Newform data - 16.28.a.c

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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': 12544, 'analytic_conductor': 73.89689197408813, 'analytic_rank': 1, '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': 1059289, 'field_disc_factorization': [[7, 1], [11, 1], [13757, 1]], 'field_poly': [-264822, -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, [-7595231160816, -483720, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199724503056, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 5376, 'hecke_ring_index_factorization': [[2, 8], [3, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '16.28.a.c', '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': '4.28.a.a', 'nf_label': '2.2.1059289.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(241860-\\beta )q^{3}+(72539550-300\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.28.a', 'trace_display': [0, 483720, 145079100, -60475251760], 'trace_hash': 125081731690738530, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.961', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.526', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.995', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 483720, 0, 145079100, 0, -60475251760, 0, 173252390058, 0, 24840277565400, 0, -79026950880020, 0, 4627325283375600, 0, -57199393642550940, 0, 355562290954316072, 0, -1933171089411511488, 0, 6588852862675601520, 0, -13512966285544371250, 0, 3757770863228771280, 0, 50363331391885736268, 0, -289592255497320916672, 0, 601148166645981667680, 0, -579950211055058474400, 0, -1026380758945616198660, 0, 4879030784008287487152, 0, -9667004963486656782348, 0, 13487141643503459284760, 0, 2233924267093408305900, 0, -46961105511875608404000, 0, 110862765316290827124306, 0, -176557790235135981293424, 0, 4224695398452731028060, 0, 180343991690673418674000, 0, -771009892031359579225440, 0, 1004029738899231296722104, 0, -1726777676727260480588276, 0, -933277108270869338684400, 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

  
  {'an': [[1, 0], [0, 0], [241860, -1], [0, 0], [72539550, -300], [0, 0], [-30237625880, 125334], [0, 0], [86626195029, -483720], [0, 0], [12420138782700, -38879115], [0, 0], [-39513475440010, -319984236], [0, 0], [2313662641687800, -145097550], [0, 0], [-28599696821275470, 10630346232], [0, 0], [177781145477158036, 55986197355], [0, 0], [-966585544705755744, 60550907120], [0, 0], [3294426431337800760, -295710872862], [0, 0], [-6756483142772185625, -43523730000], [0, 0], [1878885431614385640, 7421978770758], [0, 0], [25181665695942868134, 27512630817540], [0, 0], [-144796127748660458336, 30349882013400], [0, 0], [300574083322990833840, -21823441536600], [0, 0], [-289975105527529237200, 18162959723700], [0, 0], [-513190379472808099330, 310045136407236], [0, 0], [2439515392004143743576, -37877911878950], [0, 0], [-4833502481743328391174, -2203103215338960], [0, 0], [6743570821751729642380, -3265473582849555], [0, 0], [1116962133546704152950, -61076689634700], [0, 0], [-23480552755937804202000, -2194587892314972], [0, 0], [55431382658145413562153, -7579605204087840], [0, 0], [-88278895117567990646712, 31170752360946990], [0, 0], [2112347699226365514030, 88595313314815428], [0, 0], [90171995845336709337000, -6546315141308250], [0, 0], [-385504946015679789612720, -164240323784877736], [0, 0], [502014869449615648361052, 24642308755273785], [0, 0], [-863388838363630240294138, 273476771121666420], [0, 0], [-466638554135434669342200, 25483751918438286], [0, 0], [731855346624864991257300, -11357469854530800], [0, 0], [-4516537827876663166823420, -530836474164415281], [0, 0], [3060080392822399490964192, -3365947063048204080], [0, 0], [-6601804059204118834532568, -2869663009160664570], [0, 0], [-9106050634772742193657510, 4880115201972175704], [0, 0], [-1301004247171098343582500, 6745956493434385625], [0, 0], [-37671212509132878038230560, 2732277808106418000], [0, 0], [-67030545319847288262512, 9037730031768379260], [0, 0], [-57011951695952822403634551, 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[18715097049498692130001011653833782238536774590, 12596572710630726881287103857785120433956], [-58634998141975540514898463192027728031360278480, 12517054126380179012728387787475995459988], [17891714058701237951295095161726200986684719260, 23799164287749963652934944002839875123305], [70965410059975524412564178220487119260392429850, 5294041455974412139307957225055220391088], [-14934229809347433220471570559495853821187080970, 21923133099031122320404590585454891202484], [-28929153638580522843419151455175269547670791660, -4849785703100905253187428861627106714549], [7813064029975766902321863950679957688429820106, -5015894363011430498445455570138930422440], [-10126845460529366742614802132813445606160801732, -6747998020081502128912610230376766919455], [37079706535255420149016685971748901701754610776, 25231428115876225110295727121457567081050]], 'char_orbit_index': 1, 'field_poly': [-264822, -1, 1], 'hecke_orbit_code': 9007199724503056, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 5376], 'hecke_ring_inverse_numerators': [[1, 0], [2688, 1]], 'hecke_ring_numerators': [[1, 0], [-2688, 5376]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '16.28.a.c', 'level': 16, 'maxp': 2999, 'weight': 28}
• mf_newspaces •

