b+ni++H7Nrg86GHfCaritGyQxi6zC25dDybbi9d/D1f4YeSIEopj+dLGi1YqkdcWQg5PR9z+40NfvStCZeuTPGdVxSvnW/x1jtCpis1jl2MWDtZ55lnXxpvx+t/5fnDW8J/9K8uf+qxr/w2737fj/35A/jj3/hdHn1nVXzy0+/78NWFyx/3mleKU9UCZ5ouS50mt+/WPPXqGDNLq+zcuMK9N1a58O0Kjx8MuPGGVbatl0ANS1m4rk3Hi+n5cX8LLgQJvdBQsA0VN2akIOgGknZQ4sJMiX/1qVFIIkQUcev+LlumA6IIEpNgTFrEkUIglUBbNqcu25w461JyNWVbMl4UTIxJJkc1aycUm9bE7NzUIBYr/LsvVrh0ucadOyx2bY7xojYvveFQK1iMVQ21ckCxkFKhJJE0e4rVjmGlGdPsFLhvb4NXT3Q5eVlRq7jcsafGT79nhX//JTh0tkTHMzTamoXVCtPjRSZHemwa6/G3PtylUmxy5AKcuiKxLINSBiESwKT/MxBFsHk65p59EXFoEUYOxhTpBRbzyzaen4E6yKmboucL/EDghwLPF3S8hHorLfmfXUhwih3ecVsA0TjPvwHF0hI//u4EV47x1CFYu8bD0WUuLAtWO5dqN+7m41/5+Nbo1fYPf+5TnyuZj374B/78APz3P/dZVltT6qtfOv+BoHP1t14/ctVNlOLhG3uMl11mVhW37Whx0w1jPHt4nIvzHTavbSFFmWOna/zi7yb8g4/V2TilSZIyUmkcS+P5Mk0SgwQ/FBRCgx8mBIGhEoEfJvgRBJGgF0r82CGMXU6eLXH4JMTGkEI75caWBFulno+yA3vXQKUA1ZJkpKwYq2kmR2HjtM+aiQahWeXffbHKufNVbtmq2Lpesm19ne8ei1hYqXLrFslIJcG1PRzpYJQgiiXCGKI4oN5xWVixuGVXgZt2tHn+kMvUiKDolrllR8LPf2CFX/lSwrGrZRqdhEZbsVTXjNdKjFQKjFSqVIohE6WQTbcEOFaEpSOUipEiTSYM6aIKQ8XikiaMFGGkCEKFH2bvgcQPJX4g6QUSP0x9PH4g6AUGz49odyNWmzGXlwzK9fi7H6uze32VuWXDTbtW2bIG/N4Yz75msdRscfNOxYGjDsvtDg/enOB3LhdPdkq/tXnyc8mdO6a++M3HPh+/891/8iD/E/eD1y//W269pa1UPP+hsxdWfluEZ9yta+H4OZfZRo+79vZYO6aYHElwbRtbWxBZ1Os2JRuqruDMjMP66Q471kuC0CYxEikFSkq0klg6fbe1xLYEtiVxrFT9KNhp9a/sQtU11AqGsSJMlmCyAmsqsKYKa2vZNSpYNyJYOyZZM6qYHrdYO26xbiqN2rs2dZgcW+ErBzw+8a0as1dr7Nuo2LreZt82H6ewzMe/XsRKCuzaZLN1XcC52Q6PH3BZP+ayblKx/4Y6V5YMq3WHkbLF2gnYvLbNdw4r/J6Fa0kMDns3C+7e00C7HgdOODSaEEcxvg/dnqTdVbS6Fo2Ow2rLZaVVYLVZYKVRYrlRZKVZYqVRYqVRZLVZoNF2aXSyim3HotWxaHY17a6m1VW0PUnHSyXFrgedXkLXi1JZsRtT7yQsdeC+m5q8+84C52ZGqbdcinaR+eUyx85Jzs6ELHUlzY5mqe3z8O0BZbvMkwctzl1e0qNl9RcPXghPvnxJnHj4He83LzzxhT9R/P2JR/BjZ0elvuD/kIjO/Idjp1Zc27HZtlbwnnsMTx+u8M2Xm+zfVueuvTG1ogIq1MoW9Zam0zN0vZiJEcOZS2u4eUuApRNKboQUClvLTAkRWcIIQShTBSEayH5RnBDHqboQm0wpydQSIQRSgpICrQW2Fji2xHUkpYKgUjTUyglToz4TI20i0+Bzz0l+8xtjTLou+zcKNq6x2Lw2YdOaOl98ybC66rJrWjFSgXIxZOGiZLHuYG8BPxRMVCW1Gpy5YKi3EuaXXbZvdnnk1jaPPesyVgbHtlGyxr5tgp951yKWXOSrz49w/KrLVCtkshZRLSnKBUWxICk4GscGxwKtDVoZpACZlfKMgQRBkkCcQBwLojh1J4YRhLEhiCAMY8LIEIYJQZjghwY/SOsFUQzjZdgxVeHFIxXqLdXX1xutiLmVmLPz0AgjbtvTZN8mGxHW+NorisT47N0S0ayfdC+2oo/ftnuzrhTdTwN/osWgP1GAH33ts0RR8uNfe/L8v/HaS5UoLnDhUkTL6zE15vPALYZvv2rzS5+tseot85cenWef6zNeqzK/4tDqKjxfE8eGkbIiCARaGYpujFIGW0tcO91S82QojCRRBGEMcZw+lCRJE64kMXkPZwbuFOBKCbQSWDoFiOtA0U0oFyJq5YiJmsf4SIMXTgb8zhMFTl2osblqsW0a1k/brJ+CnRtbdKMWL5+oUFAWEyOKWhlqZZ+RaoRta4RIF5fn26y2QhpdQ7MTsVi32Thd5q5dizzxSpdTVysUnRBL2QhRZds6xY++dZnbdi7yO0+UeflojZWOZrISUStGFF1JwVU4lsCxJJYl0EqiFJl8mKLckPawJgl9oEdxQhSb9F5FhjBKiOKEIDKEIQRRKjUGUfrnXAUHjxeplQ1RHNLzEzpewlxdcLWR0KPHj79jhZ99d8jTByf59pEukxMB02OCdWMWV+Zt1hTOV8ac8N8Ze7/9iU9/8Td/4oc/8GcP4EsrTYRQ/9OrL37mF189PDe20Lb5sXd4bJys8PLJAm+c9dmypoOJEsacAp/61hSnZxq8/ZYmt2/vsn6yxPxqkY6niWOJpRMcK0bKBMeSOJYktCVBKAkiSRSn4A6jLDLFMotUkCSSxDAAd1qkzCI3aJUWTGzL4NoJBTei7EaMVHzWjLdYaHb51a9YPP7qKKv1EjdMCDZOCtZN2qyfFGxZ20PbDX7vGc35KyV2TElGypJqKUZKn6tLBkdLpABjBEGo2TTZ4hViWl1FvWVYWC2wY73LBx9q8vvfsbm44GDpECEsElMijCS3bqmz6YdbPH6oy+8+PsrBiyXWjQjGSzElN8a1BU5G0Swt0Io0cZai78kwpIssMaRKS5wCtw/y2BDGZLvgUGSPBcaAjA2zyyFLDUEcQ6snuNoQlCo97r2lwdtu7XHXTptWq4rWinv2x2yatFlYLvDiEU0zbPHjj/qsNGbHwmTHL/3oRz6gPua3/pPl/MlUPP9EAL66Wse21U9+9fHnfvHJ756aDENJ5MOXX4j58Xes8kPrKxw5U+TSfBFLxuxbH7PYsHj59QkOnfTYvrHFB++t8/BNTWzt0u3ZRJFAiDxpEkRxpmFH6XsYpyCPIkkcC+IkvdJoJeizEpNGbilAqVR1sFSCbSU4dkzBiSgXfMZrHbzQ4ztvGD7z3SovH60xYlvsW2dYMyqZGrNZOyFZPxWwdV2dIxc9vvLcBFWlmagKKiVBpRjS7MZ84yWXsm0QIgWW52vec4/P1w+kHpBmJ2Gxrlk/Web993Z4+WSbE2dsSk6EkiIFeVKkFyg2rbH40Uea7FizyO893eLF4zUu1wtMVwRV11C0E1ydYFuglUDJdCGnkRxy+1GSUbUkGexwUQb0KE5/DqPUeBXGECUi3QURgCCIoe2Dtn3ecmeD99/bZuc6jaurzCxWWVx1CHqC2IenX4HD52OsYpOfeFeLgjWCVhoVvzZ59tTYL27Z+XDS85q/4Raqf7oB3mw2CPwerq1/7OnnXvrXl898c2zvxibrahVml+DUjODTT3Z5/wOL3H1TkX3tChfmHOaWNKOrISOlmCsrBV4/4fLaqR537KjzgQcavOPOmKJtEUQWYaSIY5UCO3uPYkUUSaJEEscDgCcmi9zJwFMmRAo0JVMfh9YJthXj2CEFJ6Bc8IjxePKQ5FNP1Th6oYoIHTaPGNbUDOM1xcSozfS4ZO1EyMbpFleW2vzHr5WI/ALr1wtqZU2lBJViiLACWl6JWtkgRBoFw0gy6iiiJKId2mkC11JcXSqwZ2uZn31vg1/6tMOlpRJahdnC0ESRSy+QTI853HpDi/1bOxy7dJXPfLfAEwdrzDYLlBxF2YaSZbC1wVKgZVrOF+Jad10CmCRddHEiiA1EcQrkME5BHMaCXgJ+LAgTCOOEOIoZcX3eeleDDz3Q5rbtEuIKS/Uq5xaKzK3YLKzA/HLExYWEZs9n3XSbv3i/oWqP8dqpIleXDAuNJicvPzn57rfb/3rbjjujy1fmf3u05lKu/PF1Cf2xArzb9XDdwvsOvvbKvz917IlKo9FloRXzwM11dm8pMzHicvyi5j99xWZivMsPPLDInXtLnL5Uo+Da2FaIa0dUXZhtFnj2qMvzpzp85ukGP/+BOrs2tJmsKbTSBJEmDC2iOJW+olhl4JbEiSQxEmNSSmD6CSVIkaCUQasErSMcO8JSAS0vZKkV8m+/6HJhcYRDJ2qYxGasIJgcN4xXBWMVxVjNYmpMMj0WsW6iy1itzuOvJRw8XmP/esFIWVIuSirFhFIhQFg+jqPRKv18YyCOJZ6v8XohUSJoewntjmG1ZTG/UuHunR3u2tPg977tUlhVaBmmgDSaKLYJQonnW4zXXG7b1uG2Gzq88uAsl5Ykv/NEjcVGkZkVB1tJSpbAzmmYTBPPfiDPqQppJI+MSCN3IvBj6MUpRUn/ZYhUAROjPfZu7PKX39/hpm0SLcusNivMr5RZWHFYWLXSpu6FkFNXIzZvaPOxd3eZqpVZXq3y7OsWb5wPwfJ45Gaf2QXF57/y+Nh7/4L59zffdEfd63lf+ePE5B8bwMPOKXRxWj32td+54dLF05VG6yrTEy5Xl6v8/tNdfua98zxy+ygTtTLHLxQ5ccXmk090eODGJrduExhTA2y0Flg6SvsebcFsu8LTh0u8cHKEktXhJ97RYP1YxKY1Hvfsa6OlolzUCJFG87QqmXqljRmK3BiENCgR44cGQwQy4tgFyasnNY+9XObY5TJBVKSsFRMFw2jJMFI0qQ5e0YxWNWM1wfRoxNoJjzUTdZ456vPrj02ypqaZqEClpKiUBOViRMHxeeG0ohdorFIKKmMEQSRxteLmHR4H3qilxicvptGyWG44LCyP8LPvWmBmeYUDr09gSUCEJEAUaYLQwg8kHU8zUnapVUrctaPLg/u7/PDDS5y8kvD1l11ePlng9PkSkdD4vqIbKpSQCCGuSzyzmoBJiBKDSRIsEVO1A1xC7rq5y+Y1PdaPR3zs7T6OtrF16lmZb5ZYWi2yuOqwUJcsrcbMLIQstQIevrPBfXsVVXeKE+cLHL9gOHqhh3I6/NTbDK1mjZVWQMGZ4ztPP125cvXqDR/+0I+qp186Ez909/Y/PQCvLx5FF0btKxcO/KX1k51/c/XSVc7OFHnvA3VqRYvHni/zW9+I+bn3L3DH3pBqeYSpUZsLc4pnDzrsXh8wVovwQ4lWVsY7I4yJERgcJVn1Kyx1ivybz4yQRAFT4x57NvYYq0Z86BGPjZMBYSgyvi1hKHKT8U8pE4QUfP7pAkfOlRBac2m2yNWFIm5BUXUEtZKh4iZUXCgXBNWiolJWjJQ1YzUYr0VMjfVYN9kiNg0+/1wFr1Ni+3pDpagoFyXlQkLZjbCsgMcPuPhdiTUJMgNTGElKBcU77vB49rWEji/peDGtrqbR1syvFNm9pcyH7m9x6FiRS6tllEyAMOPLFmGcltJ7gaTT0zQ7NuVCkVLBZ/f6Hnfu7HFlscnFuQbaijl8XvP73y0ilErBLeS1D9EkQALGEAYxm6YiPvKIx3glZucmw9SYIAxsen6Vnu+y1HZotgss1wvMr9gsrEgW6zGrjZDVVozrwMP7iyyuVHntquT8bMypqwGW0+Kn3imI/VGeOgSdKOK9d1s8f3Qe42z+N0889Up34/obfvPZF48HD9yz508HwI+evIzrLO24OnvpV5954aC8tGgxMRIwMdqlNG1Rb03wzOtVfuX34a69Te7cHrFxqsINiw69oIijNY4dMT0Grq2xtUYAfpDgh2kp3ZaCjqXoxho/dlnqlvnu4QQjYr78cogQcfqQTPqQIBNLUi0QIRRCSKRSRKFGJhpLS8oObJkwlKyEopNQdKDoCEoFSbmgqBQ11bJkpAJj1YiJEZ+1E21i6vzbL7g8/8Yk28ZgpJhF76KkXIgoFgJKRY9CoYijJEpmHJx0xw9Di54n8PyYtq/o9BLaXpK2zJVsZhaq3LfH5+c/vMAv/77mcsNBiARjQpLYEEYWQSjp+RYdT1H2NCXXplhwKTpFXCekXAi4dXuAbYXcvj3iR97SRasIKZN0sQtzLSnPKF2SSISQOJbGGIdeoFle1USRJgw1fmjR7dm0uw6Njs38imJ2MWK5EdLopK5FG80Xv1PADwwzyyGR6nHfbXXu2WUT+eM8c0Ry/EoXuxjR9A1vvVVy5sqLcnnB+lVHdp/r+d7RPw5s/j8G+L/+1U/zyomk0G0e+0CnfkY4WlO2NIdPw3yjxp27fLavbXJfXOaxF8v8X5/XvP+hOj/2tg77ay4FW2FbCVIYgkjj9SyWGja9QHNhFpQCN1MgHJ1QiSFIBEEiCAvpWIUwcYgz2Wv4JUgjtxKghUBLsBS4BYOrDa6KcSxwdPoZBUdQsCXFgqTo6hTgJUGtnDBaiRir+UyOdlg7ucKvP5bwu09MsaGmGC8nVEqKclFRKkKxkM4pnFtJODfn4Nqp/RZyp1/aWrdlOmF6vEerZ+P1TBbFJY22plxwKRdr/MhbFjk/N8/Hv7IOLTWGhDiJiRJDGGn8QOEFCs+XdF1JsacpOBYFJ6bZTnMM24qxdIxlxWiZNkpImZbzRXal1pVUIUlBLmgmWT6TZI7LTLlKS/2aOBYoaai3fI6cT1hqQjeQ+DFIYTi7EGDbMbbt89G31vmB+yQnzo3wtVcEl1Y6PHJHk1t3CtaOupy/7BInhksXDoqNk6sfeODWjecuHP8tb8ueH39zAT4+UrXb7dbfXVqa/7uhvyq3roM9mwuMlEqcvOLyqW/2uO/mLnvWdVkz4lLv2HzrpVHOzbTZvqHHvfsCqoUk82NLjFEsNW1eOVdhqeHiaLAVKGFwEpPJf4YoybVc0U+Uhjk3kFXy0sRKywQtQatUWbCUwNIm1Y21wHXSolHBURRcRbkgKRcN1VJMrRwxWvEZH+mycWqFl0/7/N7TaxlxHabKCZWiSMFdkJTctNJaLvq8fAoOnyxyw4TJeG9WUUwEnq+4fadh+0aPV47W6PoGrxfT8XQGcouiW6Dg1vjBB1Y5fHqRAyemwSiSJE7vQWSIQtP3k3i+ptgzFFyFayc4toVjxzg6QesYSydolaBUkh7BIlNrMMIgGPC5QXKeWoiTRBAnqaU4jgfvCJge97htT4O5DhRbCkNeOIJyIeHe/QG71sdsX+MwvzjG3IpDQpe33NnloX0WV+ZrHHzD4tUzMdPjHarVnpxfmPtHJ07XbLdQ+RdA8KYB3JhV2et1/8kXvvDxv34+vGw72uXYBY81t6/ygUdiXjtZ5uSlEnMLFl4zxmBYP2pwmhZnzo/yxtmI7xwKgSSdEWKy8rJRJKHNZAlcAXb2LfPiRJIl9iYr3gxV3q/ZcfNSdV7QUTKrWCqwdNooYGfVP8dWuI6i4AiKBUG5YKgUY6qliFrZZ6zqsXaizoFTHv/kE1NcnqmxdTyhVoRKQVEqKEoulNyYghtiWz2aPYOSCksZpBx8szhJTVdhZFMphHSjhK6fns/T7cW0u5JmQVFsO7hOmc3TIf/sLzX5x78leenEFAZFYhLiOCGKI4IoIQhTF6DnSAq+wrUljm3Sabc6wbJSvV8rkwJcpQBXGU0RwlzboJuV9nOwpzWFAegxpH9eGvbfADu3dBEina2YJIIoUoBmtKyIogqzSyWW6g4SwW07bcqFEZ57zebUJcPBszHr1zbYuzWi3qxw5MSMfXG5+Hfe+c6ftc5ebv/vN2ws/5HL+X9kgJ+7ssq5K8m/OP7G43/1+UNX3EY3ZP/mhNmm5LMvaB7Zv8KWdR4bpqucvOgyvwxBFONYCa4TM1oxtDxNq6vxQoFM0ooaGaBrZUPJMdg6LVZkqlY/6x++uA7gGe3OEsuUoigpUCqVy3TWimZpiWNLbEvhOqkpq+AYSm5CuRhTKYZUywGjFY+1Ew0OnOzyj39znFOXR9k0mios5YKkVJRp9C6kNoKiGxLGAZ/8dhmpFJY0KDGQCROTAjyKLX707XW+dTCgHTh0M4B3PEW7o2g6Gtd2cKwKOzdE/POfWuEf/qbgxaNTJEYSJ2lZPYwSwswz4rup5dVxBK4lcOy0smlr06/YapUgVaqNS2HSRokc4IOSZz+oQFpLSEz+j1PvvJIGYywSU6NadLHtGIwhyfKdXqA5P2PRygxd7a7E8wVB6HDifMzJyyGx9Lhpd4sHbvKJfJulRoddW3zC8LR78dw3/to73vZOYczi3xNi8r8vwJfmz2FMctfJo8cLq6sOKy2bl9shYQRXlgp84kKBsZGQt97aZPO0wrEdWh3Zj1KenzDqx/iBIQiT1DuSpDdQijTiWir1ieSVx7wS2Qf59/leOcBzD0Zeycujt9a570RiZa5Dxxa4TjrzpOjElAopuCulgFrFY6LW5OWTXf7Jb4xy7NI460cEY6UhauJqSm7qXym4EQUnwLJ8rq6MpL+DTDJZbpBkxnFahV0zYoiikFbo4vmGnp/g9WLaPUmhq3BtC9tysXSVXesj/vlPLvH3/zMcOD5JnMgU4LEhjOIskif4ToIbSHq26lMwywJLpxQt9akYtCSjKSCy92GM5zg3iL63fDiQSGlQgaHra+ote6DzJ6ltIghSm7LXk3R7gk7P0OsltLoxi42QndvavPU2j4mqhTEFZpfgrt2SopMmrodfO1bYtW3XXUIK/qivPxLA//df/jSf+s5ycVfpKbtgLfGhRyKanRqLy2XqbcHWKWh3bdq9hLMXDaMFzUgloeAIeoHA62k8Hzw/wQ/Sh5L3ECZZyMiNUGKoMJG3Y+U3/vvxEikGf1ZKMlutyMrWMtPZc3oCrgWOnVBwDQUn5c/FQkilGFAreYyPNDl4psc//E8jvHFpgrU1xUQpoVoQlF1J0VUUC4KCmy6OtNQfcOCEoNOzcRXZIkt/lxwoKQg0JVdx9942Lx+r0A1TmuL5MV1P0XYUjq2wLTvjzzV2b0j4lz+9yC/8Grx4YpIwkYRJkjVLD3owfVvi2EkavTNvipUt7vQioykDGiezKi/X3db8Nl+Xww92yYzipIs37W8NI5E2PQdkCzfG8+P+866VBDvXVqnXR7hyVdHupq7Eejudt9jqeWyYrPP5L33V/pt/Y2/ReB/visJP/8kD/PEXLrJj26baL//H3/qPR+eCB9bVXA6eDlm/tsHtNxiKjku74+D7ml4oEQIqpQjHSohiQc9PM37Pl3R7kl6gsiieOtnijKrk3Dq/w4OfBxLgtTc7NRQJmYE7MxmpPsBBZY5BS4NtgW0luHZmsHJiChm9KBd8qmWPkXKL18/6/MP/NMLhi5NM1zQTxYRqAUquoFRQFAuKYj96x7hORLnY45nDNo2my8jIoEyef+8kybrfY8XkmOItN3V45tUELxD0MmtqCnKJa0lcS2NpG60LSJmwe4PhF396kV/4NcOLpyYJE02YOwBj04/kTij77kJbS7TOTFhSoHR+b+h/v3wRDgKKuSZ6DAeV63/OfS2ph8X0KVMvSLv5PT/7OUwNcLaGpw9KhAQ/jPCDhEYvplj0uWVnwOYJl9OXbdZPdh4Ilpf+sz3+v/ycMQ82hNj1JwtwFV3gyoWZX7CimR+yrXlu32Oz0hzhuwcCnnu9zY3b2+xY32DfZkmrazFWSRivJRgjiCILz7dptG26nqbb03T9lJf5QeqyC2KIo9TwY7KEMvdvDyLJkOU1C+197i1zB92Ad+eOQa1I/RnaYFlpY7FrJ7h2TMGNKLohJdenXOwxWm1y6LTP3/21cV4/P8VkzWKyGFMtmgzcWfR2JQUnjf6uE1F0AqLEpx04CCWx8gje5+Ai835IokgShhYlu5faBQKXkRzkvZiurbIjUSSW1lg6P4DWsG+z4Zd+boG//R8SXjw5RZho/FgQxEkWxQVumOBYJm0C0Um2e8l0N8t2tPT+ZF35+fuQMWs4ovd3z6H3vIs/V3XCOPWS+2GS+cgTPB86PtS7gk6Q+lmMiRmvBdSqhnY34cZtXe5Zb7h1K9hyhAPHihw4HWG7HSbHV35o574D5+I4/Pv/rXj9bwL4K2+cozaycdNLT/+7/VvGLrF7Y4ylNVvXSeLE4cKs4rsHyjznBDhuTKMdcu+NPW7flVYZp0cSbrkBJkcL1FslGi2HTk9nlEXhBRI/ILW/Rqnx51rF5DqA51FbXLtdyox3a5k5BmXaBGCpFNi2Nn33oGvFGW8OKbg+I5Uu1VKbAyci/t6vj/Pa+SkmqpqJQkzVNZQzcBfcVE7MwV1wYlw7olIKOHHR8PShEraUWCrJkrgBUlKAk5rFEs1Dt4bcsLXDucsFJorQC0x6+THdXhaFtUJrC5UpF0IY9m6Cf/kzy/z9X0t47tgEvbCAH0uCyFCMUsriWKQg1/nulWQURSJV3N/hlBRDAM+APWzOGsryUy6eqVlxBu44zaWCMMHPvr8XpMBe6UqWOwZhBdy8vcOakZAwNNy1O+SefYbVRoGSo3GUy4XZMkdmLC7MhIgw4vkjhjBcZqH98v6P/uBPbjLJiUtC7v7jB/jFS7OsmRjZ/PknXvg/v/GC/z7hu0zXXNZPhWxdF6C1zVjVYvO0YrGuWW4mGGV48bUq33oR2r2IkRGPR29v8e67Wuzd1GFypMRys0izbdPppVE97bM0BNmMvDhO+eq1qsmwO/A6cAuDVLksmIJBqyxqa4OtEywrwbESHDvCtSNcJ6Do+oxWu9TbXZ49Cv/yU9McOTvOeAbuWsFQLghKruhr5anykqTR204BXnB8gjim57m4Kl1kcjiXgH4hJU00dcrltY8fGLxQDAE8SQsllsayJFoplLT6AEfAjVsE//Ln6vzrT0e8eHKM2WaFXklSiw3lyOBa6cQBxzKZ9p8rKaYfvXOqkgO8/32FuBbkkBm0cqttCu5waP6KHxi6/gDYC23QTo+9N7R4z10dHr01Ybzi0uoW6HhVum2bsGdzdl6zsCpZricsrgbMLCVEkWRdrcD26R77Niy8r7P8Yoz7tr/WasxfrNSm/3gBnvhnaNWLd0r/2Ae81hnWjhfohD0ankexYLhnv8PccpmZRYeVhqbRhlY3nXba6iQ0uhZX6xafe7LMd15vc8+eBn/xnga3bW8zWimz3CjS6ji0PYuup+kFaSND2olusq19MJinzxNFPu4hj94moycmcw2mkVvrBEsn2H17bApux87APdphqe7xi58s8pWXJljujDBRlUy4GbjdlHcXs8Sy4EiKjskieMq9XScAAp563aYe2ow5XOPHRgwWaWJSHh6EmoqjeeSWLgdOBbRDh2o/CibYfupVt3UKcK0MSloImRZoMLBrg+SX/7cWXz/g8S9+Y4qZ5RG8mqZmC8pRQjECJ0xHL9sqHWhk5YmmFP0kOH8fTtSHE3zyIJ49hzgmraiGhl5o8HxDxxesepK5FhgVcPu+On/xnhb37IKpWonFlRqvnyrQaFvpnMSuoNkxNNsxq62ImWXDXD2mNhLgVA1uCXpBzIFDZzg9t+kD0xuOfzIKOxf/WCO4MU2gsr0+/8RfcaOjVNwCxy6GHL+YEBnNSDXkgZvarKl1uHOvw2qzxHKjwFJd0+womh2ot2JGKxEjS4KzS1U+9WSRpw+2eNttDf7C3Q3u3dulVKiyVC9l2qxGh4ZIp0BIjOgnM/3IDQiR9PVuKUxWoSOTwVJga5WC29IxthVjWxGuHWYHpHpo3eWZwzH/+RsVHnt+kiCpMFkRjLspLUklwFwnV9klssg9HL1DtPZ54XiNbqBZU8y/z/URnH51MIwUrqW4a7dHlKQA90JBrx8R0yTN0rnEqTIgptXHlDkIxmuCH3q4Q9mZ5Te+4fHs8THmwwJdV1KJDCVtUpDrLA9RJstLTAbyPEiIQYOETHMc8QcBPGuQCELwAkPTE1xtStp+xJ03rvLeuxu8/daQyYpLo1Xj7JUaV+YLzC1L6i2TDf9MWG4aFluGpU7Mrbtb7NoV8tDNPqMlBbGERHPuSpXf/8YZ3vuevX/lY+9/4LX55c6Z6fH/8ki4/yLAT525zLHXH6dcqq197eipB7/ybIPNa8usHStw/mqBlWbC/GzM78zECBlw741d3nLLAmtGLLatL1BvFVhq2NRbmsvzFnEcEEQJJVuz0h7lk0+V+fbhDn/zh5a5Z0eTWjntyklMeqOjSPTL8XmiOYjeA2lLZsUUKZOUnqgk83xn4FapF8OxQmw7xLUCisUett3lU09o/tVvT3JuaRTLcZkuC0admIpjKDlQcgRFJy3ju05OTUzmX4mznSClJ8utmE5gYyuFLU0/wcwRYhjYC9LGX0kQWRSsHtM1j0a3jBeKbNxamiukg0hFysOVQEmVAvyaxDV1Pr7v/g6371niX/5Oj999fILVqETXsShZkopOPTi5/SFvhtB50Sfb+WSfqgwKQNcnm6nFlmx6Vsq3l7oSp9zh7Xcu8zd+sMdUzSIMy8wtF2i0CswtORy/ADMLAfV2evrGajehWvWZnPL48C0e9+8HaYqEYZlm22G5ITl/VRDEXe7cOYPfPPngFx4Ta1vtxplm/QrVkQ3/zwCeJAnlibduvnr52K8fOXKO2aUSvdjnBx70uWV7mXMzDrNLCXPLEfMNi+cPFXjilZCN0x57N3d4cH+dG7dK/NDBi4vMv1aiYBkmyzFVV9AJLFrdEf6P3yrykbcs8r+9z0fKElqlyouSYqCkDIMb+g8591SknDtBXhO54wzkEbZOKYlj+ziWx8WFiI9/vcSXnhvj/MIIlaLFqAsjTkzZMVnpPQe3zMAt+0UhN+Pejp0unErJ54svaM5cKuAqkVYM82jIAOV5BE9piiSMNLs2wbtvb/OfvzlGp6ipZNu+E2R5g0rQWqbqh2II5NYQ8tJdYeO45O99rMv+LTP82mOjnJ+vshoV6FqakhIUM6Db0qQLJ1OZ+rtf5t8Z5DUZwDPKMqgmm2yhpnmSF0b8L+9d4QcflCgxztyik47Iy2axTIx4zDUjXjyvCKOYm7Z3ef/+Hns3xWye1Ph+hWa7xPyyw9UlxdxSwrnZBC/p8eFHPEYKLmeunub2m/f9+v69972z2Wz9F6nKHwrwKIpRSnLsjcPrT58+s+3YuRZTow7zKzZfeanBT75rjjUTI1y4WmZm0WZhOWFhNWKxIVletvnqpQrfPhRRK8cAxKGFChPGSlCUIuOiCUkCfmhx4twannsjZsOYAlKAXD+5RWRRRfbfB6ah3GORtqPlBqMo7dzREY7jY2ufdhzwq5+z+Y2vT3N1pUaiCoxWFaO2oWonFLPIXeyX72XmU8moSaad98Ftp9VLPww4M+PQCRxGnEzFyYtOOUiGlIi+JyXUVEqaLesDlNOjHZTx7GyQUQ5wHWeFGpXq2DK3AH+/5FUxUe3ys+/r8oGH5vmNr7f4+OfHWPZKeNrF1YqiFhSUwYlMGs1lSlW0HMiaeRm/z8m5thA0/LIVPLArZu+6MWbmXfxAZQP60++llGG0HPIT7+ry0Xf4CAyjZUG1YFNvlbi6kPrK51cUC8sJs8sh5xciIrr8+LsCxks1FldjRovLnDt7ehsU1990000XAz/Gdv7g8T5/KMBn5xYoFMoTCeJzly++ZN2yM41m8yuKV0/V+PdfNNy3b4X79nhMjta4NOcyUnUYr6dTkBpdQacn6Xnpf69kQ7kGRSfVYvtZu0zLyWM1C99LaHshtpXZOq8DdArwpM+5c4ArmbnkVJwCXMdoFWdtcAG2FdDsBbxwRPKpJyp8/rkxenEZ27YZswU1O6FkG4qOoWgPwO06EseROBk1SQtDmTKRAdy20srnhTnDsweLBKGFUzLfk2D2d8U+B0+910GosCzNW25v83tPdjg1U8Jz03kvvmWwI7DCBCtIUEqmurUUSCGRckB9rtHYE0nR0UzVPP72D3bZvdHnd58o8+qJKkteiZ6ysSyNqwUFCY7MZNRcXpUm5eNDUXz4GQxHeCWh5Bpc7XLktM14TWJb2eLILACWNviBpFKyKNgRAKt1xZVZi3pbs9KQLNYNC8sBl5cSFlohd97Y4IG9CTV3gldPuCysxhQKPhcWX7X27r3lc77XuqnTaS/9kSP4uulR+drR03c+9q3vVs9cERRKhgf2LzMxWiKJizx7pMavnnZYbK5y2w0BN++sULtaYbakqVU0zXZang2jdCtTUlxTMk4LMdkMbkdQK6cVRmPSG2wNReQ8Sou+QSgZvMskkwPjFOAq7tMRrUOanZDnjwo+8c0KTxyqstosIwsu5YKiZhkqdkLRMhRtQ8Emi9pp5C44EtdWuLbAtckcekkG7gTHSvm30j6nZ+Bq000LKxm/vbZwMjCMpX2QKcijRBIEmqmKYPsGjzcuR3RDCz+b8W0HpOBTcUZR8kINyOs6c/LFk8uQYZz6wz/yFo9H76jzndfa/NbjFV49UWGlXaQpbTq2xlYCWwocCbZMI7oWgxxCSdOXEOUQsFVGExEQRgkLKxGer3FtiWWR+l5kmtDalmK5kcqciYEwlHR9aLYNq82IuZWI84sJk5Nd3n1Lmx96CJZWJnnmdZejFzsoO+TebYaiFXP+1BNVKd9259jk7m/yhwwP+kMBfu7irBMGyX+4eOVS6S23Rpy/6vLUqxaVYghxwrY1EnvJ4be/PsXT65r8nR9eZdeWENsaoejaNEtptTKMBk7BtACTOfukQGVZvWsbSoXUC5JGxcygrxK0TJAqSbmhTNLeSpkgRQZulaBkjJIxdq5myJCldsQzBzXfeL7MV56tstgqIVwXq2xR0VC10k6egkVGO0hHvdlp40NqOc14ty1w8uidA1xH2HaEawcYE/LUIYdLcwXGRwWWTPq7kxTfqyWbHIQZpfB8i01Tgrfc0uVLLwV0QgsvFLiWwY7SKO6HZmiXUn29GiGvoSnplTYqxNkVRZqC4/ORhz3edvsKX36uzdefL/LMkTKLzSKesPFsjbYUWggsKbFlasiyBCnYM6Dn71qCJQfW2W7PIIgIQpNVX8WgaqpyW0C62vMZ5l4vPUZluRFzdiFhaqrNX/1wi21TRc5dGeXyfIGCk3DPfkOlYHN5weHs1ZhK5UJppzD/wWvN7ga8/2aAd7qGKOx99OK5A7UNYysIYspFzTpTousJlGVYMwGlomS8GnN+cYSPf1XxVz/UYssajVZlSoW0cBNGqWKQtpDRl7nyIoytE2zbpCVzJ6LgDDpRtIoHAM+idRqxk6xDPkbrGFuHuG5Iz485dRUuzio+8+0q33y1wmK9BJaLrlgUlaRsGco6oWAZCha4Vgpu10p3ktRmKocukf17k4E86YPcttL2tHOzCW9ccMCysm1+EP3EcAhnyLuRKSmpmpKOc963xWfP+g4nrxbxXEExEjihwVdk0l6SgSVXU3IZb8BV+jp7JkUmiUrbzSKLXmBRKPj8+Dt83nN3g28d7PDZJ4tcnHU5ebVI0HCIHE1Pa6SSqUEN0FKmv5cwWNJgCYGlDLaEyJjMO55WNP0wrZzq/k6dLfQhw1mcAbwXJLS7hkvLgmK1x0+/O6SsJjnwRpmF1VRiTr1EZa42Yzp+hFDw2kmPwsgxCoU/XCr8AwHudRsiisKfn589Xiu5gvMLDmtHY9ZPeoxXJR1P0ego2l3N2nHN2omEVk+x2oxZv8VnPFAUnHSIehilXSAm20j6/HlIq84LMHa25ds6RusIS6eROW2zSpAizvh2WlxRKiKKY+ZX4Nvf1ZybKfD0ywWu1gucmy2B46CKGlcrStpQ0kmqIlgGR6eD4x2LDMT5JbNLZQAn49wZuK0Yx0qjd7qwAi4swYmLRSx5rTw4SNAGfvAc3CZXUhKZzXax2LPJY/tkl6PnI7qRRTkU+BrsyOCHZBFc9Hm4kPKaSN6nKf2hPqKfzEZxOl4jjC18y6ZSCPjRt/vcv7/F1XqLp16xOX/F4VuHisyuuMSeRSI1oaMQUiFFumsoKbCkwIkMrgI3Tu3OQQQ9y2AHWUFpqJCUe4TSXSabXR6BHxm6vqDZg/VrNaurY1y+4rJUh2YnpOMlNDqp1Xa8FlMpG7ZOhXR7mqMnTo//pR/9ib+yuDD/S5NT0+a/CeC/87kvgInp1WeIYxuvB0cuBGxd30LZMdWiYPcWTbtbYKWZekq0jFk/aWGEz0jFo+iGBJEijiSREf0BPH3PthxwbCtLCtPewSjjmxFaRWkUV+nYNq0jLCciTBIuXBG8cV7x7ZeLHL1gc/yCS8t38QMHLBtVsXCUoKigqBMKQzqwo3OfRm6bTX3hTkZLbFth2zJbAGbAva04rSxaKc937RCTBCysSnzjoHW2tWd0TFzHwWFYRxYDGpHp4QLNxGiAVD06oUVXp0Cyw4FhTKvkmgqkFENZbD7sCIFJ5CCSx3lfpcSKVX/8RNe3mR4J2DgVcutWHy/w+IkLTY5etPn2AZc3Lricv+wQxhaxo4mlIhQKXym6MlV0HClxFRRUJj9mqoxWA66eqzD5AswnafmRpBcJEgFXFxwee06gZEjHNyy1oO1HbFrrUxyJmZoM2bbGpdN1CCJothdLS7NP/pCl1S/9N0Xw1159ksvzDfXbXzskNlc1rU5CpWiIgyKPPWux3IkYHfXZuTHk/n2L3LUrxvcdHC0YHwlQMsnmf+hseKbK/CTpMJ4U4Hk2ntKPtBk2jdaWjnCdFNxCxYRRjNczyCTh9FXFp5906ASSw8ddzl5xWO7Y+LEN2gZloSoKWwoKCooqizI6wVaZ8UilUdu2RFr0GAa3JbEzWuLY4NhkqklaMrd0gm1F2W4TUnADFusx334xLUyMVEVKqfLKoOT7SmvGZFOlkkHPo+8rxscUj97d41uvelxulvAsmdIUDVZksMJcs86UJBmnciHDs05k/zMSo4c+IwW6HStirYgsRRinA5S0jnCskKIdcv++iLt2+7z/wR6nr0gOn7DwAsXvfrvIhXkbZJpbxYFFIDWh0nQtiVKqT2XSRHVIU7+OnkUJ+Al0A0ESpzdjqQ3LPUPBighDnzv29Lh7b8TuDQkTVZt6s8KpiyW0arNpWtDqWISd18Ri+ID6ymNPRO9799v/6wCeJLBusvqrd20VN0a+g4mg00koORabxhW2iKk3XJ5bSHj1aIRdiOn2QnZv7vDhhzyiMG0iHqvArXtiSrYgiWUG8DzaDJpd08QxgYxrtzzDK0cUq20ouoaXT7h87XmXXpQO0ZlbsEiEJkw0ibBAa4Sj0VJiK0FBGlxlcBQ4yuAok3rA8+iiB5Hbzvsy++BWWY+m6Edv20qw7dygFfejt22HKBXw3dcUX3qpjLJ1Krddw7//4Aiea+EpD5eEsaLXs3jPPR5feaHF7z5VpRO5lDIebuU8PMyLMqbfLSREvpLyQZtyiOsPATzrkI90GsktrYi0RkdxCnQV01XpIP0RN+LunRF37YhA+vzAQ116mQnuq887vHrCxnUlyy3N4eMurY5FomQKepGOnsiK/QM3IukYEBMnFJyIu/b2mKyExJEhiAQffDBg1wZFu+tSdjQFp0yn67C07HB1yaHjQalQoNOVLK0IvvV88cZbbx/7VSn52f+qCO51m7iFSuVLX/7SzpdOemrHmmXuv8Viqe7gaMP8ikutomh3Yrq9BC9QtD2DHxR45lCFb740SRIFmDCiMhJyx/4eZScmifMn21/H/bp7Wp00WReOoN6VvPKGTbupkEriJ+llhAKh0lkSQiPsLAkSAlelWq4jE2w5BGY5mNGXgnwwJtnSoj80/3pwpxE+s9VaeQSPh64IR4cYE3B12SbwXZyqxM7K3mpIUutXMcXg187L6wOQS+JEEYQWI2XFhvEAW/TwIgcvEhR0ejRg7iHJqZ2SQ51PQvY/K/0MmRV/kkH1NEmy2Y0DahRFaaJuKZVZHCLCKEaF6Y6qVYxUMevH00AkRcLODT6h6SG1odGUvPqGRaMjkMoMAH29S4tc4Ul/56JjuGt/xFjVEAcaP3RodyusNiokoctsU9PtSTo9RbMtuLoUs1Dv4doR8y3BHTsb7Ns6rirF3s4HH3pPpdHqtGqV0h8O8IszS0hZ/6XQO/rwXTc0OHlxhF/5/Zgo6fLB+yMqxSnWTTjEo6o/YD6MDPVWxMEzMVfqNp60iWxo+PCtA/nMjTRkGZO/03/aw9lBXydWAmNld0eRDe9JH2AKIIEtSMvN0vQjp5VZVC01iHg5uC2ddtSnR+9xzYkQtqXSkyFsga3pW0zTCJ5FcZ1gZ9VRywpxnJArywm/860SaBtLikGC2acn4nsi+HBfaT4kNAVbOlg0CC1+5FGPLz/jcXyhTCe2KEbpobSpC9AMOnGyM3n6nwX9SN73bidyyOCVX0nfC6O1wopjQpVk+Y7uF8yUTFLfuBgMC8oryAhDHBqqNrz9juGnKAZxTNCXLfPdJP1ZZlOCJa1GutjDSLO4UubV41VWm+lBBmEMUZROEGh5MDnR4wMPNAnCCudnxvn6Abhh9fTDt95y+ZfiKP5f/osR/PkXv4wQ0l5dusxopce+LQVqxfT4vUtXJVvWCTZMBRScpD+wR4iY+UbIs6cltrKpuXkDaz7sRqSFDZM/zCzRyLdQUoUlzgdBDg2FNP2BNJlbENAiMwllyZzua7J5U+2QkUgzNAclj9qDrvoBwGWftji26be02XYyNDgnwsqit61DpAy4NC9YarkIrXEk19CTgYcjf+zXTgbII/gwP45iRRBZjFV8Nk17nJz38WJNLwYnFlixwYoyHh7llcKkv4CEUEOraQC0dNJufhCAGKJGCTpOiJVE6QStJFomKKUycOeSbP45ebk+bx0cROUk2zFMJigYch/R4J/lGEi7tPIvnS4a147RVpPnj2mWVi1k5mR0Mhl3ckSxaazK0TM1Op7kylJMsxPQbpzlO8982c77ef9QgN+7/SRSwuHEcP5KhaIL990UZbOzY6oln1qlR9uLmV1Oo+tqN+bpo5puMELVMVTcNGoKmdk5c4O8EQODTp5kDU03zUf4xvkxG5nSkHfwDHfMK5Ebg3JHXBq59RDI8xERWqWHS2k9mIeSgjs938e2c6DnyWcG7rz7Ryd9imLplJ/adkhEyNdfKLCwVMCqKuycmkhzrYIywPgggptr+fFw0afnpxNs33VvhxeO9GhFLl2tKUQJQVZO71cWh3wjqXU4/6Q80RR9WTKVDrOZKgZilX6mTgSREug4Pevo2uFASb+SLLKcqV+VvW4wUDJ03micDCZkJUamXVl9gIt+4MrPJdU6oVwMcJ0e99++wBMvF6l3bJSEmWVFp6upFhNev6Ao2gLXilk3IZiqSI6eVjxzbH5oeNEfAPCvfeMprnjF+w4fefz27dMnsR3B+UXFbDON1lqnHSbFQsSZK4KXjtpgNEGsmZ13WD8qGSul5W6tBicL5KMSUu3XkE/kTfLjNPqgzoavZwPXowzo1zQ65OMghgCeVtVEfxTCMLD7c1AUaT/i9wN4nnDmvFvntMRkfPtaL7lthdhWwHwz4dDZAmgbndETLc213g2ujeKDqGeuadbN9fBcEw9Di1tu8BmreTTrRbqRoqjAitLfRcUmvcJhgGf++P4HyT6Q+tOqEpMBTpCohDgRWIkgVpJYJcRKEGVRXF5jkxj4gvLfITGCJM419lxnF32OP6zDDxZyTssGe1raUpjQ9ixGK4r33tnkpq09wriDIeKlYzanr1gU3PRZudpQ0Kl36NKCpuOX+NjbRm9/5L533Nf9G299/pbb3/r9AR6GAUKYv3Bpzrp57qrm8oLi7FWRzSwR6XR/kSZ2SQLEAlsJig7ctiU9ett10i+hcn1W5A/RZB3zg/Ny4iGQxzH94zOCyAz4VzyIPgOAm34Uz7moyqhBfyRC/nO/e2UA7Lz5No3eGefW9Pl2LgmmEXsAbqvvTgwRhDz2nMMLR8tIR2NLkc7f7jsIh0cq5Pi+vpo5iGhJkmviijhReD2Lu/d6vPv+Nh9/rEwQO3RiiRsb/GiwW/V3DJEgpOw3gAw+6g+K5JBomT0T0Qd3rCRKJURKouIkbUyWJpubMhjWmVOrdEKXSo+SCVX/KJncQhvnJ0Pk73EauJJkkHtJkTWEW4Z6y2J+pchoJaTmhlg64l23Gd55a0qX8jmKcaKIIsG5WYuxSszG8eTmTrf9F5I4fP77RvAT52eoVcqPfvKLT3ysVjjPZFmzYbLIrg0WK03oeulYgjgbbyQzKqCUSPmtlUXCrEQ7fC5Mn3LECXFs+tE6jk0f+Pn5MGkXS+q78EMIpcksl31aeY3ZJ3/P/S25x+WaKJ59J0tdC+50nMJ1kTvr2bSz6qql84aDaOgKCQj57FMVYuOg+tXL4QRz0NeYKxvXcPDsNGKT5DRFkmRyYZpsagQWH3mkyye/7tNIQrzYxYsFVkQ/iktpkJHoG89SufB675EckibFEMgFsTYZN88Sz8SgEoGO02ebWyr6cwyHFmjqZZf4QXZ4bHbGZhiK/kkRw+COvs/BYHmGJWWe+GtsS2NbTr93VKu0zzZvkwtC6PRgtWlYaccEkc/BE1f5kd2XP7b+hr/4dLd14VvFypZrAV5xIoo6uGHE6W27WI+5MKNYv7bJe+4xLK5UWVi16XQlfsgAcJmZKI+Y+eQkJQdbWZIdWZcebKT6R9Yl8YCWJBnAwzht0ep6MUIk/WmxUqQPpB8VGZ43OCgH9w1cGbhzp2J/2I3Oz9QUAyWlLwemHfdpY7LJIvcgwdRD0duxAg6dlZyZdTHKQkmJLRO0GBQ2cuddXyG8TkXJrxTcgwaI/qDLWBFGFtvWhuzZ2uGl0wVCZeNFAleCFRt0lFK1lK4JZJTxcCTZfnsdLRLXJbfD0Zx0YWmTJZ0GFYtMjswALrMSkjB9nh1GMpWKu4qOJ/ECQRRCmO3S6fPPg1g64Ck9yS0LcEM7c39Akxq4TdNAIfrl/SBM6HiGhUbCfDPg0Xs8bpjSzMzHXLhitrlj5oYwEN/6ngh++uIKBbfLStNjrqnYNuly5JSmXFrkkf1tNkzVqLdduj1NEKUcLv1ipm+nVDL1l0iRJ5eCKBEEw6foBnm3fLZl9R9wSlE8P9XD/TDs9xwOKxL9YZoCpBoMrhlEcDFET/IbJlOakkfuoeE/KaDpA7tfrexH7hhbp4WdtCsoxBDy+08VWVkpIBydVu2usZRe50HJb/I1OvjwOIyBj7uvTSeKMNSMj0o+/JY2h85W8GOXrrIpxCkXHzj8yMCd7xVJJqnmxtyMqlzHx9PcJo/oAp3ZWGMp0UnatK3y96Eo3q+YZvQqDAWtrmS1CZ4f93fplO+nNDTKjikMwvTI9SAwhFFa0RymKnIoYMmhwJAkqdel48Nq1yCcHg/f3OG2rVWOX7CYHF3B4GHLBRADc2Ef4F/46mcIY8nutW1u3gTTYxGdjuZT35jg955q8k9/bJ79WzRR5CDQRLH6nrNv+pm2SMN7koisOmfT6to0OzZeT+FHKcCHz8/pl3DjVOlYXAU/on8q2rC5XknRHw2h+9Fb9McgDBJMmUUDmdEUia1zvpcfHTgAt9UvxSfZz/E1l1Zp587xS/C5J8r40kZJlWnw185kub6CeX21fngc2rU8POPisSKKNU6s+fDbe3zim12OnC8QKouulNhxksmjAhnnrXtZsilF9gySjIMn2Wdde25RYkRmF0gjeKJS3qx1uquqJKUHSZKQZPRPCdF/zjKT9rpasrgaM78cE8XJNSPeBg3K6ZwWz4eWBw0PuqFIaa8RfRypvIkl26nJdu8ghkQaTBKyd1uLf/zjTWwmeeZQmbMzEfX2KBdXThP6F/D8wRfQACtLc4yOTxcf+8r/teX4iYs8fyLhlm0pgMcKgvMrI/ytX7fZtrbDO+7ocuv2EK+n+mN0wfSTv7xJNU+iwlDhWhYbJ12UqqKUjR1mSSpDUTmzglYKIRvWtHn5TIGVtkOlkGSy2BAFyX7uT4yVA7+x1vmotsEEJ50nlv2CzwDcw1HbUknK+/otYnlPZ5RdIcoKOHNV0w5sUDqjJ+Y6e+y1DsLvUVGG+LC5XgvPunEGhR9NyRLsXNfjyJmAOHHwEhs3Th19OuPgSqSJeVpYMtels6Qg71cTZb82MVhgabKpVUo/EgU6j/QyB6rBqLQRIi2mJZSLEW2/zYEzDp2mTaUwMFn1fTgZ5w8iQ7MrWOgY1qzxmLIDwighH9KXSpB5aT+VEPMufq9nuGW7zzvu8Nk6rShYNWYWiggp2bImYv+2HgdPubxxfuOWv/7z/1vxyszf7m5YP50C/PzFeeYWmm9vdNf9woFjJ1luB7x03MIVqTKwvgKNXpHjZ0q8cdYgiNOS79C4KXPNeIH8Z0MUxaybDPiHPxawYSzGsWIslWTJYn5OZdrcUHJDxmpNvnkw5NjVEkUEpTgNQsOj2PQQqPuWTDVkrpcZqNVgDp+VF3x0OuUqpyUpiPNxbkP0ZDh6q6yv0w5YbSf8X18os+K5CMfqd7/kVCkfvTAM8j/olTsXTGYlNsNqSla6jyJNpaj5Xz/Y5juHKqz4NoHUeFJi93sozbV6eKYvp5XypG+jNSQYZOoFISvKJAOZMufj2gxUkiRJp9EmJOTtzVIIyOaMO3bI7k2rjI9ZHDozxXhZU3GSrOo6EAIQ6X/bj2H75oB//BPLbBgzhJHqB7p017l2jHM+mzyOFWCDKdLt2Syt2kSxZNu6AEv3cJw2OzfabNm+/hcuXzzzfOB7X+5H8GdefYOC43DkxBkiucIHH3I5ci7m2GmXsQKMlgyj5UzDTiAyqYk+zvE9NM4hj1bDiaARJQ4cAecmQ8FOcO0o7XrPSt+2FVJ0A8ZGO1ya9/j0UxOsrNpUJ0y/SUJmo5B1XwocmpJ6DcBl/+c0imcLog9w0x9h1ge2Tvrgzm27g478FNyWCrHtgM88ZXHsXAGkhZQSJx9XkTfpDnHw/Ib8gW7CoWg+ANgA5FGStpxFkcW+bV3ed3+LT3zTJdEOnrRxpOgXfZQUhGJQQb4mkosETN7aljo98x322l0ktUgMR/P+/3cocZVycIJdFMOaCclH39LktZM252bHGKkqKrahqE0G9Hw2OUxVBffuKLK6spHGKtdyezm84wBD+cEg+U7pnCCVc6fHW7x+zufIuQJ7ty6hzDGWF2Li2B9QlFt3pyXttSMBh48IKpbDmrEuJ5Sh6KTHUltWLnflhZu8Ovm9fpLh4Ze2JakUJZM1Rc9Ph1umU6DCrJ8xoFbqgejy3cOGTz5Z4zuHx5kuDzzF+WVlkp/VV0Wu7e38XoBzHcBNNic7yTwqA7XEGhoONODcafRO7bsB9WbCV79bZrnpgGtdR0/+YIqSj1u4njV8X9luyCOeZBQljDQjFcV7H+7ylRd6rHQcAqXxYpnJk1nhS4ihOTEMPS3SsvFQ109KWXJ/SJZkDi22azTz/kad8nkhMxkwK/CsNgvct9fnF35kkc9+p8cTR8ZodAvpeaHaULQMBSu9R65lWFrWvHLcpVpMFSyt89zBIPKI1v/crNyfZJmESXMAWxtGKyHFouHqqqDnlXj9DMx3Nft3ajw/bWzWrx4+g1sc23zl/As/31ldYv14gch0OXtRMllSrJ/UVMtpZ4sa6m8dHop5PchzgGuVdsqUCzBajamUQoqFkHLRp+CkU1zLxS6LjYBPf8fh41+a4GJzhFHXouYkuFnUHch8uWFqAPA8iRyAXA6d5DC0OHTmS8nBfQ09GY7g+biJwcgJrdLK5YWLgtOXXBIchEzVk5yPqqHIPRhgOTQNZfhcSq6d0JpLeIOSPQOQJ5Io1mA0uzYFbFvTY+VkAROnpjYnTmmKHlJx+vkQw0avQdKZVlGHz+KR1+wkOjusTiWDsXn5Tg0SKdL6RKAkOtR4PZu2rvCeu1vcs3+VX/9yl08/OcrV1Sod16HqSmpJWgm1e4a5lQAvSCgVFI49CFKi30Btrul8yoOpyXi6kqm9udW1UbrMvo2rXLqcVnxj0+Qd97k/f99997/+/uWTF7UQMUL0poM4eXR2YRFtORw971J1CuxaZzE5mgLUzlZgzotygA97Dga1mFSYtxQ4VkzRjSkXQ6pln0qxR6XYZbTaYbnZ40svKD775BivnBul45UZLQnG3YRyfzxDplVf4yMZUJCBZipROuOk14B7YLjS14B7COTZefWWGnQV5R36WsVpcqlCvv5SmTPLBbAH9GRYPRHXRe/rx0V8P5qSR8dhupBkBz7lnfFxoggCzdbxgHfd3eWV40VI0lOePSmx4mzIZ3wtVRIiT9pyApmCPD9yyphkSC7MrbVgVPp8df97DS1IskjeV4zyabfp7zJZUfzNj3R59M45Pv1kk8dfGWOuXqFXtPqHzcZxQs8PKTgRtpUVBoeo3ADcZkirT0Ge01XbSqf8NtoOayfGuXWnxxsXDL3eAoLgUb/jTQdBcFFvmPBxCzZhPeCM0Cjhcu8ei4KbUCt5FAvp8Holk35VKn8A0dCpW0nmPci5mZSmPxMwnb0dUCr0qJa6FNw2X3pW8KtfrnHqcpVVr0LBsZiuMphPknW5O5bA0XlhJqVKWl0LcHUNH0/pSD46OQd5XoS6Bth6MCCoP+JNJxnIo5SeqJBCMeClU4ovf7eE17OhqNFSYIlrqcn1Cebw3PLvRff34d/XSYbDungYaaplzfsf6vHNF7q8fMrGlCy82MEWefdMJuP1wU1fsmUI5OZ7Pj+dYKaNIJGpOUoPF6GGaEv6fNOdQFy3WNPCj6JctLhnt8dN27r8pXd2+PdfrvGlZya4GhbphJJOYCj3Utpi6wSlsvvWp78MTHdx3t6WGvGirJqpZMrBS46gWpQU3SKloo8wMZcWJBOLklZbodud1KAzu6j5zkGbqXGfqcmQdi9GmAApYkwSUyvHvP/BHtMjBj9IeaExaYNAnORnxafnxac7clo6tnSMa4e4to9ldZlZjvjEZwt84ekRzszVcF2bibKgahtKdkLRIhuuk/VJDlkABuCWA3qSS4RDUVv1bQS5s9AMyr46H+t2LdCtayJ29rOOsO2AMIj55otFjl8ugmUhpMpAlSeYg+RSyOs4eL6rDXv/8wQzE8JSz/aQFm5yB57sa+JxrAkCze6NEe+4t8PhiwX8yCaWFl6isONMSo3NEEUayG/fD+TDWrzJEspEDWRL3U86h/mwyeyuA1raP4ktzr0pml5gUSo43LGzyz/7iQa3buvyW98c5cJildWeS1ErKln7oB7KF6IEgqydLUrAtWMgIooToiBhYjTkvQ/3GCkliESiEJhE0/Rc1k0aanbMVA1EkuDIBP3Jz36R2ChKVpu33upy6rLDoTdiVtoR3V6BXgheCEYaHns1NR2FYYwfxEyOBvzku9uU7YQwVEzWDHs2x8Rx5r2QCYKY188KgjDh4Dmb3/jGFFeXKkjlMFkTVCxDyYoH4xuyDvfU/JSC28qjtx6S//LIPURJ1PDAe5VH8KFLD47SyyO17r/HA/6t4qzZOcSxA45eEnzrhSJdz4aSlW6RmQd9IA9+nyrm94Tv69TpzBOdF0Out88O5pqofrdPuRzwjnt8vvJMj8PnHdA2vURiD3FxGQ9PAwMRAyLb3+OcyZrBiAmZat9GDaK5UulCU8nQ91H5Dp7LiDJLijNwRyKbDpAeFOsH6YnIY2Wf//kvenzggUU+8c0mB88W6IYOx88UMUb3K6NJErNjc4+JkYggTI9D/8m/4DFVA9/XBKHGUpJNU6nv3Q/ThdTuWqw0XC7M2jxzzLC/9zKdxhF6foLudpcIY4FdDrhhQ8imtYq5JYuZBYuVZnq8dLeXZLOfLbwu9KIU9Mfrgr/x7xLCMCIIYzau93nLLW3iMD1ODpFuLV96rkSz5SK1i1SaWlFQ1unQnRTUeYf7UI+klR8UNQC2lQ2ftNSwsWrY+JX9fWabVcpcA/J0gGUG7uyy8im0/W6WrJtfh1hWSGRiHnu+wLNHC+BqkGlDs52Xya+3xg5f11Uzr30NRe9+JBT908hzRSVPNHOg+z2LB/d1edd9XY5dcokiCyMVntBY8dD3SUDGA6lQZJ8oGCwo1LVSpTHpQk1pSgZqOdzPOXAHpto0/b9PwZ07CxVOqPBDRS+w6Pk2ru0yWvL52z8UYFsN6p2Erz5vE8XpDTKZr+XhWyK2TAv8wMUPLeJoFD+0sLHwpaLna46d13R7im4vnS++0oCZxYT51ZAIw9r6EgUrwQ9AL7WqCCFYbkVcXGyzf1ubTWsS1k5WWK47LDc0ra6h7SV4vXRWdS8w+GF6Fkwa4S26gUWzWeBT3xgliE3/yHghQDswUkn7Jgs6oaCTzKKaJZFZZ3sO7pyO9F1/eqjcfk20HrLKqsH4Xy3z+SH0hwv1ack1gL4uiucjKvrKScjrFyWfe6oM2CAthFDppKdcHrxuEuvw6XBDZa8hyU70Q/iwojLgu0MW2liQqGz0Q0YBo1hjjOYjj3h8+8Uer55LJwmEQuEl4hqQDyqDg+LJNQpOtsD62rdJ72ci09J6fvqDTAQ6FplXPM29oji7ElIvuGUIY0EQCoJI4IcSJ9A4dkzPstJDBywX20rdmLYV80OPREiZUqPcA9/oOFyYsfACi56v8IN8oUh62XlO3R60u+nZPivNmKVWRIzHhqmE3RsEU2MltGVTshO04ySZrBez3JAcOlnEJIvcv6/NpukKjXaRhdX01IZWV9Px0rnVfpAfNGT6p2h1egmdQNALReodyMrxSoIWyaDxV+XFFvpgtocUkhzUOcCHga117kHJjioReSY/PN/a9AfgD0dxK5sXfg3AhyjKAOQRlhURxhFPv1zgjbMFsCyQeqix4ToDmOB7DnG6VkS5zgs+9EO/AWLII3KNuzCWJCqrbsbp1r93W48H70yjuBdbGKHoCRtbpPJeysVTn4rM+Xg80EEGjckGZUjpSZJG77wqGmezwlUG7tRdmNERKYms9BylUAvCSBCE6YFXQSixrSQdHBqotN912Hqs4syUl3tk0uS0F2i6nkWnp+l6iq4v6QUitU8HqY+l20voeBErzdRRuOolxCrk/v0Bt25yce0EP4z6nWBaSU2CoOwmTJdDyuWIShE+92xCz+/w6B1tdm+xWWnUWGo4tLs6OxVNp+cg+qkDsN2NabQjWt0U7GGc0j1h0sRrUIWkL/NZ10l/lspVEpVG8H5hZ4hnZ8pIPvA+P8B0cGrv0BEmQ8eY5KOVdeZ56asnQ+BWKkbpFOC2DjkzJ/itb5bxQwuKVkZP6Lem5V1FA8WCIWvsdZzl+6koQ0AfpilJMgR08/24uKbkSH7sHV0ee7bEqasWKE2SaLxEpl5uMo+4EIjY9N3o/a+T+53NwBAlhSAZHnIqB/8NKcWQ/0eilcnAnZ4kF2qBtgR2KDKfj8gMbOmBu8NFNZ27TrPCTmxSK3W3p2i2NfW2otUxdP00kAZBkh4IkAXRxSYsdSOmJzw++nCbbmA4danM8SuGqiOYHreolnVqM/jQu//C1InT5/7BcwdeZS4WdIKEKKlwdV7jBYaj50PedW+TD947T6k4SrvjpGdbhpIwlPihpNOT1Js2tiWAMO0IGdDwfmXtmkYEnQN4qAlBDVrKBtr1oMcypyID70UGMK49rTdP+HKbp+6DO4/cpj/zMB/uqfpAT8fBBSbii0+VeP1Mxr2FRgmJLTKzkbi2uXg4mvdVkz/MiHKdVJc36A7UColJkgzY6VyZWKUATxJN0LO5ZbvHBx/p8CuftrMorgkSG0+kVlqZZE5Dck1+oKzkfzVGILPPlcIgk+y7S4EkH86U+c37VlaTmdgEOkoI8+cWCoL8kN0M6PmE2RTc+RlDaeDJGyhSF2k6DnB+VbKwHFNvRXh+SoODyBBE4AfQ6AmutCLef3+T995l2Dzt4vUUlzZBkvTwuhZC9Ni9+8F/sH7jnp/RZetibeNE/Z3b17QxwmZxtYrnS7aMpTxstWWYmxOUCldYKwV+xUqPv4vT5EeKdAtdbkq+/nwZSOU9owfRrF/Z7Jul5KDUrnOvdl7AGbj9+oUaNQBremMGpzvkTbB50OzPE++Xz80A3Ho4mUwy4Mf95FLLPHoHnJ6V/N53iiA1iDR66yx654mtzJPMHOgMcfHrEs3BcMLv5d+p4WpQ7Bkuoul8rEQuG2ZAj2KFiRU/+JYuX3q6yImZ9DsmsaYnFJZIaUp/Pkucm68EA5qS8nCZgfya9rqho0vy+5weNWiusSinzzG5znOfzlO0rq8+9xtizDUGsXyhAcRJyIHTAYvNdPqCEKkDJoohjKEdCvwoZvNYgUa9xFOXLOIECk6C58csNSN8P6KJ987qzJWaPnouxutE1Mo+W9aFFN2QJJaEsSCKUiBPjKYrTOnldEoVEiVgdkXzyW8VaPsWWjhcuGxRsDSuPThGOzdJyev8IrnUNxytc6df/4CkoZYlNXRj+pRgWHK7Tm/uD8YfWhj9MQj5pfN54lE/cisZEcuIrz1f5sSZnHtbSCGxRT5GeJBcXnMCQl/0vpaHX8vAr/2+DIF8MMfkOk08kdf1bEriRBMEFru39XjPfV3O/Z5DkFggQ6JEZlEcVJJSKSEEIjHZIsyrm9nniyzZvM4zY4b4+iBwDMxdKjvAKi2sJdnzzHMm2fcKDfxDeafVtb20eUXUdQx7tnhIp4GwArpBwu8+XmBhOR30bzK+q1SBr75QZKoiiOIw1chjiI2hVIyZHDHcVvVZN9VB33dTi9MXe3z6YIGTs4KdW1fYPNEjiRV1z2bNWEjdC/kHv+HyzNExiq6FEhKlUnoyt6RwpWCiJFlTA7sIji2vMUHJ/rjfgUFqQD8yE5QeADovyuSynhoCam627z+ERFxXZcuijxhOOJNsiI3J6MiAmvRnIvYtsSHn5yT//y+W6ckU3Hly6Qxp3wNgm2vkQHEdSP6gWv0wNcmTvYHRaahsf/1YiWwcchIrIqlxEsX//P42X3i6yLnZVMYERSAsegJ0nE/YSnshr0kP8qKkyEeUDOjLcJUz55rXNJ3k4JamD1qdnUvUB3oezPoAz31CQ55+lVIeSwukTKiWLN56U4GRSoLWAY/e6BGG6e6rZEyxEPDsUZsvPDdKPdBMjQm8ToIyEf83d/8dZ8d93vfi7+93+syp23fRO1jBTomkSKp32bJs617Hdhw7dmL7+pfultzE8Y3sWHFufB3HvUm2mtUbJUrsvZMACKIQvS8WW06dPvP74ztzzlmQkiU32ZnX6wiAiMXunv3MM8/3eT5lzWTG5WsdRJZyaiHk5HKCfvRUhaXlmF2bUzwv4vOPTJDGOuPVnJPLMUtRj25fp9N28CwNPVZTECmVseVlk2AbKqyp6ghcWxGzdF0OQ0aLb0SXI6Au7NS0cnU+uogZVPHCfbYA5FAyVSwr8lEDGzngxSCGbUwJbG0V0IdRJ6Pm+boe0wlT/vBLVc4uWKAZxWhQGUoaI2PBVeSq0Uf5qmouvgnER8r56By8GNcNq/eIKHl0syk10kxRaddMBvzTd3f4rx82aMdqPJVlGpGURDnoWU4yaBVVn50W5BEdFN9+5MYbiMSz0peGgbJq+L4WHujacHig63lxziqLlFA/O73cXRRVXaqip48cXA2dou1VwVWVZRfbUotF1ywDxVTW0nfd7HPHlUv0goxWd4qz83XGailxFvLFRwUiN7j1Rod6w0KfnurSDXocOpuxpuHylmsFtq0IUgfP+nz4nhp1XbJhpghdWtVPycEypjSwVNOPMkdmmBOvrSI+DTkhgzejID1dunzRir5ZGzGgKefJKrlALRYiASRykCRRSqqG05VsVYsiS5CPjgbNmI/ea/EHn64SZqZqT4SmaL+idNEaxna8mrmPKPrcb77kuQTf+RDc+ar+vFzZF14m+eiyRSteOrah8xPv6/HySYs/+bIJWgxCJ0oNAiGKhIbi8J0Vk5GcweFS5EPlZlasyKNEeSGGqVDW17m6CQb2HKIUnoy4icnhKFcvbOa00lVME8XPclSYIgvlfiE1DKDva7S6Ess0CqeDbFAAjcLKwzFTatWQmtPjc49KjpzIqFgalllluplR91p0wx69JQ/9689OYZJw804fKTJqXsBzhwUHTzucX7DZMSFoemCbWkF4GlWoF+1GoVDXC1CPPgKHvJB80Iqs4oDoI6AeEJ0uOQyWvbJQf8ex0sFyoNO3aHdtxU2+tFyKol0ZUYUrL5WRyYlMVKaPEbHcyvns/S4rkal+SnLIOzHLNfhI9R6dga+K6xav9oWsRvXqhYv6n4xLqLOX9uOpJJOF2CTLikquE8c6NTPhu9/Q4/OPOSx1lTlpLjWiTCMsb8wM0uJnMuB45yN3mhiCPEwEi31JOxAkaU4GGGZxcCwO26Uf5CBzU1N/1vXVYDdKT0V9OPpVAM8KmmzxpCveR63ElAaGrhXtK4WvpHJAcCybZs3hDbt67Fjb4eiZlKcPeTh9izQ0+MF3aezYJNA3TcYsLQme3V0jSAw0WSFOBDY6V6+XODaDL24o6lWfcFT2pWt58eYUqvmsPJyMtB8jviOGPvpKVxGehqqa0klK5e4YRkwvyDl4UhS+HDrj1QjXlnR9JWFS21P16Cw73LKtUakS5ZOgTI5QIDfcmLsetHj6RVdZMmvD6m3JfKCaXz0afOX8e1U1H6nql3Qkq0E+esjMVlNoy9+r1b1EK4w6tfLAmWok0sDIE266POQdN/T5869YoMeQ6SRCEgqBmQ09HQf//sg9Vz6NpFAqnU4IwgzYNtVHZAk5gn0nbDq+gdA1dFNT5qW6UDbVhWW1MTA+zYcLvcE5qxwq5INKLqX6vsvU5CxTB+KybSmnbIOx5GB6o2HoDq5tU/Ni1jYzpm5Q481W2yZOLM4s6Oi2EVNzM7au06hVVDSe1ECQ4NqQJCbdvk6WD+epWjm014YOUK6dYuo5XV/nwrJN19eAsgVRlXro77faDk0JCwrto1bm3qhVeRipiJK7ntI4uaBxYcXi3iddcqmTZBp3XpPwXa+RhIFBEMnBMkfKbJUiXxttU0baE01TqqIjpyUf/kqV+a6p7lyxunoPwpcuidEbzPlHN5ffbMHzjer64MCZFwSsEXuHkhOySrOpIWVGmmnITK25p7yUH35Hj8detDm6UFZxnTDXsDJVVQeUZ5kPdj2DJ+3g8CyZHEt59+1LvOXaFnmegkz52lMmiysaJxZMvvZchTiy6LUtpKFh2hJTl1gSZWWtKcCbWj6wsjYHvjNldS4KUa6MfC60oBOot9+zMiw9L9x8h1aApVIpy6HjS+IsxbHVu6lpQlFwZcr4jMD1dPTxeoYpQw4d6/HM7gq6ltNPlL/FHVe12LlOcsWMSxjrJImaoWpaXkR5JHhOhOf4vHwm56UzJoIKWWQB6q4dJJIZ6SBX0iqqsmEkRQxIhGGohAHLjuiGGS+8LOiGOQ/vsdj9cpUXj7ksdBxSYZInBq4ucXR4cndKVdNYP20V8dopmOrRh1Y++kaMa+Rw9q1J5TMYpSm//8kKjzyv6LBoincyWr1L1fzoQWuVg2z5jL10gflqc8IBpkc8CgfVXKyaqJSALnWSaSaRWY42IGFpyFQjFgaaTLntmpCf+P42/+n3TMJEB6mTCUkkBVZWRL+PeD0yKFqlbbRgvK5x06zO63bWmG3omGaEaUZseU+ElAErvR77jrd4/pDBY3scWqHJ3kMu7baJtAw0XUfXJK5RpGwU0TF2kg8s8ixduWlZxSLIsmBqOmRS9zl+XmPPKRvLMlSUesEy1YrpWZJCPxFMTXa5clPALVcKeoFBGOsYEva8HLLQBiwNfbzhY8qQmUZKFEqS2GGpI7FzODNvcPXm89QqHYJIp1lV3JE0y2n3UzQt4vEDGo/sczlw0mF+wWHrlMl1W3XmJkWRRpbi2io5zbbighuuaKieE2IaESudmCBOeXSfxt1PW3RCjWf3OfS6JouBRTewkaYKkqobUKvlVM2cupMzVtVYaZtUbI1mrczLzMn0oq0UZYsyTGfTZIqU6nBpWjH3PKfz+Yc9wsgER40FlWJndfUeGA6J1bPvVztofisVfLU285JDJ0MlTT7SpqhJitpwylQrTDF1NJkRJzqul/BdtwXc80ife55V6Re50AlTZe9sjUgNy02zLHp0Qxc4tqRR1WlWNC4s1kkTm6oX4ljq52VbEU035I3XRrz28oQfevsK7R48u0+nF0q+8ozLUwccUixW2g5t3cCyNSq6oBLneGaOk0Jq5sUTXiXbrZ/UuWZnxOa1AWeXAg6dgof3mTy+v4Kfm3SWTfJUoBkZY9WYfgS1NGeuWaPTVvSRpQ4kacyZZYGsZwgrQn/xaI0LF2K+9oTL5HiXH3ijjy4dgkgDEbD/bM4H/8Kj05W89/Ud1k2ELKxIPv9IlTPLYwSJTRroNG3JVBXqtkaeq8bKNFRMhWfHeE6Ia5cvH2TAc4dg/ymdj91T59yKSS+wWFqxyKVGnOsIofq8ek2NJD09xzUyXBM8K6fqCOqecoZVPZxiuJWz5GEvMIz7kCOHS8OIafUy7nrM49C8rfi6UmXQGBJsMZr8u9qW7dJxoBwF9jc+Xr6iF89H/uaqKUo5WWFk2SNHq3iGzCQy0xBpjpQaQhqEYcrWqZC339LjqQO2GhtKnTTXiErHXq080BbPkdE2pZhRh5FguaOr+Xkm1KQq1rFME8uwBk/cup3QdFI23qmKxrtv7dDzV5hfkXz8XoeXTjk8faDGRRzapkE9kTQsFd8uhDqQqkwGSbdbYWVFZ22zz841Pd56Q0CcnWd+JeNzD9tcbEvWTGR83x0hyx2NTz5Y5wtPGGS5JIzUoOAH3hTyzjkdtymoVkF3rZx6JWfneg3H0XjpVJunD2VcaHu4us7+Y1OI3MCP4Vc/0iSLY9A0NE2nagqaNjTGla3EWE1jsmlQr4BrZbhWgufEVL2AmudTcXtIrc/e4zkfubfCVx6ps9h2CYRJLiWmlFiOGEwqjOKkbmo5to56zBnKntm1lSbPthTjsDSYKStiSSx6Zdy3mn8bRgIk/NlXHP7g8zXy8mCpGehSYgmGaWHFiFBe0p68chX/6h3JN/II/2aFfXX1Ht60o3I2xRSUSKmEyVLmKmdHZvzEd/U5et7k9z9vKPWVMAgznSgHK1tdxcsByqhNWpzk+KGg42soTxNROMdqxKaOEScEuonup4P9gpA5lp7h1RNmminX/rOYxY7Plx9r85F7K+w7VudCXCFMdJJMueDqUkUztrsppy8YRInLRNegWXOoewFVL+DK9T7X/WMfQ4/xI4eFpRmMqs7/9e6Qvce7GGaL5W7ICwcszpyrI/KMLUaOYQr0Uwsay8s6R+YlJ5d0/N4srpbjmBLNkVy/UdCoSGrVkOfPBnz1GY9pRzLuptSdnJoDVVdS9zTqVYOxumCsllGvxNQqEfWKT7PWBdFl34mETzxY4eMPjtPpuui6gesKmno+YOgpw5qRA+3IGMoqejHHFDi2itu2CkGEVhrui0v65JIbLosMe5miyxjTjDl+IecLD7v0+ha4FkgTUbQmdjECG24u81W8k284MUH8pZ3JKwC9SnicF2vFfAjo0oU2E6RCZdRnWU4qckSqDUQNSZHCEEYZXiXhPa/r89VHXY7MG6AniomYCZLSo31U9Dz4OvIipBWCUGDo2oBApqi7CUkqC+KU2ikM/VdKp9gcTRZnNCvmh94c8N23tvn0wz0+/mCVw6fHgyouMAAAbnRJREFUONd1VQkSwyWOlII01wkik25fo10xqHo2Nc+hXvGpVzvc+6zFgaN16q5Fo5LTqCVU3YQNzZgbN4e0+30OnzKZGc9pNlN007SYaAhu2NZj8oKDTE3GaxqaJjFNqLg5s+Mxs5Mr8FzAk3s9ZqspY15OzZNUXY2qp1PzNBpVaFZTxuoxzVrAeL3HxFibdq/H//ikxV1PT3HqfB3HM5iu5urwoGcDB6Ryc1ya0ECR4FCMmyyDVWGtlqlhmVoxj78kV700bS83mYMIbCVoiJOEe562uX+Pp7ICpYXQDCypUtqsYuSll8LiS0eDvDKiZNUw+S9tUr79Cp5lituTCoFI5eB8kZYgFxpSGAiRE/oZd14V8Iabepz+qjpwZlJXVTwT2KWzb14GxpbJy8oNNk5ywlhghGohI8RqSV1iFEkQctTIXz1lykN9OSWzTBfXDvmxd/R4600r3P10j9/4iylOLzdIssLTnIw8j0mynCjWCULFB+8HGkGoZHCGlrD3WMrXnoqYq0tmxwQVR8M0dDTNYbyRkIqQl09lTM5pzFga+vjYmtbihe7d5PZ7rt0SYpkhzVrGeA1lLGlEXGgHfP2FjI/cPcZcBaZq0KwqvxQFbkm9ktGopDSrEc16wHSzh2m2ODIf8Nufr/KJeyYxdIfZMUHdynALqZqpF4P/AgdJUT3iQjBRbkINHSxdxWzbgxz5UpA8XDSMkrKGSWQjM28jxrQjHn5e59c+1CDNbTBskAamFHhFruYwzPTV+CergS2+KY5zvj2Qi8HH5OQMN5xDpY/IJKmg4HmPfFj5tcmMMDZxtZSf/+Euh06bPPycQSZNIqkRZAInzUm1Qq1eOJaVNsdJmhHHGZEuCIoZtBRycN5QIbap4pYUVspxIlTob6q+IgVwNUa2zYSeZdHzLcarPj/2tg4V8zy/8/mII4tNotgiTjPiNCVOcqIoIwh1/FDDD3SCSPmQa1rGD75piShb4ol9VQ7vt7EMiS4Sxhsp1YqJrlusG5dMjTXu3rJpc0u79YZGL/YXjgrJj8dxzKGzGYfPByy0Q/af6nPgbMxH7rN46PkGVc1iwwRMNHTG6wZjdZ3xumCinjFRjxmvh0w0fSabHUxzmU8/mvMrH5nkoT1TNFyT2WrOhJvRcHJqrqDmCKqupOpIKq7EtZS18egJXxsB92hgq21q2JaGbUmlwLcUG22QSDwYSaZYZjyIHbHMgPMrCR/88xqP7qmB7YBuY2ganpbjFDNcUxtpUUqt54BNV4g4yq1mqYIpWZMlk/KSlzb4tSQajXqcXypgzkf+zXxVS/TKB8Pqzr/8e3kOE2MxtpHw9D6TVqCRC0XIskoByogQRdPE4PspQV0yQoeJcUPabXkrJqmkH+i0ugbtrk7XV1U3iLTB4TROlM9iEBmkmclVmzNec2WHNAnZfdygHZmFR2NebGmzIuFDaT3TTIXWupbOjTsCrtjcwbJ9tm7os3Y65qotEZMNQRRoVByT02cXf/jxZw4c0j0nxtAFF1cy9h61aPV0pGiwsNzjgf0R7Y7NhG2wtgGzY4JmTadR02lUBI1KRq2S0qjE1CshE40+k80We4+F/NFdLl97foxOt8JcFZpuRsXKcS2BY0lsSwyqsFVk5UgNgiDjxPmIjp+qFmXE63uQiFbk6yhBcrlAYCgoXiVJK818Egw9QloRH/6Ew+cerpG7FmgWutTwNHBHgmP1QdjTUC00sGZjSE56teo7qKuXHCTzS/5mmQiy+omQD0BaXlku1N/NRp8GktIttmDFD8mtpcuvyJG9jO96nc/+4y0++KcmkTSJpUZfSqxUYKZ5AaKcJIFEK6JkYkWViOLSlqO8iWVBFy4ZosplNooNzi5I/IBB8IBlisICJMOxNDxbx3eU5C70DLbN9fjZ9/e4YedpfudLY+w90mS2pjMTpfhhih9mBKGGH6qWJQhN/EAyN2mwY6bDjdtarPQCHts9i6VX0GTGuJtwajFnsatYirquK6+5qpty2YaYmpdRdTJOrfi8eNJlUjdYNw4TdY1mzaBRk6q5ryTUqzE1L2Ks5jNe73B+uc/nviL5i0cm2He4QdPR2TKRU7MzKrbAtQSuLQuAaziWhm0JHAscGypOimOHtJOIF0+ZTFfVflkTJV98RGlvyEH8yMAZdrA1HVpA6AUN1jBiTCPkwec1PnR3jTBzwXDQNANPLyO/y63bJZYQl4wHS/HuoF++pGce/f+/nc57KN5Y/ZEl7svVPSPiiDxXIzc9gzzXBwAvvwghMhw95Yff4vPE3i737jWUl4pm4qQCc1U0ocpF0ovf63EhFIk1osHTpuB6F9EMup4zXvfZcyLi6QMOniFwndGfscC2NFxL4ocSL1TK+CDUlaVE3eK9t3TYOrvEpx/p8bXnGhy6UGOqKpkMM+pBSt/P8AONXqDT8zW6vsdyx2TtpE2cr/Dc0ZwLF3KqjsR1MtLy0ZeA7tnKn9g1I2puizCG+/YYPPeyR00arF0rmWwajNUkzRoK2BUlkGjWAuqVLh2/z59+DT79aJ3j5+rkmc2GpqraVRs8W+LaqnI7toZraTi2wLXBLYBddRMmGiETzSWePZGz2Jth3FMEplIosRrcAmPg7z2azlDQAIwymSHF0GNsIyRMEn7lT8Y4dr5CbtnIAtwVLcfRc0wtG0xsRoOtRqvs6JlylVBhBNCvIDG9SjUfVtpXWRZd8ufBDVPaSiDIRI4oVviaHPLHhx7gxb8lM0SQs2G6z7//kRWe+AWbbmwQaRp9qQ2qeJSqXJ64BHdJVy4reCwHPKQ4UWSoPAdNZjSrPsv9hGdP6Kyt6ExUUzxH4jnp4Gfu2yrqRCnjpeqvIx0/0un6Jltne/zs9/d4/53n+MyjLT7zyDgHFlwmXMGEl9Hwld6309No93TaXTVpWTOl8QNvWGH3kYs8vNtj8aKGbqVYdk6e5ejS9nAdwUtHDPa8ZDJWzThxSjDl6Kyf1pke15lowFgtoVFVrUi94tOo9FjuBnzsfvjMoxVePtkAaTJmC8bcjKqTq6ptS/WyNAXuAtieDZ6T4jkpVTemXo2YGWtzvtXmricnlSpI5CPkrpKoU6jwB3YTo0nEI6loRdU2jBjbjMiI+O3PubzwcpVcc5CaiauLAbhtPVvFihuVpb1amzEyzRup3kNl/CiJKr8U3JfQaF8d3Pmq1+Bz5sN+WzBUvuuZJMvTwXJoqIdV/XyUpFy71eenvnuF3/i0QRSb9KXETgVmoqZQZeXWij+XXHwtLkMFVFxJrCuTn7QQR/uRxrtuXuEzj9ocvtgkSqAeZlTDDM+ROFGGGxZ9uS0U0CNRWEGoit7rm9SrDpum+vzc9/V4z2tP8ZlHPb78eJP9F1zGHEHTzWm6CY12ynJbY6Wj0+pW2DBjsmkqorPZoOJE9DPBYl9JDPW1236IasVj3n+J/MAXMc2E9VMuU2MW66dzJpsh4/WQiucjCHCdPi8cTtlzXOOrzzQ4dLqKLk0mPKg7OVU7w7MFnqWArUCt4RRV3LNzXDvDc1IqTkLFjWlUA8bqXUxjhS/d63LyQpUNtawg2Sg2ozmSbakOnKyO2S5iR4ZZlornYhkhrudz3/OSP/1cg3bkIWwLW1fWvl7BkzBH7CxGpyYlnMqw2lLlIoo/p2UlzgR5SUMdbVHy0dti9RPgFbN0yQi1tySIDduWnNKwXq4Kb5IyJ5WK25Hp2UDhNCR+KaqC56b86Hf1eX5/m68/YxJpGl1ZRCAmwwh0XeaqJRlMpJTTlR5rqtjE6kkax5I41uj2TdZOWLznpiV+/ws6h5dqzMU5QZzjRylemBHYGW6UqjS2UCuquHr1Q42er9MLDNo9i6rrsmXa5xe/v8/33XqGu5+12H3M5YVDVVqJjrEiqds5Y9WU84saF1dMpsclURoQhT3e+sY3Mrf+GsKgi173NFzHYO1EimemtDpj7NqWMjPRZ3q8Sz8KOLmU4s8nfOoBk4vtOottm8WWRd2WrKtB1cwVcE3FZXBHwO3YGp4lcOxcVWw7w3MSPCeh4qpFUM3rcvR8n7uetvntL84yZmtUrbRwuyq4wYPWRI6AOxtmWg6CWsu2JME0Imw74MjpjN/5TIMjyxUwbSxdo6blAxJQSf4xBhWcYoowZK4p4/9hpOHAbTsbAjXLKOI+hoSm/BUd9SuK+aBiD7auJTVXywdbU2AgfFCGO8oNahACpmWk+pBHvvppUYg/wpx19Yx//t4OxxcsDp/X8aVHb8TrxVg12SnBDVosiIpWRdeUwU8YS4JIox8YdHoVfvI9Kxj6PJ9/KuHI6Qb9WDJWWj5EagEVhhmhnRVALwEu8G1BP9Do+QadnoXbcfDsCrONkJ/5Lp/Fdo/FToeFjuCT91fwI4ulZY350yYXuzoziyY7Nzi0/YALLZMZLMI0Rjd1NayvORHb13axLIuq1+PhfTFJDqfOGzx9sI6mmUihtnwNI2duRtFfSy9B2xg5WNgajiWLdkRVbNfOqDgJrq3W9zUvoFnrU3E6PLAn5Wd/v8nJ+QnGKwaTbopnqY3l0ICzeJmlnXI+BHkR92cZBVPRVGkMnhvQ7kd84E8rfP7hBrnlYhgGVU0x1BxdAVu9SjX/0IelzPosN3vpIA1O1WQFrGE/LaVAy/OB9cOrteKrQT0K7qEV8dC7RbUIUqjqnaSCPEFlU8Zl0l0h4NXVYTEzRJGdtNrOejBVkSnveV2PTrTEz/5Pkws9g660sGSRUS/LgN18MMYcSv+GrYoelcZMOoZvFpLCjH/5vhbvu+MM//b3Au5/foJl32TKU+exIMrxrQwvyvHDDNeWg2ret9ST3vU1HEvHsUxsyx6Meh0rYcxJmKyk/NIPJlhGj6cPCg7Pm4g85+kXXfYeN4kTuDpQhSVNQY9iF9Ouznf69a+ncu2bD59b4MgZiwuLFTRp4FmC125VJid50VgKhmbzxsBLUMOyFMgdS+BYQ2Cryq043hVH9fC21ePUQsCTBzR+64tTnLrYYKqmM+Gk1Jwcz1breMsqRommVFbKBqpqmzmmma2aeY/GbDtWiNAD7nrK4L7nauSah26a1HSoFOC2jbKCF+KNwdJoKKuSQgG7H2b0AuXLGCUKpLoGep4jdOUFqF3K8Sga8MHhLx9BOMMeWS1nRmP0SoPQtBDbKt5GHKtowSBWmZRZ8fTQtbywVssGMdmrPt2AvpAjhY2uZ7z+Gp933rzCR+41CWONttQHoVZlLPow2HYIcDXH11aFDWiajpRW8RSTzDY0fu3HVvjdLwU8sr/BqfkanVBnzINapIDuWClBmOHYGU6oCmM/KIqkKYt9hq5az+I8cKl/uGWkXL8hQdcj1o2nHDjZB6YYq9hfr3n2fBYF6Fu2bObRBz98ouaav6Xbk28+e77Hro0Wk9eoR3/f12l1Tfqhss+Kk7wQP6hvVtdVf6wWMArYjpUV4E4HFdu1I+qVgLFajzTr8emHNP707jp7jjeRwmGuBmN2Ojiceo7AtRSZyrY0bKNY6Jg5lqVmq5aRFbz0tIhDUap4x4wwdJ+7HhX82p81OdOqIR0LT5dU9QxXz7AK8lbZBg0PrZJRpy1dV5KqepYx34k5saIqvKOVvXu5mi4q/CgdNRudqIwody+p4KM5o6olKLzVi/NEeWjWtZxe4HF2wSJJ5SAC2ygmSakhSPNsYD1RIlxcUsVFP2OmlvJzP9SlHeh88QmNflzFEIUQuDi4DpZNQkV6S6lGympxJQuZnkQUaZSlCDxONWaaBh/40S77Tp7jQ3d3+cQDYyz3PcYqGuNORtXK8awcJ0xxrQzbynAGxUwb7DwMvUgWEYqPEyeljVtGqyvwQw3DMJlq5sxNdKlOTnNqMf6tk1956MSPvP99xVeWZURhztrxiGYj5OULJi8vJNx2RYsrtuskkce5iw6trkY/EEUUs5IH6VpeADzHNlJsqwR2imtHRdUOGKv1yejz1MGMjz9Y4d7nGswvVpisaow5GVUro2IrluBgXm6rx5UCeekbnmMbqnLbReW2zRLcEbYZ4rk+862YP/5Sg0PH64iag6tLaroyXbcKq+YS3CpFQhRAL0XUyvvcMgWODdNjOZs2dvjduxKOnq9RcwzqWY6XZ4X3izqcqR54VDwsXjETHxVDrBJPrDIpSgsxiCoOVa/HsQsZn3rEod9KmGjkChCWxDZKIXJWeHdf+vlWT2SkyOjIjK3rE/7Ju9s8s9/mxJJBR9oYUqKJrFjmlF9bmY1Z+FgOFEyy0FNK8lwfMA6TRCVS1DybXRu7/Nz7+9yw3eeTD1R46uUGrb7LmCdp2DlVK8e1VEVXAWWieBqrM5cuBUKqYpGkOX6Q0u5nnF3KCPKYnev63HiZRKJz5mLMYpyzeWNMHMVAEULlNq7CMF2cbsrG6WN0g5gLywaPPF/lhSN9fuwd56h545y9WKHdNQgj9YYKkakKYqRYRoZjKf63aysDoYobUK/0MY0ej+7L+eLjLvc91+TkcoWaobF5AmpWqkjwlgK2XYDbNiW2pePYUi2CrLxQ7Ki73R5RB5WV2zYjbCuk54f85l+4PLy3DhUHy9Co6Si7Zj0fqdwMwW2WAJdFu6WWFJ4NtUrG9FjCresi5iYW+Xd/kHJmZRyJpmwSUvVYT7R8kG+zStSbv8ox85Kx4KX9d0lUcsyYqttjodXnlz48yd6DLjunYqTIqHoabqqRWtog1yfPRxPVhiPJwaukAsicbifl1it7/Mz3L/FfPqyzEmu0pYUuVD8uR2kDg38jGxlSgoojlAPfFkWplUSxRhjp9AKTesXne2/rc8fVbe55vsuXHq/w0N4mS75D09FoFpE1rpXhmKi2s9hSa5oYHOCjOKfdyzi9DBE9fuRtCU3HY6UjOb8safsWb75mHbfceBm9nj8EuOXNcdm2mXuee+beX7MN9+fiqE+QZKyfdthzxOQP7kr5ufcvkiQauswJIkWqkVKJiS0jxTZTHEsB23UUsDN89p/O+N0vVXl8f52LLQ9Xamyo5YpwZeWK+mqKglNSEKksrfhVVW7HLMBtqSdEWbVVWluCZanKbZsB0uzzh58z+aPPj9MVVUzbXA3uUS9yY4TfYkhMU2Ib6jHpWKpyV9yMqqs+X5ZrvOUG+NozK/zZvS6dpIKtK8tiQ8tXsfJWzcZfxQposLUcbElHJXWl3jXBskJ03eeB3Tr3PtVkuq4RxQk9Px0soVQHJIt/tUw2lqPt/rCCkyPJkMJEiIyKm/Fj39Xjwsoi//MTJoGQtIUyOhKleWc5ixflwLTshcuobjngjCiXWUkYafiRWrP7gYHn2NQrAd//Op83XtPh6YMdfvdLNfafrNPyHWqOpGHlVCz1lC0tSnRN3ZRZplqTi13JuU7Ev3u/z/qxcfYelkxOdAnTCq7lEfaWf21u7Y57svDcEOCXb5/lf/3PX+qDPC6lQcWVOJbBpjUhnY7FmSUL21rEsWOcSB9QJDVNiUJtK8G1Iiquag8ss8fzRzI+en+F+59qMt/18AyNNZWcmpWp3qsAtmWOcFIKXor6vRj03LZV8hkyVcFHqrdtRthmhGUqpdC+E/DxB+u0swq6a1HVoTo4VKI0gYVt88Bsf3BQLim4Qt1YxXnCNpVQWlF4dX74LV2+9HCfC4mLn0hcPR8Y5Sif7SIFYaSAr2obBsy/fFC9B7YWhftWaeVsGjHdOOJDd0+RUogaUggilRhXVjg5YsIiBpmWwxwdKbQRI9ThzdQPFJ/o++/w+fqTLXYf0+lLD01oxY1XtCUllYAS5GrokOa5srFIFcjV+LBY4kQS39Lohzr9wKDrm1Qch4rr8/ab+tx6RYuvPdPmE/fXePblBiuBQ8PSaNgqp8kxlRZAK4z6oxi6kcCPQ2YaGsfPWRw+H+JVdFo9yXRTY3l5+fhv/Mav9P/Vv/r3Q4ADvOGN70HTHRbPfI3Pfv1ZgsCh10to+wZRmtLzHaJYCR3LhATTUFXbc0Oqbp+cPofOJHz0vgqfeXyMnu9RNyQb6jlVs6zYFHTXYeVUtFdVQcsDn2UUKWtmMY4sJia2leCYykbCtqJVffeBUwk/+d/HefFYA+k4g0OloxfjTH207x6+1OfVBpEpgxurnNIY6vtV3GvJVBPWrglYOBYTZlZBOS3BfWkF/ybzb4YbzVUiDS1XJjl6iqHFvHxKcn7JBKkWPHFK4bgqCKOylUiLf6egtQoJQqUcr3a9HenHCxu8bi/jio0pv/1vlvjxX9d48YSkJ11FqBISWfq7Fbds+X2lWabEE2letCWS0JCEkcA3BX6oipdjavQtHccy6PkJnb6Ja7tUXZ/3vc7n7Te3+PITHf78viqHTzfptBzqjqBhZXimGgnrxTjW1nMqlonUA6peSM3VqFiCmeYy9aldvOvdt9HtBcAlAJ8Yb2KYHt1FB9OQjNdyql7M7KTg2rGcE2en8UMTYGD/4BUjv6rb5eySz299zuPrz81wYbFK1dPYWFOHR68AtlMciCxTHY7K+Xa5zLGM4URgwDExsgLowwOleimA22aEY/vEWsDv31Vlz8t1MtPFKw6Vbpn7MxgHFhOTQYsyvLlMQ2KZoxtS9XUYejqQZMWpYMPajHe9tseLhxOS3CIesTrLRluT/BsveVbFDcpyRp0PxoSy5LHrCV95zOT0GRNRVZvMJBPEhSghikvH1gxR0lqLyq0OgdkA9OpzaKueGLI4dGpaxpVbe/yzd67wC//LpBtqdIRdpLYVN0uxTy1v5DTNi2wexT6MiqlHoKtC4RsltVkWZycNJ1CDA9c26fkmnuNQcV3+0Ru7vOm6Fve90OF/fXacwwsNwsRgIsuo2UraZhkwaeR4lsmDz3tMNRI6fsZSWyMIBZO2jVMZJxH9wfs8AHiam+jYR9K8djQXtc2SWJ1mNUG/3+SZl0xqFUGjkmLUQgw9peoGINp85tGUzz46zn3PTFL1DDaMZ+rwaOe4FjhmSY8tHv+mdkm1Lg2EVtu5lYR5Ux/Oum0jwbLiQd9d8frk0udDX3L41ENjhIaHbRrUygwgfXTWLbDMS4BdTEzKDengVZoUldZxWjEPyVFr+SyHPB2JuCuCnFZNUEqPk6FT66VVe7U6qFQh5SNr+kxFZ4thc1DG68VJTqwLomTYcgx528PWZQj2/JLx5BDgUmZoIuO7b+tz8OQif/JlQc8XtLCK20X19qXVRZblgxvN0HMiTQzYh0ZBjDMGBaxsOyn2JFoxbdNxfYNu36Tbs2hUfX74zR3WTCzw6Ud9vvr0FEuhja2nVGyoOJJ6RaPmSaQ0SeOQKI6JEsHMeJXpMe9ozbOOkMWvBPjMzBpeePrzX3e96kfnpsb+w/6Xz9Hu6TiWYH65z4nzsGOtiTan0agKTCNhotnh0w9n/NvfmSXNa6wdF4w7KVUHtYkcLH6UQMEqDpKWoYBmmcMqWWbolJOEwSy4ANlw1l1W7hDXDojTgD//qsmvfGiChW4NwzFXg3swLSnArV+yGTWKmWu5IS0qt2GUN1s2MGuXMh+e2opBd5rnJKscqEpH1tG++5K53apKnl8CtjJhIVMRH6OkcYr8yFz5BybF6CxOSpleVozvxGCEJwp+ryjbFS4B9yXVfKyW8e9/2CdniQ/drdGNJC3MokEpzUHVDZ1kOUnBLhyqqEZNVoeFZNXZaoALxSztOapH74cmXd/k1is63HZ1iyyBzz4wR9NS9hgVR7J2ymDHhpDjCwkXlwRVV1OYqKyhVvE++pV7H/76+9799lcCXFWHGrlwvzJR196t6fquIIyRMuc1V0WEacTZhQnmJjT1RlR9DpyK+NA9k5h6ndlqzpiXUnUEFVtxUtSIr+B9mwpg6tBYLGnMbLCp0rVMxVpQxGcM1sXDkZlpxINxoGOpUNmP3iv5lQ+NM9+poTkWNQOqRjY4VKqpidpQDkKuVs275WDJYw1akmxwztBKV9vSl3xQh4dN9mi2e15OF0ZI46+KbXFJH34Ji3DgoisHmvdhCkSZbJYqS+QkUdHaZeoFIiv+LTkY54liKTP0VNSGbVFBxhIiR/YzGl7Kf/jHXZa6Gh/7mvI2XMFQI8EsG2g3TS0n1sTQZUAMhSEqkFdg6tlwEWhow2GCWYDclniBRt/X6Rc88TA2mGrq/NAbu7x0bJkzFydY0wDL0Fg7lXOu1eOxlww2T+mKR2RIVrrW7vGq+5W+7696m1cB/LobX8+v/tp/eEwI8axE7pICFtuCddM2W2a7PH5Bga5Zizi96POBj47x0pEx1jVyJis5NU9QdTRcp6TGFjNsk2J2rSYhq9brBcW17HFLs8nBwUsqz8KSIagOlQFVr8/RCyl//rUG55eriIqNq0sq+hDcqpdm4NhkFodao5h1q2VOOTJUcRuDVulS43yZFaOykfJMpnrSsrox4hg1AvZX02QOmX6jI8NRdmEBupHt51BpP9yYpqmqolqaI5OREKzBJ1F2XGXLIkQpRcsRUh8KtAeb1JSezJhqpPzQmzs8udfk6LwgFB4toRdDxrxozZT/uBDDGzwrnHV1od5LS8sHPwc1OFgtO3QsSd8WqoqHKkktjFXwwuUb4D/88Ar/5SMWF7tVNmY5FSfh6RM6GiZj9YRTCwLT0Jix+8/u3fPVx37qp3/5GwMc4OZr1iGFYO9LfXq9ED8w6PRjzi0bNKuC8WbCeL3Fxx/W2HO4ybq6YK6R06hIqp5GxdXxHDkQM6jlT4ZtpTjWyPy6PCiaMY4do2spWS7oByZ+YBKnGuQCqWUYWkF/NdQ4sOL2ObGQ8B//oMEDu5vgOji6pg6VBXHKGvw6rNiDQ61ZgNuk6Mnz4nBZPFFGWhOtrKajdTgfAo5LJydcSpXlG7Ynoz15KTobVvGysuer7o9C0KOqaMlyTEe9Esu/MfpJiko+WK1nCKkVB1pt1WFTShMpc9rdlFuv7vOff3yJ//gHgmMLghCXldwYfL9Wrii2ea5sltuRIAjVTS+lwDElrlFwf8wcpyDnKZBnOGZatCuKZNV3BP3AwA9VdCC55OqNOXfsavOp+2wW25KltmSumRK0UyqmxDNz5jsVZqsb1ZLrkusVAL/xprega3p08PgKLx7u0KjCQ3tCWt0qb9gFG2dX+NrzKZ+6f5zpis66MRir69Q9naonqbiCijMkWjlWUrxSbCseWIA5dkAYR3T8hD/+vM3ZZR3byPi+2ztsnXPp9BzyXBScjCG4Pcfn7HLML/1hjU89MEake1iGobjdRd9t6WXlFsNpyWBKovpBuwC3VYC7PMyao+AuWxM5UhVHFDPk+UgFHxE5fIt6tUt1wyW4WSV0yAc9TCmmKD9HSeNN05xUCGIxXCnloyDPQaAND51CFv26REpthAejD3t5aePJjO+5s0eWL/F//77k5JIgAjoYg6GhWdzgF33B1vXL/MCdS9hGytllnT//eo3lvs18x8YxNeoWamNZgN2xBE6p2bRTXF+j52v4gSQITeJY7RPef/sSy+0Vdh8Y46VjNndcb7B+YoUz5xtsmQtoTKzjpte+NUqz5C8HuONOoJmVn928aetlRnbqjsf39Vhasbljl86uHSs8c6THH32piZ3ZbJwVTNSVCLleEVTdjIqb4tmp4nzbqjo7llqhW2aIlAFHz2XsOabzxSer7DlaUf7eudqSnl/s8oEfDZSp5CD9TAHctQLmlyN+4XerfObBJpHhoZkmns5AuDBYwZd6zdF5d8kxKZZI1mDOnq+q3Ia+Oi7lUiDmiKFJUT5i7XBJ0V6F8ZE/jBrjr44eHFZxiqdGRl7QYsWqjxt4kRSVPE5zcjE6xlNr+4FzVcEZEQIkhfn8gPM9MjrUMmRsoIkMKWxckfG9b+ij6xf5hd8RnFyGSAh6Qlf88YJHXncS/uV7Qu642kSTGTkJ/+jORV48nvHlJy1eOOpx6myFhb6JpetUjEJHUJCulBNaSteRdH2lvewHJn6osWlO8uPvWOEPWeGFo3VMw+GO62K61TYHT0/w7it2PLhz2+zPLq/4XHq9AuC6VeVr93y1A86hlZ5+23jF1l5zWY7QVvjo/TGHTjQZsyw2TGlMNHXGChFyrRJTdROqXkTNi/DsEMMI0bWQ+eWUThix97jGZx+tcOKcx9HTFUzboGrChlpeeA1KppwmL59MmWqGVNwAKZWm0rJClroR/+H3KnzmgSaR6SEMC1cTeFpptcuIyX7BctRlIXErT/LFYbewmChZiYaRD4xsBofKkcyagRS4SCB++60Rf3JPwsnFomX4BsD+Vor5KxU+6nNrWs7Z85K7HrNIddAY9tajWs0sgwTIYzWXznSVN18efsvPoc406qAptSErUIXmSnRNQ4v1AatRVXILm4z33uGTZBf5ud+WnO9ohEIJkSsCalbO5rpkZWmWFw8rCWJJjX7NzoA3XdvnyNkljs8v8plHHXYfq5DmFicWbayehqcLKibUnJyak1J1Mro9Saev0/E1un6VjbMGP/D6Fge2LfHEvgqfesBh85zNzISRjjXtQ8889dXOjTe//RXvrf5qb3ieQ7fX/yk/nbpxsnn8mrOLPe56skLFrLJpXGd2QjJel4zVc8brIfWKosJWvQBNhvTCiJiIx16UHD+v8bH7qsy3HLLcIoksKrZg3dhwCVSxBRVX0qzqzE3qdHopjYp63Ohahm1GmLbPH3/K4VP3jSlw6w62JqnoxRp+4EUNZmEFbBhlinLZc6vWxCkmOc5gopNiGEPedal7HBpfFt6Axa9pKtiyIaVRTTl5MX9la/KtIlx8g/8wMpFodeDICZ1cyAFrcVV0ePHPK8WRujnipEiRzijIV0MrCvVxyqJjKGCQBcdbVXNlcacXAM8GZ4L3vaHPweNLfPDDOonUCXWTPFc7g6ojODWvk2YW4/WUmpdQcW08x8W1K0xUQzZOB9xyeUjGBRY7OR+7z+H4eYun91fwhcHFZRNjWVJ3oeFkNNyIZkuytKKzsGQzN2myZTrg6o0d7noqZ6lrc91aZ2/Q7/yU61Vf9a18VYC/9c1v44/+/NPp5PSW/MknF3ENl7deK6hVJFPNjEYlolGN8NwQhNoknl5IOHguY74l+MpTLkFU4/BJl8WWqaYpusQ1cirVHMdUrDHXAteSVBxJ1dNp1nXG6jmunQ4YdbYV4th97nna4BP3NwlNDwwXQ9MUuC9NEhhV5pQ6zpEtpV0Qt1xLRaE4tiKKmUaiON2pGHih57maOKRapoKuMsWcI5eIpFj2FCucjG//Et/g/xAjR1UpIdckpKotGsQYjthaCKEOmmGiVCxSqhvdTpXMLc8YjA4HqcVSFIFRKlte15R7lMow1Yi0DE3TicvpEeAIeP+dIc/uX+HuZ3VCTScwJUmm4t2X2wmaFESJTj+QVH0NzzFwHZOOZWGbLrYVYxkJ417Mz78/ZKkdcPBUgJ/k3P2UzfkVkwstm1PzJku+hryoUbUz5X3pSaYaDvWKzXQtpz6bsn3b1lzKJL3hpre/6nusf4P3nre9/rUEQfCJxfmXt9fN097lmwI0LeX4BUFAQjcNubCY8MDzBnGq8/xhj5dP2Zi6QZro2Jqg7uTMzJYEokRlrOhDf0HHkoW9gE6tImlWYayqhMiOHeHZARW3x93PaPzs705x8FQT4ZhYAxeq0oGKIs6Ogb2EMUKmGqzgi9bEsVaLMRQLMsK1Y+JE5/SFOp3QUFKxXBSASYtAKElW0lGLOXg+ssj59rxQVn9EydsusT44ZKIOhlo5fpNCWVwUxDEhoBXD6RVBkAgqllBPx1T146p6Z8XGtBCqyGFWqa5JYl3xSQxdkqSSJNWIkwwpdfU15II8l2xbE/DrP9VF+33BXU/rtLUKNVPi+Rm2kSoFVA5RJFVaWqjm3I6lF7yeMlFaHWZtI2PbmhhDj7lmY4xp9jh4psvuwwZRJnngOQs/UIeqVM956rAO0ubK9Tk3Xzne27j1lk+Ylv0N391vCPA1a+byL951129u2bz9p17ae9rbtKbP04fga09XkJr6JHkqOX3eIM81HFOwqZnj6OCYGaaxWpUOhQuSrg58asivRooVd+ht2KjG1LzCmqLa4avPCP79H85w6EwT2zOwNSWQVa+RKLtXvErNoFZsL8vqXZzYbXUjVZyQWqVPvdLh/t2S/Sea1A0D1zawrYyctIgml0VUoariZXc+Cu6/zjWcWw/HgwOKqpCAVDbOsswQVYnSrq3GcWtncm64psW+UzH3PV9jzDUZd0aspIVS7KvYljKGW2Akat2eJIJEU5TXpIgPTzMFdHUvS+JUJ0l0Nsz4fOCf9kBc5CvP6FzUHSxNtZMC9TRLEp0oUeO+IFQidMtU9AdFeygPv6oAmkW4mGWmTHoJ7745BhJu2JyTZAFIDUPCV5/VeGq/zkRNsmnTzsWjR/b95u13vucb/gS+IcABtm/dSafb5sChJ3nhkM/Z83V2zMKBkxlkgronuWFzseLI8yGATQ1dV552WZYTJRlpqmajhlYM+S0N15FUHEHNy6hVEhoVZSExXu8xVl/ha89l/Ps/nuHls2OMVTUqhvILLCcWlyadjT52y/bEKC0migOlWjaluE5CxQlp1NTn+upzkl/+8ynSfoXXbpdsWSsZrxeKJUMOostLA0w1Tslf2Wb81aBNcb+8+n8Xau2ui6Ha3dDVE8lzJM2awfb1cNOVgiBuoePzlWcmSDMXyEYosllRubNhIK9egDxRjrFpmpGl6rxROsYmqLjGHAikSRibbJzu81/+SZeceb7+3Cy6tNBkCmSKL5PmBY1AIy744baVYxiyYGWq1ki1VCMicjNDH7Hf8OyUZjUhz2MOnNBZ3xAkm2KaNYsNm3ZSrdS/6bv7TQG+Ye10uGd/55/r9vpP5v2Wt2Vdm/teMGlWLTZN6Uw2NRwr5+JKTtfP0HXFHFN3q/pBJIng4kpKP0iRUrULjqUVBvY5VS+l5qXUvYhGNaBZ7zNWX+b+3Sm/+MfTHD83zmxN0rDVjBugHwn8RAxYbWXVk6WppSxDR4v8TqOcd6uFk2sneHZI1fNpVlt8/Xn4j386y/JijZ1TGVma0feV8DmyVW+aFnHaAwepAS5Xo/LbAXz+it+vck2hrLyqRSlMO8XwCWXqio7qOmozudzy2LQm5Jd+eJksX+Du56fRpF0kOqvqX2aR6kUBiBOhPAlTdXguv8fhe6pu4iDWCUKDHLDNhCg2WD8l+cCPdsnyee59YRopTDXYzDNlcZHlpGlGkirzzThVW0wpoO/nXGxlJIlS8lumWtvblkpV6/o5iyspjqUzOWaycdZnemKJ+5530NG48rK1PVMX/7xanwv/ygA/dX4p27B+/dO3vfZ17T/60wNexdUIA4ObtxtcuSVl49wKxxdyTi408BydekVSr+TUKil1L6FWCXn+UEa7b2NoJf9Aw3PUMqjqKnDXKvFAkNysr/DwizG/8IeznJhvMlcXTLgpVVvJ2gRwahnO9kCTkjGRkY8kwJUgH2Sk6+WmMh9Ub6cQZ1S9Lvc+n/Lv/2iasxdrbB7LqTrKLiLNIC4jUbKRSUqpkBflpGV4g71q/R3F7CsQLhiF+Ss55MMxH0LFpAyfVqNR2KoSdvoGF1c81k1H/Nd/ukL+xxr37Z7B0nV1VhkJ4DX1jFjPiI0i9jHNh3RfitZBS3GsEClSWj2LcxddhADXTghCnSSRrJ2Q/OqPdfj5P4QH9s6Q5YYCeJ6rUWWpcspycjRyBI4J9WrE2eUOz7/s0vCU27DymteoV3RcO2b3UovjF2w2TyrG4Y1XVNg4JZhopNx80x3t5vj6p8Pwwjc9339TgM/NTuDa9sWg3f/eH/zuyx/4yn27jddfa7Jra4tDZ3y++rxBr2fg6TlT6yQz4xnTYyFTY300rceBMxFfeKKCletsmjExdeWVUnFy1ZZ4KbVKRKMSqFahtsITB2L+7e/Pcnahydq6YMJLabiCmiepeRpjdZ13rmtxYnmJ37trkm5sUbHSwWhNk2WmohxMVcwRkyBFFVBC6DDx+dJjHodPNVg3IahYGaahKmUJuCwbJVGV6/gBhYlyKC0YeV0C6NH+ehTI5QTmlZ1JaTMxvDuGdKtRLaeqhuSQZsqIpx8YLLddtqzp895b2jy3v8qKX8czhFp+xYpQFhs5cZqRpBppwiBBueQBSZnjmAlZ3ucP7jI4e95k07TBWE3QqKreOskkGZK5Mfi1H+/wr39H8OhLU4BJlmdFK7l62aRpGp6ds3E2ZuvGZU61Ag6eqOIsa8zUcybryp5ibkLwvjuhHbR48Zjg8f1VeoGJY/s44zfHh07n33vrXOOibjnfDMLfHOCe43D06DFsd8eZ5kR2dG7m+A5TXuCeZzNeOtZg3bhB0xLMTuismczYsrbLeKPFiyd8PvGAye7D44zZJtPTakxnW2VbklHzEupV5Ww1VoD7kZcS/vXvznJuYYw1tZwJL6XpCeoVlfw1XjdYM5Vx3bac19f7HDy5zNefmGHSE0prOKhucsRyOS/6u6zQdBYTE6fPQ3sFn3h0HK9iULMybFPdEJquJg2XZs5fyvijBNkAcKv+6rfQrogBgeXSRIfS8L4criuwyNW3w8jKPkkhiiVBpFxbl1se333LEp9/eJm7dzt0IhNHT7FjiPScKMmxkpw4yYhTbeCUkGViUMFrXszdz6Z8+OuTTFg6Io2JYpM41UlTMbDFyHNlrf0/frLNv/m9jIf2zpDmVrFJLdZgxVPH0AWhLVnuWGyujfGBf7LE88fafPz+OgePVGn7kBNhmSZzE2NoWsw7buixb6rL/uMmM/YYN+268uhVl285c/HCSSanN/zVAa7eQ43dux86UavWfrzW3PHQnr2L1ByLt98EQgScOOuyYS7nsk0tUlb4yrMJH/l6g+Vlj81Tgqm6YLyuU/HK1iSj6iaD/J6pZpdGdYVHXsr41783x7mLDebqhVG+J4r0CI1GVWespiJSDC0jzwQaqbJoYNRfRAzGX4Zeus+WHiqK5OXZAR0/5KP3VwlCj7V1pfyxivl5mcA7DHfNR0x6CnBrOUJKhNAK1cslJvXfAsIvJWYNsukLVl6Oao1IcnJR5Oqs+jg1BkyznCSRxLEgjDSCSKfr28x6Nu9/fZfnX+6yEjapGAInVueRuAB3kmTFWLDowUdaJClTtUQSGmEqaHWVRFFKs6DbjtzYOUw34dd/osO/+b15Ht47RZaq8V0ZUaJ+NimmLljQdXJqTDdNbt7SYut0hw/dG/L0vjr7T1tIkVDzJMcvpOw96jDZMNgy0+Oaa7aR5fGPP/bUoyeuverav7SE/KUA37J5Pb7fx7adc0n+6MMHX97/uijrc6Ed4PsmOzembFu/zJlWh4/da/LYngk2Thhs2wrjdY2Koyt3WUdxVapuQr0S06wGTI916UdtvvQ0/Oc/n+PchQazNZhwU+quUCkQnkbVM1SLUkmpuKrFMLS00BkqQWwZZlr2pXq5zRwAPMUyEyWWsAMef0nw4PNNPFOnamYFH6VwsNVk4WxV+gOOBr+qNfbpRUk31EGo8d3AWmGkmhcMkm/Sgxe/5GLkxSDdOE1VSzc7HtO+mJGMVOyyty3VPUlKodFUVTwIDfqByx3XBFy5tc0De6t0IgPPSLGTUtOZkyR5wStXEYPleaM8a+RZTp7mhBl0/ZxOTy3FdE1HFsLkUZvnmTHBf/vxDh/4aMazhyY4tVIZgFyNKAvr7lRxwJdbHhdXbNZMVfm5713kocsW+ei9VQ6ddzBMm50bU/zYJ0s0xpp1Nm/a9vDOK153Lgh8HMf96wMcwHFc9rz48OGpKfc33/GG7a+758GnWGx5bJpNOLfS48yzMfc+XyfoO1y3QTI7JpkeM5idhLFazMKK0nJ6TkrNi2lUAqbHO1xst/mNvzC46/kJwrDKmnrOmJMpYLuCiqvot1VXFjdHSsVRIbJHzsNLp0wss0whFkUahBxU71LfqazeVJSJY4WkaciHv1ZhccVjZgwV/2yUvoSqtSljS8qxXAlsTaYYRsLdj1ucPW8iCuclbXR9LkaS1sTQQ2QVti/p67NcFAFcYrBMSlKNNdM5b72lz+HPpCR5CcIhuLPBOE4BXIFcI4yUieXslMWPvKXDM/t7dOI69UTgxDlRXFTxtAT5MGe0nIH7kc6O9Smb5nyOnfLohdALcqx+qhynNA1N0wbpduqeFcyMCX79n7e5d88ZPvjxWU4u1oqw2aE6K4gyDp3KGKvqzExIVroVVtomO2c7/Nz397n/hZwsiTizaLNp2uLEfMS4dTVRXv3Nx5969PAtN9/2rUD3WwM4wFVXTALe03my43OTk8vf3e0fY35J0vFNDp508IRg+3rJWE1jelxjy9qYeq3DmcWAVnecZtXCc1LqlYjZiTbL3Ra/9hGbzz02hWW6rKlnha94CW6puOWuxHNzKq5ypXUdJVc7fFaw55jL+rG8cINlpDWR6CXAC11n2Z7YZshDe+HLTzWwXJ2KninVjz60aDY0Zc+m60pRVMahaIXBpNQTVno6WWwgTYEpGOTYv1rMIFxy8BwVRYy8spGDXplH7+qSMS+GNFEJZJlylk2ysurmRZ7N0JMkKlxfw8ig03V4yw0+t+5qcc/zHr1Yp5IoHWecoHrwRIE9ScrJkZr79wKDqzblbFnjs+doRjcUVIK8cJ4qWkEpB+1KTsmLF0w2Jd93WwtLP8svfxhOrdQwdOWUUPcEzXpOJ25x8JzDhWWTbt+g27e52DJZO1Xhzit9Dp4UtIOMjh9z1WVbWLdlx+fa6canU63zrcL2Wwe4EDs5dWr+xGU77/wXX3/goGZZF9492+zixzGLrQpXrNNIco1mRbJjQ8js1BKfeiRl7wGXy9ZqzIzn1CsRMxNtlrpt/uvHXL705BR1z2K6mtGwMyqOoOKIQjCh49qa8hovfQ6LA6KQISt9iaYZRSJaPqi85Wtgjm8Wek4zwTIiDNvnK087xJHHWFXgGNkgCsUsrZqL8eJo0oHSjKbYZsyp8zn3Pe8S6yZ2YT08msImRyo5lxxUV3mllBW7rOBZCWxZ+IxoZLHBHddG/PHdPmdWPCJTFuFMxTKlaDPiJCeOC1+SSAU/hZFOEJpUPYt33tjlvidDupZBPRaDFkUBOyNJtGImXpjcJ8r7O4pMxryYjJhOZFELc5xA2fSpKi6Q2jCIt/QvTxLJWF3j7Te0yNNz/D8fyTm9UsMxMsZqGWM1g1uukTx3pMXnHqiRZjnkJn6Yc3Le5LKNKUfPx/QDwdZ1HjNTzS/eectt/2Jp8fzJyemN3zLA5bf8N4F166Z5ce+jJ99257Uvzs1Nc+ycxsKixx27wKn2ObWQMNHIGG+s8LnHYu5/qoJnekw2dSYbMeum2vjJMr/6iQp3PTnLeMViXSNTERUVQc0rKrej4zlFGsTApTbFsRMqbsBSN+azj1SwNQNbzwfcE70cD+pgjFpPFO2J64ScvpDy7JEKwjCojLpc6au3n6Mqf0NXsjldU9bMy+2cIycccs3AKuMGR0Au5HCE983OmatzMIcVvAS3WpAYbFufMV4LSOOUYDCfV/4oSTkJiXOiBKIByCVhrEJVg9Bm1+aUNdMd5ZKbCMIY4jgvPi4rKjnEMQW4JVGsE8UW773VZ03Npx1APwI/yvHDfBAU1fOh05e0exorXYOltsVS22F+qcbi8jhvvd7gF/+PCzh2m+OLgsV2xsJyTr9f5y3Xabzr9hbz3ZjFVsb6GZ9e2OKhFwym6i5zYwm15hom5m558ekXnjk5OT377UD2W6/g5bVh3TTV5rpfay2/vHnhYvf9WrpCJvrc/7zFlWsFG2Y7PLY/4EuP1Ng2bXPlJoMtaxPWTq9wZL7Nxx5scN8z46xtSMbcDM+iiDkRA6W1Y2kDT0LbVs5StpUo4YQZcvh8zpklD8eUOHpSHCZHQ6oYtCamPlTjW2bA15+xOHKiStUUuEbJIy+AbWgFwBkCuwy1KkTPmoz407sdlkMH3dRwpSKQ6YOeXaxuUQTfcAlUPtKH8dzD9kBVVJ0oNvAcnR95W4dn/1cTPzEIUkGUFor6VBS9dKbMdxJBlEjCRGkbw8igH9jsWNfnLTd2+P27GnRjh/qgTSmrf6YqdtHHR7FGGOv4kcV0U2NqrMvpVo1eJKhEOX6UY4ZZ4RmjVPylhVtcrP4VD0WnH5q8fleHMFrmow9mnFiqYRkxpmEhxDjvveUCnd4KL7ykc3HF4o5rfb70VI92T2d2egyMzZ/YvnPXr506ffrbheu3V8EBamPbOHv4K63rLl/7o1duMR85tpDyzD6T2arFzVckCH2Z/cct1jcdrthkcNmmlC1rl7h/T5cf/x+TPL17gh2Tgo0TOZN1QbMmaVbU9qpWMai4emG+WWRfmsqnzjYTXDsiSQM+/YDD4oJLwymmHwPFfKGSHzENKi3eXDtisRXxB1+u08tsKmUQbXG4VIGyYlj9C+sI0xiC2zIjkjzm0BmHGBtHE8pCucjUHFBYixaFb9KDD+bdMIzpztSoLk4lUaIpwMUm5Cbb5hIc6RMlKX4JwoSR/jkbGAGFMQN/wDAqV+wWP/YOn4lGj26U048lYQxhokwtoyQnTLLhEyBWBprdvsncuMH33dnF00M6kcCPBWFxUA2jlCBSVIxuP6fVFax0NJbaOkstg/klm5Pnaxw7M8lrd9b5/X+1zG3XX+TQ+ZRDJyNePKxz6twkl6/TyUSXJ1/KubjU4JadsGV9wJnFyiNOdcuPfuxTX2tdsW3dtw3wb7uCA6zZ9l5e3PtI/6pdr9938NgXb2665w2R61QqLT5+r8PyUoMbdxpcvT1i89ol7t0d8EdfbrKmYrN+TFCvqKyXNMvRdTEIqLJMZbaoyTL7Uh0SlbmnGvEdPpvxFw/XMB0NT88HomKjcFUq+2nFPRlW75rn86d3G5yar1AxNTwjWyVKVhW84K6MrLMHsShGjOcGfPIhk33Hqmi6ScWgADiDPKFhCGw5D//GTcpAIZTnA3AniSTWNHRNtQ5RnBJFNpdvjPme21p85P4qPdMhSEQBTApg50RxVhwyVYsSxaqKB7GBH1qsn/L5wTes8D/+okbPMaklgmjQqhQ3SMLIQVXdHJ2ezfe8rs+f3dfh0GmH8VgMborS1QpUqxRokiAqbxCBrmlkWY6uGTRrNmunHH7i7Ytk6RIPP1sniCHPDa7Z0eT73tDmS491eeagR5rD5Zsnee+73xUJIfs3XPfWvwpU/2oAB5BS5/l9R396bt3OW08dj67cvn6FJ/cZxH6D23dJtm8I8LxF7tsb87GvjbOhabJ5RmNmQmd2IqPdSzl+TrlcNSoaVU8p8AH6gRwQffQiA1MZwYccPSfodCtM1sAtbSEu8TgpPVfK2bdrh0RZwIFzVaLMYUIv/FL0fKC4Lw+XpflP+fFmkZRccUJa3ZgvP9pgsecp/xd9GINiFi1SOecVl/TfqzwKy23n6Igwy0lSOaC1KjGwjq4ZGKFJrWLwzlt8vvJsh05o0TMlXpoXh0UGi5soyUeqsDZSxS1c22L7bIil9+mGJn1T4CYZYUJRvbOidy96+EgjiHX6gcXUmM72uT4vnUjxE404LXLtC5PRJIFOmCJIsC3Vv+e5YhAeP5/S6eXMjWtcXKmxeY3FD75hCfIV9h6p8Mwhj07f5MotTV5zeY+Dx7vs2uZx043X+nNrtjwlxLfdaPz1AX75Fa+h3/fzIOh/8dOfW9z6xJ6+7ZoWN10Zc922HmeX+/z3TxrMX2ywedJk06zOpjWC7et6aGaHux43afcqNKsGY/WcyWbM9Fif+SXBuYUanqvmTlKoKYZpJEgt5CP3VUAz8YxSMFwYeBZi4lJIbA+qvsoDeuxFycO760hNp2Iq35SyLTH1MtxKrOKtKJN95cVS8fp89lGdR/c20DSTmln4HppDQ0+jcHOSskCxKHxRRkhVq7kkw1KeZgISxbsu/145e9d1C8dyeO2VMW+8usMnH67Rs238uJxpF21GUYmjRCuquKqkYaQitOPY4tarA157VZsH91To2RqVWBQtTU4UpYWvtyAoQR6qg2qcOPyjN/S4+7EQP3EVQasQ/Ju6wHMlp5ZjFpdyZhoZ44kqHtPjGWPNDk8dyjly1mH7Gp2VjsXmNVP80BuWOXv9Cn/85ZRHXnLpRbBlTuParSnNyfXB9svf/huObf8HxzH/ygD/q98agOs62Z996pFfSvO5D+7aPhctdkPCrMWF7gJ//FWD8+cbXLnW5oadBrdcHXP11ossBxf57GMZT7xoF9Ubppox29a1QVvg3hdCTs3HBKGqbIr7nGJbES+fyTh83sMxNLzSVLMwklGmPgx6dssqqrcVkuUBX3zM4cyCR90UKuWh9Cs0hh56g+pt5INAK8uIqdgh80sxH723xpl2lYYtqBo5rpnhGKg038KSrkwpg3xA1Bpdf8MIh70QN4MCeJwUlsOhRj/U8AMdPzQIApNu32asYvP+N/aZHmvTCTP6iSBMRkd+WdGm5AMb42EVN+gHFrNjBu+5tQtasKqfDqNc/Rqn6vdljmWkEYQGQWixaVqwZW2XXqwmOCojSPH/108LXn9Dj0TvcegcXFxJaXVTwlBw6xXwntd1qTRW2HMi4Il9Mc/sl+w/Ns66ZoMfe0eH8YklTKtNo9oDc2O0a+fsB/sL9/2S45h/FTXg4NL+Oh8M8C9+8rvSDWsbT/aDKPJ7K3eeuRiKrz3jcPpcldfutLnxcsH2DW1aQYvPPppw1xMeZ85U2DBhsGnWYO10xsa5Li1/iV//tMOBI1Wm6pJ6Rafu5YNU5amxNnc9mfOlR6cY9zTG3ZyaI6g4Gp6rUXE1qg6DjWfVjah6IZPjHZ7cH/O/PjNOK6gx6UHNzov5ulDJXpZy4/KcvHgleG4hiKj66HqXP/i8yUfvn8I0HCadrIgnB88SxThTKfY1TbUbZdxgyXBUG1ZZ9PvlOUFxZaSmDplh0VokmSw42WLgGFs6T21aE5AQ89R+jyQzccp8z5FFl9oFrF5YGYX3o+ckzE4EvHREcuh0BdcSatQ50LUOv1ZjhOpgGCnTYwEHz6Y8d6Cu3nsrxysMMSfqgpt2+Fy+ZYkXTmgst0wcPUMIHdOwuHoz3HhZn7WzHU4tZpych05HJ8scrt4ac9n6HnkmSLKxbG7Nxl9yqmv/26nzfvjRj37yr4XPvzbAP/KRT/Pu9/6fSXNsZilMvX9+9NhZaWgWDdfkTTfkXLVjga89F/Op+x1OnvWo6hYbp3Q2zhqsnYaNs302r53nd74kuf/ZCTaPC6YaGo2qRqOW0ajGjNX7JFmH3/myy/H5JtMVaLh5scJX6/yKK6m6imNe9ZR9xVjNJ826/PYXLO7dO0nDNRh3VC6MN0hhLuLrHIHnqFhx9YqoeCFj9R57joX8+ieanFtpMlmVNO2MqoMKy7IFFUfiuRquo6Npkn6Q0Q+UGGOUAGYUAVdKG0oRvKRURkkqWG5LeoEateW5WMVxL4Nhm9WENZN9nj2gc3TewzVFQRLLC1fXUbqCUODWRp17M6YaEXEW8cg+jygZ3iT64CZRYhF9QFZTIPfcGPC5f49HnpnUbIrvX8d1VCreri0BUu/yxccrWLrA0DKyTCfLbGqOybY5wa5tIVEe8tAeCCOD6Yak52uIXHDj9Tdn69Zu+ZemHp694873/nXh+VfvwUcv6aznXH/85euuqvxUvcLv3Pfwc/K260Nyvc/vft7kwkWXDWMGzQ0CQwrqNY01kzkbZn02zC7ypadSHnxhgvUNQbOijDttUxSHwATPiVjqJew+VKNqCTwzUwkR1jD6pExjcOy0cNKKcG2fpw9lPLKnii4samYR2T3SmgwmJ6OHU7M8nEbEScA9zxrsO1ejWZHUCiN/t8gU8hxJ1dWpeDpVDypOwhceS1hcFjQ9QKgJS5opyquq6Ap0tplR8WLGqgELKwkPPV/HtTWqrvLmy3OtIJHlRaSJxXLbY/NUwJtvaPPCsTrt0KVighNBaKyepoQjI7/ysNkPTWqZzeuu7nD11haP7XOoR0LdKFGOHWUEUbo6Uz7U8EOTXt/m+m09qhWfpZWK6t2TnDDK6Pk6S22Tcxeb3HnVAs+9doF7nplUkegiJs0MljsehubQrMVctylk7ZjPg7vbfOlRm1uvtpnbcH3WnLzip7bvXPMy4eLfBDT/+hUc4GMf/h0+/Yc/ma7fdPULx48cWtHove3sxfOcOOfiaDWu3qxzzY6IZjWkFzismYINsyGb11zkvt0+//2TU5iZw/pxGK/rNGsGzRo0azFjtYCpZouPPyC5b88EE45kzMupewpY1cIybli9YypuSLPqo+kd/uyrOl94aopGxVTVu2hPnCKN2bV1XEfiOTkVp4gYdyOqbshYrcfR8wH/7RNNljtNJj1B08mp2hReLgUZrKLTrMJ0M+WKzW1SbZEnD7rIXMPWV1s2l7lDnpVTcVPGahEVr8UXHg94Yp+LrZW+J7KI7GOESKbaFM9OmR7r8/geg5NLLq5xSRW/pArrI4aiuq74NOumA5Y6MY+8WCHLVRVXMd6jrY4c0BbKyVLVi1jqhDy1v0bNVt6AlqkMMA1dIoWk7glee3mX8ysxzx9xMIX6t11bY//ZhP3HUpaWLSzDZt1Uhqm3sNy1VGrr/vVtr3vr7z74+GKyadPlfyMA/2sdMlf9Q+42zp6fT9/wxrcf2bDj9k4vWkezAtfuCNm0tsNXnuny6F6dZg3WTEasm1rinhcCfuPTE5ipw4ZxGKtp1DyltHcK35KqF3F2MeILj1fR0Iv2giIkSiuiw/OCr5IUKW8RVc/nhSMpn3ykjmHYVM0RI/xBNqbENIeiZHOQ/6OeGnEa8ukHLfadrCu6bumrZ5X20Bqeo1FxBfVKRrMWMdnsc9NlPRKR0gtVhUsyZcE2eK8EaLpaIrl2hBAhjx/QOdeSLHcz2r2Ebj+h5+f0fUHPV3nu/WIruNxx2bFG4713tnCMkHYoCSIGFbVcvQ8PmyoZOSg2m35oEQQu77st5JZtK7T9jE4k6EeCfpFB6Ydp0WoVEduBTte3yFKHd70mZnqyx0pf4kcQhBl9X+VWLqyYnJqvQjbOv/qekDfcuMjJpYxzSykrnZQ7rop56y0XOTzv8/zLCRcWc7aum+bdb3tt501veuuR5aVz6Z23bPmbguXfHMABLNvByP0vfvebbvrpd7/tDUvLfp2FlYivPiOJ/Do37tRZPxPQrPZ45KWQ3/18Eytz2TELs+MaY3WDiqfh2kVuopXQrPk89pLk2OkqY5agaucjvbPEtXM8R4FbiYkjal5Akvrc9aTFqaWa6pEHm8th+sCgJzaGCyWrjEixAk4vxHzh8Rqm4VAvwD3q6VJSCipOrvp2N8a2YnSZkGcZUbqa3jpw+i6Yh6W5kSYVU7CXQC9QlNR+kOIHmcpxL1qFIFSLFz+06AcO735NwJrpDq0oL/glohgZotqUJCt+L0Y2mwXLsO8w3TB462taeEafpb6gGwr8EPwgpx9m9IOUXpDT9QU9X6PbN+j5DtvmJK+7os1SP1MAjxQvpdPLubgiOHPB4vCpBnkywU++K+I1u1os9TJOL0Q8/ZKBo43x5pti6pWYy7a4XL7rzUvVidt/+vyF6IuOY/91Ybjq+hvpwctroqkk/GfnO3921VWv0ydrya/d/+B9k1kUcv12Sb3e5uS8QZCmfOoBD0dU2LlJMl7TaNaUtVqaqZAry8iouBFJ5vPSKQuhmTScrEhBVmZBniupuFkBrqQ4GAbYVo/HXsz46hMNTOkMZtZlZLe5yhRo+PhVPoWFKMIMODYvOHSuxlhFKlN9cyT20JTYxQ3m2hmuo9Quhh7T6ilClEGZejy0dyvDX8UIrVbTcpqVhCTN6UWiIDJlg0BUq8w1MjQsQ8c2FUA3Tftsn+ly6GSdXmxRjVOCOMcuCVRxVmwUKcAvh/yQwKTqurzjpg4PPr/E13dbLAVGcdgcEszU+FRX+TqWTqtrY1sul60P+Zwe0Q5Mxgu6QBCpuPOVjqDdM2j3muzcoPO9dyzzET9itmlxejng2QMWm+ZgbrZGc+3rF256za0/Rxb/2eTE1N8ouOFvuIKX19x0lTAK/2R8zet+oTm7a8GyYXqixeMvKT3fUwdyPKPGW67X2b7eYN2MzjU7fMYbLdpdJVI19JyKG/H0wYyvPlnHlRoNFyquAnfFldTcnJqbKtNPN6Ti+jQqPVp9n1/5SJ1DZxtUPVGwBvMBqIfVe3T2PeSMO1ZIEEd8+tEqhm6PVO9i7m4pj3Fn5HCrckITsizmC4/aLPc0xIh4ebW9bGHPJtQNUPdy3nNrj1wm9CJBEEEQ5oRhRhhlBCH4gSAINfxIxy/ajDByeO+tPjWrRzsCv6zgiWIJljyVKBYDKm1UHDbDyGClY7NxxuDnf3CZqWqLxX7GciDp+IKOr6xAuv2Ubj+j2xN0+jrtnkkcu7z9xpQbdnZY9gVxom7UegWWuj67jwScPB9z4Dh87ckK/e4YN18WYGo5r70s4/xKnzBKec01Oxbe87bX/gIkfyK0xt8GFP92AA6wYU2dj9113x8t+JWfvWrb+FK7F7N1RjDRaHPhgs07b87Yur5FGKfMTkQkLPHQiyFLbWW6aRopdc/nsZdMFjsOE5WcqqesBWqeRs2DeiWlXompFcafzVqPXHT4k69YPH+sieuZ1Iwivru0Uy5UO0bBGbdGxmCmqUTJnhPw5AHBfU+XkjZl4G4bomhRtGJ6s5oMZpkxUsYcPW8QJyrqZfX1Sv18noOhSTbPxGR5Qj8RBLFaugTlRCPKCSKBH8liumHgByb9wOGN1+XcdHmbMIzpxsq6LRplCBY02AHLsKjiYWgQRCatjseVGyT/5O0LGLLNQg+WfEnLF7T7OZ1eQqeX0OrltLsara7JYtuh4VncekWftp8SJkAuGK/Drdf0EGaP+eViOXe+x91PmMyN2Sx0Ak6cMXDsHOx1S9s3aT975vDn/0iI+l8OqL9vAAf42R97D//obVd95B1v//6Fxtg1NKtdTs3bXLtDZ77d4ZkDEk0KNq9d4p7n4OUTHp4tsM2MeiXm9MWYF086VAydppcXukydRlXSrKU0q8osqFHzmRlvY5otfuNTJr/12Wly6VG3UCt9fdScs1D8jC4yVql+Ivwo5Pe/XKPtuzTsrEjeRSXFWauDagdZQ2aCYShPRdtWxkOr1PbApezwkoeSppqq0FFCkCgTzSFbr6jiEQShUL14oLaLXd/CtW1+4h1dXLtPJxaKHVhoLuMRMYSiwArF8060AVe8F1hEscfPfHfEv/2+c2RZm3MtuNCTLHdhpZvT6ia0ugkrXVjpaqx0LPzA4/J1CWumfFb6kijO6PmCnWtt3nhDjyPzMVkmuWFnzvT4Ms8dMFk7aXG2FXPF9i0du7L2Z770qPjw2m0/+LcJwb/ZHvzVrvGZzUmWJj82M7N208GXgz+oOKftYxdjlpcr3LzD4JodHR7aF/Pi4RrbZnQmmho1L2a83ufAuYzT8y7jDoxVBY2KzlhdMl5PmahHTDR8xutdmvU2B08HfPIhhz+9a4pOUmXcldSKxAdzhCs+NAQa6jYNY6j6se2QB3fDYy/WcRxtEL9RxoxbIzbMZd+u4lWU4ujEPFxsG0WI6qi126WswqHQOM0k4zXYMhNwfrE6qMJBnGNFWUFJVSw9P1TZNn6o44Qm3Z7DLVf4vG5Xi3uerdCPJdU4VeKFNCNJMyUqTooc+bRoVxKNKNIJNAtN5tQrOT/9XT1c6wx/8WDAiyfGiFKdrLB9ECIpUtN0XMtksuGxfrLHzFjA0eMe7X7OwnLGkdMVrt4QcnhXh4f26Vy/xeamKzIWWn1ePmnzltduDCqV2X8ap81PC/y/1hr+W7n+Rubg3+z6L7/8n/HGd53af3xq38RY/lI/ke9ZWOjqt10VMV6P8CodPv+QS82scMVmnfXTGTNjIa7b4ktPSfYcqrOuKZkd15kaM5geV/99erzH3GQLz13mgT0J/+kPxvnyM1MkwqPhShpmVkRlKM6KMxIZrg5MwwlMxVFGnFXXp1Fr88GPO+w9Ns64qygBVQeqtsRztEH/X3Xy4oCbUCnM3iebXT73aM5nH2oihEPTyVROqFUcSi3V2qhQ3GwwKXKdmMlGn5MXBE/tr1OxBXbxxNFLlwA5NDNSs+3hGr1eiTGkzxcfrqFbOm4RfDtQKRXnDdWelRrWfGB1AeomM3SNG3bE3Hx5l7MLEQfO6HRCE4FAK50LpETXNUxTMNWIWOmH7D3mYApJnimH2qpjsWEm4NmXEyRw9qJguinZvm1tsGnt9A++6+1rPlvXW+kdb/o//7bh97dfwQF+8V9+L7/9oY+k/+Lj0Wc+/dNbf9yxzD97ZPd+tq/TuX9PjbrtcO02yaY1XU5dVP4jSZ5wct7BRGeyLhir60yN5cxOhKybauHYKzx/NOBD91S5f3eTMHSo2Goc6GhKSGwbDPgVmix8sbXS9J2B3lJNbdTs+8R8ysvnPHTTGPTejimwyq1pkStjWcN4cUWrTTD0WNFIMw1NG7WOeCUtvByqlAJjKQSWTEiShH5qEsQU5CdUi2JkWGE+SA92QlXF/cDEDxw2zUSsme0yv+wwbouBbjNLc/UqVPhJqRxKFLkrjDUQBlkuiGIDx7LYNBXxWz8T8PDeM/zJ12vsP94kiE1yUnQZY5smVddk7aTHxqkQTYtJ0XFcnxeOZbT7Jtdub/D+O9qcns/YssbH9jb3TXvdj9zxJvczTz12Jr/51h/9u4De3w3AAX7qH/8jVrpB7rrW8dm9h14O+r3mnoOnJhzT4C03BmyYiTl8PuD+5yfYOJWw+4jO/mMOs00VcjXVFKyfDtg0t8T5Vpvf+pjJMwcm6PVd6raaZhhaqlbDUsnHys1cyeUYGMCLckM4JCIZekLVDbjraY0TpyvUDAaTk8HB0tTUksfKcAoqrW0mqv/WY9ASck0HKQdxI99E76BotIM2RSuohwlBag368DBWc2bTSPHDYcaQH0gcS7EN/dBk6xrJrZd1+fh9YwSJVO3JIGI8H3ipDO3olDwuTtRXmqQq2aHvW2iaYlLeeVXIDdt7PHWox//83CQvz1fIc9XKVVyDcxddrtzY4sotEe1FjzuuFXzh6YBnjwou9gRvuc7gys1dErm9tWXThp987R37P/mhP9/Fj/zQ3w24/04BDqDpFprg0Rt37dj+87/2Jz988w3r/9/NzefH5xdWeO6Qx/F5ix0zOuP1FntOge/bzExLppoa66YjJppLnF5p898+XmP3oQZzdcHGWj7wpc4voaaWjrODwCdG/v9i/lzOfG0rIYgjnjnkEAmLCWtksWMVbU2xNXWK2bdjK62oZcS4dsziSs6+lw38SMN2/xJwlxhHgdA0BJdti2mOhfRDl54hsGOBEebF4bgMxC1W/qbEDjRcWwkSHNvm+h0hn3gkoBt7I4KEfNV7MnCsKG4sxXkR5LE2sK4oWZC6llFxY26/vEPNWeGDn0g5161iXVS7iPMNk5kJlzXjIcdOxBw9VeGmLStMuSF+mPHM4TF+6gduWrx8a/Cvrfryxx574HJ+5Id+4O8Scn+3AK/aYvAe/+q/+e4Poxn6o49M/Nf5xQcm9758kTxtcO11Pk8eCnlkr8OYK5loaKyZSpmdXOETD0Q8tn+SsOty82bFB9F1CbkS4KqKp8ZiSToi6i23iXleBLOOWr3lAzuIi62MR3dXMdColIQuUxTg1nBscJ0cz07w7ATXUjmfphHjWAnHTsALLxpEkUB6o1Her36V2TdZBqaVc/1VEZumYp47qjaTdiwKIXNecFFKkAv8UBQjQ7W0aWQWr7vaZ6rh0+4UgoSsXDCt/p5L+m2ZJpEUXihKpqZGiXGiBCeGnnPa9Zib7PH//OMVHj0Y8rn7Jqg6ksmmwUrH5faruoRhh/2ndV5/jcdlG5Y5u7SWd7z19oWZzbf//EIcf3id2fw7BXZ5/Z0CfNUPV2+y3Ir++IpdbxU1j19dat8/OVFb4dmXNU4uNBFpwHhVMDUm2bq+xZlWh68+OcaU53H1NmUw5FiqyY1i6PVTOv2UTl9ZjJV2wHlWqIIK56YsK2I9cjFg9mlahmtH3PW0zoWeQ6XID1IJzbI4kIJnj2xNPZUC59ohphkDGY1KxsxUijw/5IOvTjweBXf5qzILytKcc/NqNAcZnURHCKn8Z4WKE1fKJlXF+0VKcNmL932Lmm3w+qu7/MX9TeJMDG5qRJmkUPK+1Y2i61mR76P68V6g0epqtHuCbl9ZUSAErmVyZsFg+3qbd91wgcf3dHj5XIO5CZ2ltoEUJq+/WuPofMB9u3Wu3znLrbffsXDHra//hZz8j6Ve+U7B7DsHcIBm3eToKf+PvPE7kre82f0fDzz89Wa36/OGqwMefwl0S2frmohu1OGzD1bZMeNy9WaNnZsSJht9LDMjCA3OLdqcu6gjlwRRktHzc+IUglh9niRTP2BTV1ZlWVoY5xeqGtNIgYjH9tt0+xZTjeJwaUklhrA1PLsUU8TUvZBGtc/0WAfXDlT1S2DdDFx3VcgDLyVK8VKaZQ4q+StNPKVQgEvTjOf2mhw/Z4EtCPsJF9OUrmWQ1CVCFCb2ujLcsUyhDrxBQcLyTWYnDV6zM+KTD8SEiUU6qNxqCmPoipLgFCEApq4oYGGs4Qfgh5LltuDCcsL5xZRzy2pEaRmC8brJuYsWV2+b4X23LfHhr/c5clZn+wYNzTB5fI/Lrq0mr7mmxjVXv375jtuu+3doyYek+M6BG77DAAfYvM4hy6I/6zSvW3rwqXNb3nZn/MGL8/cbjmEz09CoVLo8sV+jvVLj9qt0Nq3tcHoxBNlHiJQ4M1k/a+FYTYLQZKmlJggrvmTJV1k6dSsjRylaHKsAefHollLln79wBPYd9qjokoqt+N4qR0grSP1DV9xmvc9EfYlH92e0Ap01DcGONSaWmXPT9pCpZsBC2yPNyyfGq0nWyrDZDF1LmF/OeeqgC8LF0TV2bV5i3ViHVmDw+L4xstxEkym6DpaeFAA38ANJP9DpBSZhZHP11oCrtvY5fcYqPqc6VOu6Yky6tiKF1b0Az4nJgXbPJgh10hTavYzjZ2POdyPmpgNEloJQip3dxx36gcNt19R4zWVtnnsp4vS8zXjTxg8Dpta8Jt6xUf/ZrVdceyTLnS8LYX2n4fWdBziAlGb24osHv/g973qneXHhpX4mxG9v6z4nTNmRZxcTjp9yuWG7xnWXXeSuJyXHz3qsGa8QRDkLnZTX39jiinVdGtUmSQrn24LFKKbRDOgFgjMth36so8kMz1aP3iyjID7l2GZCN1C5i54h8KxM5azb2pAr7ibKOLTq06wt88lHcn7z03NUTIs3XZvjvS4hTnRu3rnAprmAMytZ0QcPpxfl4W2QRCFLW7iEo+ckD+2vM1bTWVfPePu1Dm+8PsN1V/itz8d88sFpTM0otKQltTejZynZXT8wCCOLhqtRdyKOxOrwCopPbhrgWik1L2JqrEvVa7PUiekFgrGKRZ4Jzi+atLqw1I+5cqvPG68xWW5V8UOYmww5fD7g609kuLbNljmbcwsxF1qCTKtk3/uuq/MtW7b/X1ddufNPL5y/EE3P7fhOwwr4ewJwgCuv3MGTzx6ITHvuz8Yn8gdOnY++r+Gc+S/PHziJY9hcs73Nw3sgCqpsmE6pumqzZ1uSQycqBH2d8xdDWj5s3tThn17b5vVXxyy04J7nJZ9+eJz5jkfVUQfRNM0Hh6goSXjxuEGQ6Ew6hVqn4HtXHEHFTYoU55DxWpdPPpjz638xi5F7zDQlhjA4d1HN0T3HQJcpcZoRZnrh1lpGeBRq+eLAqOvK0FOXKWmWE6cm0x6sa2YkUZWLyw7bqho/939cQGgX+OQDa6iYAtvICtcAlVTn+pJeoNPpW9QqBpdtjNhzOCVKVaOvaconpuKkTDR69MIWH75Pcu9zEywua9x+bZ83XN2m6jpsnEtwnJiZaYPT8yZhkBLF6kzj6R63XePz7MGYqTGLbet6pHItr7t24j/Ord32yU2b5k4tXZyPpud2fqfhNLj+Vrko3+518/U7ufbKjf6z+5cOLbbf/F97+uZfNt2tF7euTcKvPydYbtWpVmNOLSQ0vICa5zPeSPBMk46fk6QZ2zf53HmFzjXrxzl9bj0Gc/zYWyz+1fsuksiApZ5ag6dFBTeNlDBOeG6/Q+yb1J1cCYkdTUUcOqWIOaZZ9fHjDp94qEoQuqxr5kw1VSujJhGaytAsynWQKG5InI4cOoU61BoDU6EYqaWqJx8soKAfwvklg3OLFUytxvfd3sd1ulzoCjoBdIOMnp8qxp8v6fUVEcq1LG7eGWGaMVGidJ2aFFhmRrMWkssO/+MzNh/68hpE0GBjo8q+g1M8trvGi6ciNB1sR8Pvm1xo57SCjCUf1k5HtHt9mrbD66/1OXFB5/qrLkvfdNv0L7/p7bf9V1c7dcitbvDHp/7+gBv+ngG8vP7dT76bsZmn0ij3PhDH2rrI3Pmgba2hXo144eWEnetNzqwYLLUMjp4RTNQzLrY01s1kXFgyMaXJPU95PPicwyMv1Nh3ZJbL13hsXtOn7WeEkRoXygLgSZ4QCgPPElQdCmDr1DxUjpCnGIuNWpfPPqpx4ESDCVdQdVWlNw2KrMeUKEmJMwNywUqU0woV/TVJh59T18AyUzw7xLMDNSGRAkePSBLVWijykqTdVYy/y9ZpfP/rlmj3U5b7spgWpfT6yjKt09fo+gbdvoPMNYSMCRIGwmfbzKm4Pi+fyzh4osmutTq3XaFz+y6DN12n40cOc82U4+cFEzVYbAt2rAkZr8F0A/Yfq3D11pBeFDA7Pu5/11svO3TVDf/0g7ff8c/+08F9z6abrnj/dxo2r3r9vWlRLr3+zY9+P0B0br4F8GzcP2Td9dWPy9sd87XzS+f0nu8x3UzY4AhyEqbrFmeXUqZqOgfPpmh5zEIr4vmjJr3A5E03Nnnb9Qt86EJCGKvMR13LqTgRjxzQ2HfUZaKKcqxydWqeUHTcakytEjJe77Ow4vPlJ2pkqTFIfbPNQiBtpVTcgC8/ZXH0XJO6m3PDziXOXnBZ6VtMVIdgU/yRiF7U5eCBjBu3WayfhHfd3OXuJzz8SA4YhP1Ao+ubTDRt3vGaNp99osf5Th1bTwsmZIJlSFxHo9rTWWo7XLmxxWsu83lqT4UkBYTyeYnTiHufsTBShxt2SK6/XL1HF5YNtq/zWVxxmJ0IuLhiI0XEiXmLlJzpWsZK2uHIuXWJ2xBPjm9814u6fvindcPNT5/rsnb2Ozsp+WbX38sKPnrNTteZna7/Yr996s53vPH173z9bVd96rKtW7INM5IT84JaVYkBal5KryeoVzNaLcWO04yUqUmfg6cj9h9zuP0qjVpdVUhNgG2lCBlybF4nj03GPah6mqLk1nLGagkzY4qKW692yAnpdm1MKXEMsPSSOptTc2MutmPuebZKTVq882qND/xQwjtfs0grzAli1YdLCbaZ4jl97no65z/98Sz3Pj1LGE7whmsTGo2Qtk9Blc0JY0EQaaSpQdPLsaXPip9yoiU5tyJY7ma0egntbk6rq7HcsdA1l03TytPbj9T3K2XOQhseeL7OFesF2zbGnF/uEaUR7V7KRE3Q7iVUXZ2VXoZnS5Y7OWubIcs9k8mZK7LJNbs+NTZx69vPz8//89vu/OF0zbSd/X0GN/w9ruCXXjt3fQ/P7j7V0Wvez7zmNYcPXzjzyJWGE373U3sPs3HapRMEWIZDxe1SdVwqrk/T8Zie6rLnUMbphRrbeg5JKtCK3PqGF3H4XMLDuz1qlmSsKqgXCvnxWsJks49uLLP/VJ/106o/zVJFwdS1IQXXMlSP3o1T5pdsGo5k65xFqzPOG685y+cfiQhiNbYTMse2UoI45J5n64zbNodO2Kyf7jHb7OAYMZ2+OzC3jBJlyJnmAqEJ8hQ2T7WZns64sFBhoa1jGgUr0TZYbJlMNz1u3+Xz+EsBrb5JFKmpkaaB55qsmcyJM+UzONf06AQpnZ5B20+YjEzmJkPi0OKqjS2qzR0E1tjnbr/tphevvHL9/xd1+h2rtuk7DYdv+foHA3CA63etA7iYh6f+b676sQ1aZQ+ut+a7NzSe4/MPJVy1KeL4gsGWtTnnVjRmxhKSWOPqzRGtTkqeCSxdZbvXKjm2HfDQC5LjZ1wun4FmTadZ02jWUiabAWONFl98MuUrj03yI2+NufmKDpvWxix2MgTDoCvTyNBkzLF5JUgYt1Wwaj/QqVVNsiQiSmzyskXRUwwjIkws6pZqlXq+Tq0qWT8bsf9lJTNT6Q2iMLfMOXTaIs6q3LYDfvDtLb7wRMiXH5vE1DVcKylSpjXOLnps39Dmhst8HnjSpd3X6YcSO9aRQiBkzt5jEkMzOLtsMF5PePm0wbqZlAMnYfv6hD1Hx3nLndcxs2br5xb6N/zLMGudEGL6Ow2Bb/v6BwXw8hLWOk6fWT6xY+s1/26m2fyzRnXdv2jFR2/Xsmc5dj6hVulzftmi2QiJAogS5SPe6kVUdYNmVWN6LGa55/OVJ1zGHIOZMU0lUTRVazJe77PS7/OZhyZx8zorKwKRSW6+osful1PSXFfjPl0JHxApj79ocHpeZ2ajmpqEkUbN1XjnLT0efbY2OGTaZsZdj+v0ewLLVZU1TgTrpjJuvSrhpcOKRRgnqvJKob6Hx160EalN3TERqc333naeh/f2uNitUnNyDC3GMASubTLVrPPOmy/y3P6QC8sGy22DSkVnouoTJRWSJKcf6fTDgGZFo9UPmI1VZODmrXey+aptDzUma//flm2b96yPkhOmPfed/rH/la5/kAAHWLumCXA4TvPDUvLi2nXabKpt/7031A5sfW7vc5ouBUfOGESxzukFg5t3ZDz0okmaGqyZkow3WtyzO2N5xeOqtYKpps76mYy1Uz66lpMTc9cTOp22y66dAtdREjfPSkhyteLWNIFROGIZeqq427Gq3lGifm8bkh0bEu55shwTgmGk7DthEoeycKUV6FrhaqsnxElOmKjkBkUzUJmV/VDJznr9nJdPOdxydZX33NLiU/dV6AVwaiElzWMcy+TY2SqXb/a56YoeDz1tc+aCzqY1Fq+7ss3ZeY+bLo85fUESRDlhqLF5rcbazTem7/v+jYfDvvHPrrv+lnPAIfGtUCL/Hl//YAFeXoYmAA49urt9yCB965pxe82Oy2781LGD99QOHTnlxbFPHOtUvJj8ImyZNbhyc5+UFi8c8tgyZTIzrjE5JtmybokjZ3x8f4JdpsYjezyajmS8Lpmb9Fnsxty0I2Pr+oikY2LoouCsKCW+qWUESU4vVGY4ZU5OlOikg01maYkssQrHK8cE14mxzYgszehHGf1QEkSKGQkZB04Jnjzg0WjEnF2Ciysa7Z7NrVeu8NUncnZs0PBTn8OnTBoVjYpj4lrjXL/1Ag8977PvhM7cpI2QIW0/4vySx8kLGY16DW9srveet93ZDqL0e3dsmzuj6/LEP3Rgl9c/eICX1627auR5fgJuOEXWuSJN3viaDVuzP1i8sDdpHDw2ttiary63XO7cFbDS6/HsMYeVVpWbdwgudlIcO+Xx/TGP7a5y6+U6caqB1Kg5kpnxnOWez6cfrnLblU20PCCXORVHhdM2qyFHz6csdwQ37mwTdOu0expBqNLO0lRbxZuVIkdqGqahCFONaopp9Hn6UMZYTeVSLrerdPspvX6upi8i57p1VW7Z1eH+ZxPOL9m0uwaYJoYGnq3z5l2CR/e16bZNPMdn31GTG6/weO2VCcfORDz7ss7rr7cYawqifK5z802bl6658jLd0LUfH5/e+MTMRLWV5WT/u4Ab/gGMCb+dSwiBECI7dqq/bHnr7nbd+vYTL/7Rlje89Qc/QOXmfTs3z7xwrm0HB09NoWU6V28UXL6lS5JFOGbE+SWDqbqFH6d0+jqGYdKsSabHUi52JOeWLHzfJE2g4khmJ1PSvM9CO+PZgxZGPsu/fZ/GhrUBK70MP1CJZVmmDPCHbHj1tZqaouPWKzFHz4f8vx9fRxas5TU7QibrEVKPOLcY0+lLTC3DszSmGyaNas6F5ZSltor5q9vgWn0uLDlMNg36cY7UYnYfD3jhkEMem9xyhct1V2iBZsy98KPfv2vfD/7A933gv//257c0avXtOzavvbtqBstCiEyT//uAG/43quCj1+aNM6CYqv1jJ45hGvoHEdoHzfoWzTSv+u1r5vLtBw6/fNutcwtaxVtmvGIQpT41K2PrtoQXjyWsdHQmPMF0VbETo1grDDRzTMtioqIx3lDWyqcueDx5IEfLbHQhuf3qRb78kEsvUNIw01BJzEIyUNHEseqtXVug6RGPPgNZ7OBZMbdf3cUix3FjXjwsWVixENJRPX6oFWLimPkljVRYjFU1ZiYDXjhiM17XyLIerb5FO8k5cqHO7TfV0smJrY/cdGV8qNXyf6ofJqnj2NzzmQ/kMzOb+9/pn9ff5vW/JcBHr00bNsGwQUj2H2v/BMJubttx4Vdap79oPvyMTLduGrsuEPH1FzuLmMYieaqRJoIJV9KsGew5lpNLEyEkjhUx5knmxnOSPODkuRp3XJMiZU6egkBy2Yacu42YIMpIkozAT6nZSpGepIKeb1Fz+hi68gePkog9J2wqRbZmmsH8is7tG3T2Hk85dxE0w6UXQp5nTNUFs42ExQ5g6OQiph8KDG2ZTTMN1s+NIaXz7JuuXXkukpu1N7zxDdHUxNgvQrRcm5n4Tv9I/k6v/+0Bful12aYawDLwkwD7dj+IlOL2+eXwLdu39L/3Yqu9ozYZcvzCXqIsY8N0l4MncvzERBcGjWrAXENnrGZyZiFltiEZr3eYqOaQ5pxbFExPOGxbG5KkHosdwcN7KmyblTSrsNzJOXza5vYrc06eVnTZl8+Co1vMNFIutgWJZjPfhfllk3VTKyx3bEzHZLmfEUUQRTFRanL0fMb2jQY3XZ6w6/IbufYagzSfPOh51qe6QfVrQuQPve3Nt/Lz/7/v9Lv+nbv+/+3du0+TYRTH8e/zXnh7hZYW2kqpFGpBGiXBS3Qg4uBmjP+KmyOjm/EP8D9gIhpDjAsmauJgiAyKLRhEGlqwlL69vLfndTAsJg4OhgB+tjOe5Dc95+Q8Zy7gvyvN3AJY6bYbK8DrjuVMmK2GfPJ0WxaL8fzstdBDLVjDkkE0ZZ8fhzUc2yAS9Hm1GmZqRPL+s8rIoI6ULuXvYPYiqIqL5/3aFVH8MKWCi6JY7NQEaxsqNy7105EqQpG4nsZkpo/0oMt2XcEjwmyhR6utMDMGL97ZJGI9gqqNJXOMnk9idiQjExnSw/VHye725kj+tpJMxBXpGxUEy6mhf3cO7SQ58wE/EgzHAZaPat8vA0Zsr159O9r8gu0GnIl86YEjr9+JpAXjGZfK7irDiUPKOwMMD/m4nqDZsjlsSRqmT7TPwdCbTGYUAobP2obGVFby8avLWkXBNFtYVphQyKJP0xGqivAD+K4gm9RY39Iwwknu37vCdE4yP+/hyejLTvfwcafr6WPjRaKxzIrr2gcXJ//+k9Sz4H/A/0CIAsABsATQbFQRgk87e17qnI9MRHrEBir0R9oMRn8tXGHZTjZ/cyERbt+NpXpOQNf4ZuYplTSKOYtQNEQ0rNLwHS5kBaVpE9cZQNct4kNRfboQfLb4/MOC1mfoPUfF9sAw+rk8WyI3pAG+Uj8I7grhb+ZGT97Y/DicrjehY7a49AYfkYoHqgP7za6vqxobNZf8MMwUTMpbYdq2zvqOzUxeYSxtslGNoSo2thsRc1eTTSnZTWbnjruVU+Mn4HYBHrEm+A4AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NDU6MTgrMDA6MDAtWeG9AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjQ1OjE4KzAwOjAwXARZAQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40362529
    {'hecke_orbit_code': 18014398811471888, 'n': 1, 'trace_an': 2}
  • id: 40362530
    {'hecke_orbit_code': 18014398811471888, 'n': 2, 'trace_an': 0}
  • id: 40362531
    {'hecke_orbit_code': 18014398811471888, 'n': 3, 'trace_an': 5880}
  • id: 40362532
    {'hecke_orbit_code': 18014398811471888, 'n': 4, 'trace_an': 0}
  • id: 40362533
    {'hecke_orbit_code': 18014398811471888, 'n': 5, 'trace_an': 604044}
  • id: 40362534
    {'hecke_orbit_code': 18014398811471888, 'n': 6, 'trace_an': 0}
  • id: 40362535
    {'hecke_orbit_code': 18014398811471888, 'n': 7, 'trace_an': -25350160}
  • id: 40362536
    {'hecke_orbit_code': 18014398811471888, 'n': 8, 'trace_an': 0}
  • id: 40362537
    {'hecke_orbit_code': 18014398811471888, 'n': 9, 'trace_an': 449174682}
  • id: 40362538
    {'hecke_orbit_code': 18014398811471888, 'n': 10, 'trace_an': 0}
  • id: 40362539
    {'hecke_orbit_code': 18014398811471888, 'n': 11, 'trace_an': -1259648280}
  • id: 40362540
    {'hecke_orbit_code': 18014398811471888, 'n': 12, 'trace_an': 0}
  • id: 40362541
    {'hecke_orbit_code': 18014398811471888, 'n': 13, 'trace_an': -1320052580}
  • id: 40362542
    {'hecke_orbit_code': 18014398811471888, 'n': 14, 'trace_an': 0}
  • id: 40362543
    {'hecke_orbit_code': 18014398811471888, 'n': 15, 'trace_an': 26621930448}
  • id: 40362544
    {'hecke_orbit_code': 18014398811471888, 'n': 16, 'trace_an': 0}
  • id: 40362545
    {'hecke_orbit_code': 18014398811471888, 'n': 17, 'trace_an': -27498226140}
  • id: 40362546
    {'hecke_orbit_code': 18014398811471888, 'n': 18, 'trace_an': 0}
  • id: 40362547
    {'hecke_orbit_code': 18014398811471888, 'n': 19, 'trace_an': -101133633832}
  • id: 40362548
    {'hecke_orbit_code': 18014398811471888, 'n': 20, 'trace_an': 0}
  • id: 40362549
    {'hecke_orbit_code': 18014398811471888, 'n': 21, 'trace_an': 335430207552}
  • id: 40362550
    {'hecke_orbit_code': 18014398811471888, 'n': 22, 'trace_an': 0}
  • id: 40362551
    {'hecke_orbit_code': 18014398811471888, 'n': 23, 'trace_an': -134767491120}
  • id: 40362552
    {'hecke_orbit_code': 18014398811471888, 'n': 24, 'trace_an': 0}
  • id: 40362553
    {'hecke_orbit_code': 18014398811471888, 'n': 25, 'trace_an': -448986850114}
  • id: 40362554
    {'hecke_orbit_code': 18014398811471888, 'n': 26, 'trace_an': 0}
  • id: 40362555
    {'hecke_orbit_code': 18014398811471888, 'n': 27, 'trace_an': 4619416117680}
  • id: 40362556
    {'hecke_orbit_code': 18014398811471888, 'n': 28, 'trace_an': 0}
  • id: 40362557
    {'hecke_orbit_code': 18014398811471888, 'n': 29, 'trace_an': 2337155582652}
  • id: 40362558
    {'hecke_orbit_code': 18014398811471888, 'n': 30, 'trace_an': 0}
  • id: 40362559
    {'hecke_orbit_code': 18014398811471888, 'n': 31, 'trace_an': -278836113472}
  • id: 40362560
    {'hecke_orbit_code': 18014398811471888, 'n': 32, 'trace_an': 0}
  • id: 40362561
    {'hecke_orbit_code': 18014398811471888, 'n': 33, 'trace_an': 22602380058720}
  • id: 40362562
    {'hecke_orbit_code': 18014398811471888, 'n': 34, 'trace_an': 0}
  • id: 40362563
    {'hecke_orbit_code': 18014398811471888, 'n': 35, 'trace_an': 7102242382752}
  • id: 40362564
    {'hecke_orbit_code': 18014398811471888, 'n': 36, 'trace_an': 0}
  • id: 40362565
    {'hecke_orbit_code': 18014398811471888, 'n': 37, 'trace_an': 20929802888140}
  • id: 40362566
    {'hecke_orbit_code': 18014398811471888, 'n': 38, 'trace_an': 0}
  • id: 40362567
    {'hecke_orbit_code': 18014398811471888, 'n': 39, 'trace_an': 108447997173648}
  • id: 40362568
    {'hecke_orbit_code': 18014398811471888, 'n': 40, 'trace_an': 0}
  • id: 40362569
    {'hecke_orbit_code': 18014398811471888, 'n': 41, 'trace_an': 4166592315732}
  • id: 40362570
    {'hecke_orbit_code': 18014398811471888, 'n': 42, 'trace_an': 0}
  • id: 40362571
    {'hecke_orbit_code': 18014398811471888, 'n': 43, 'trace_an': 111143148534440}
  • id: 40362572
    {'hecke_orbit_code': 18014398811471888, 'n': 44, 'trace_an': 0}
  • id: 40362573
    {'hecke_orbit_code': 18014398811471888, 'n': 45, 'trace_an': 281755357404444}
  • id: 40362574
    {'hecke_orbit_code': 18014398811471888, 'n': 46, 'trace_an': 0}
  • id: 40362575
    {'hecke_orbit_code': 18014398811471888, 'n': 47, 'trace_an': -196772651157600}
  • id: 40362576
    {'hecke_orbit_code': 18014398811471888, 'n': 48, 'trace_an': 0}
  • id: 40362577
    {'hecke_orbit_code': 18014398811471888, 'n': 49, 'trace_an': 99570326741874}
  • id: 40362578
    {'hecke_orbit_code': 18014398811471888, 'n': 50, 'trace_an': 0}
  • id: 40362579
    {'hecke_orbit_code': 18014398811471888, 'n': 51, 'trace_an': 39956666918256}
  • id: 40362580
    {'hecke_orbit_code': 18014398811471888, 'n': 52, 'trace_an': 0}
  • id: 40362581
    {'hecke_orbit_code': 18014398811471888, 'n': 53, 'trace_an': -487965122736660}
  • id: 40362582
    {'hecke_orbit_code': 18014398811471888, 'n': 54, 'trace_an': 0}
  • id: 40362583
    {'hecke_orbit_code': 18014398811471888, 'n': 55, 'trace_an': 566565363246960}
  • id: 40362584
    {'hecke_orbit_code': 18014398811471888, 'n': 56, 'trace_an': 0}
  • id: 40362585
    {'hecke_orbit_code': 18014398811471888, 'n': 57, 'trace_an': -2272313631999840}
  • id: 40362586
    {'hecke_orbit_code': 18014398811471888, 'n': 58, 'trace_an': 0}
  • id: 40362587
    {'hecke_orbit_code': 18014398811471888, 'n': 59, 'trace_an': -2835904197813624}
  • id: 40362588
    {'hecke_orbit_code': 18014398811471888, 'n': 60, 'trace_an': 0}
  • id: 40362589
    {'hecke_orbit_code': 18014398811471888, 'n': 61, 'trace_an': -67544034994436}
  • id: 40362590
    {'hecke_orbit_code': 18014398811471888, 'n': 62, 'trace_an': 0}
  • id: 40362591
    {'hecke_orbit_code': 18014398811471888, 'n': 63, 'trace_an': -3282762121966800}
  • id: 40362592
    {'hecke_orbit_code': 18014398811471888, 'n': 64, 'trace_an': 0}
  • id: 40362593
    {'hecke_orbit_code': 18014398811471888, 'n': 65, 'trace_an': 3645157343001768}
  • id: 40362594
    {'hecke_orbit_code': 18014398811471888, 'n': 66, 'trace_an': 0}
  • id: 40362595
    {'hecke_orbit_code': 18014398811471888, 'n': 67, 'trace_an': 995171321546360}
  • id: 40362596
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    {'hecke_orbit_code': 18014398811471888, 'n': 823, 'trace_an': 5620281424050072384532880}
  • id: 40362760
    {'hecke_orbit_code': 18014398811471888, 'n': 827, 'trace_an': 5860324164900470624912520}
  • id: 40362761
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  • id: 40362762
    {'hecke_orbit_code': 18014398811471888, 'n': 839, 'trace_an': 8565463322925548818844016}
  • id: 40362763
    {'hecke_orbit_code': 18014398811471888, 'n': 841, 'trace_an': 1025398537429308315309134}
  • id: 40362764
    {'hecke_orbit_code': 18014398811471888, 'n': 853, 'trace_an': -18807887857908911599704020}
  • id: 40362765
    {'hecke_orbit_code': 18014398811471888, 'n': 857, 'trace_an': -8265559916954203226346060}
  • id: 40362766
    {'hecke_orbit_code': 18014398811471888, 'n': 859, 'trace_an': 2942411648909551213515848}
  • id: 40362767
    {'hecke_orbit_code': 18014398811471888, 'n': 863, 'trace_an': -1780114389566938746459840}
  • id: 40362768
    {'hecke_orbit_code': 18014398811471888, 'n': 877, 'trace_an': 2290881326195320382198620}
  • id: 40362769
    {'hecke_orbit_code': 18014398811471888, 'n': 881, 'trace_an': 10790809213769923318527204}
  • id: 40362770
    {'hecke_orbit_code': 18014398811471888, 'n': 883, 'trace_an': 8175163028930880332435480}
  • id: 40362771
    {'hecke_orbit_code': 18014398811471888, 'n': 887, 'trace_an': -26571945104301724264312560}
  • id: 40362772
    {'hecke_orbit_code': 18014398811471888, 'n': 907, 'trace_an': 30252441503770858324112360}
  • id: 40362773
    {'hecke_orbit_code': 18014398811471888, 'n': 911, 'trace_an': -9605121489372888674828064}
  • id: 40362774
    {'hecke_orbit_code': 18014398811471888, 'n': 919, 'trace_an': 1459384191148806233964752}
  • id: 40362775
    {'hecke_orbit_code': 18014398811471888, 'n': 929, 'trace_an': 7630155578283320584853316}
  • id: 40362776
    {'hecke_orbit_code': 18014398811471888, 'n': 937, 'trace_an': -25611462020459304207647660}
  • id: 40362777
    {'hecke_orbit_code': 18014398811471888, 'n': 941, 'trace_an': 9043248673084089936522204}
  • id: 40362778
    {'hecke_orbit_code': 18014398811471888, 'n': 947, 'trace_an': -11619415855894573656150120}
  • id: 40362779
    {'hecke_orbit_code': 18014398811471888, 'n': 953, 'trace_an': -19491530612452390506415500}
  • id: 40362780
    {'hecke_orbit_code': 18014398811471888, 'n': 961, 'trace_an': -33587705085190745962298430}
  • id: 40362781
    {'hecke_orbit_code': 18014398811471888, 'n': 967, 'trace_an': -31870024059646968419121040}
  • id: 40362782
    {'hecke_orbit_code': 18014398811471888, 'n': 971, 'trace_an': -38831323000394304983157912}
  • id: 40362783
    {'hecke_orbit_code': 18014398811471888, 'n': 977, 'trace_an': -36930579449886513117864540}
  • id: 40362784
    {'hecke_orbit_code': 18014398811471888, 'n': 983, 'trace_an': 6293999852765602023669840}
  • id: 40362785
    {'hecke_orbit_code': 18014398811471888, 'n': 991, 'trace_an': -21202222440098446309062592}
  • id: 40362786
    {'hecke_orbit_code': 18014398811471888, 'n': 997, 'trace_an': -42939173874479695584681140}