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

  
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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: 12225
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.28.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.28.a.a', 'target_level': 4, 'twist_class_label': '4.28.a.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 12226
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.28.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.28.a.c', 'target_level': 16, 'twist_class_label': '4.28.a.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
  • id: 12227
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.28.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.28.a.a', 'target_level': 36, 'twist_class_label': '4.28.a.a', 'twist_class_level': 4, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 28}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66925
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199724503056, 'p': 2}
  • id: 66926
    {'charpoly_factorization': [[[-7595231160816, -483720, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 3}
  • id: 66927
    {'charpoly_factorization': [[[-683573481523237500, -145079100, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 5}
  • id: 66928
    {'charpoly_factorization': [[[-119315116983962002152896, 60475251760, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 7}
  • id: 66929
    {'charpoly_factorization': [[[-11415004178933431031314431600, -24840277565400, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 11}
  • id: 66930
    {'charpoly_factorization': [[[-782103156861434198479453057436, 79026950880020, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 13}
  • id: 66931
    {'charpoly_factorization': [[[-46961152864021604769697295053884, 57199393642550940, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 17}
  • id: 66932
    {'charpoly_factorization': [[[7615876907052418294541446071530896, -355562290954316072, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 19}
  • id: 66933
    {'charpoly_factorization': [[[10183965927000442831033204036552543296, -6588852862675601520, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 23}
  • id: 66934
    {'charpoly_factorization': [[[-5159333301424457754399327562197766423644, -50363331391885736268, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 29}
  • id: 66935
    {'charpoly_factorization': [[[13915952889450348575282863783818094928896, 289592255497320916672, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 31}
  • id: 66936
    {'charpoly_factorization': [[[-472373041401222570908728071942864712304636, 1026380758945616198660, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 37}
  • id: 66937
    {'charpoly_factorization': [[[-13785873301829512507637734696411946965647324, 9667004963486656782348, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 41}
  • id: 66938
    {'charpoly_factorization': [[[-36138379800397167018709469559917425351814000, -13487141643503459284760, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 43}
  • id: 66939
    {'charpoly_factorization': [[[514474353131688070025177667249033265076633856, 46961105511875608404000, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 47}
  • id: 66940
    {'charpoly_factorization': [[[-60070635984227716684474911339673981996416883644, -4224695398452731028060, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 53}
  • id: 66941
    {'charpoly_factorization': [[[247371253834094245164104232863218151239938937104, -1004029738899231296722104, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 59}
  • id: 66942
    {'charpoly_factorization': [[[173021499911448645791893153775124502644732740644, 1726777676727260480588276, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 61}
  • id: 66943
    {'charpoly_factorization': [[[18242390289053320819404746826934720095363505348624, 9033075655753326333646840, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 67}
  • id: 66944
    {'charpoly_factorization': [[[-19444366607481917204566744587085350776993071843776, 13203608118408237669065136, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 71}
  • id: 66945
    {'charpoly_factorization': [[[-99357373850341003248373469889382132510104135896156, 18212101269545484387315020, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 73}
  • id: 66946
    {'charpoly_factorization': [[[-625156280280841710634479201654732873868517796851456, 134061090639694576525024, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 79}
  • id: 66947
    {'charpoly_factorization': [[[2176805486451190761484562984211862152900958631446416, 113710918401726608059277400, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 83}
  • id: 66948
    {'charpoly_factorization': [[[-85783240994407855198790895477335384531095718622075804, -30590274319231503302052372, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 89}
  • id: 66949
    {'charpoly_factorization': [[[298673973868495563909676506830475242840196542761495684, 1444066674910179813599054780, 1], 1]], 'hecke_orbit_code': 9007199724503056, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '16.28.a.c', 'level': 16, 'portrait': 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+7+rb/yie82JP6Tru9pgC8udRluasKQnz1x5vKDl9/8spRi+cE3L7aMxbbFcF2wYSTn1YsG64ZSxmouR8/m1OptfuhdPvMLY/zeMybT3Q7/9Uc63LvbYGaxwfSCx/SiwdySZnYxZXIhY76X0hgKeei2PvftBUu62MpmbtlhZtFgdlngR5CmOY6VU3EymvWUHLg+m9Ltw5Zxk4obobUAYdEPcjZPFCoGWpKkJu0+RCloNMudmA1jJr1AIZRG5BE1x2TzupC2L7g+bZDlBsM1SdUR2CakqcCPJLPLkpklzVwrxbZDMFPu39/nwQOC0ZrLUqvGzTmb6UWYW0yZXU6ZWYabLc1d+zv89Q8nzM2N8dlnJfO9Nj/wDqg5DY6dEYwOdRkfkrx2wWHDSMZQNWF6IaMbT6QjjepLP/bD78mbo7teBPH3hoe+t7n59yzA//ALn+XDH/k4M7ML/+vrx1/8H06ffdmenfUZqobkWjO5qFg/LFjoFsr3zFLAD75Tc+n6MK+cSXG8Nof3pCwtVvn8t02k2+Vn/vI8h7dbLLWbTM1XmV2ymV2SLLRy5pYyZlsZ/TglylN2bfLZux2WW5J9myIeuT0nSRUCzZdecZjvOGwcirg2o+j3qxzamTHfTbk+Dbs3SS5Ow/17cnId4ScOthFTcwxePuPiuQm2SokzTZYZ3Lsv4PKkze4tCVenYbFV4dDOjG4YcnlOsWkoYrkb8+WXPLRQZFnGo3f47NikmW2bHN4RsmO9SZp4+IHLzKLD7KJgoZUx30qZW865sQxzfsLhXS3+wQ+H2HKc33/eYbnX4q7dEls1eeWU5NJMnx98d5+puQZKZSx0TDaMhkzN22RpzmhToa0mmye2PtX1Fz9y6MCBPM2y+F3v/Oh3GzJ/5PU9CfDpC59l3a6t6itfOv0zc3Nz/5/TF6ZVP05Y6CjyLOKuXQbLnZwt62PmFl3OXYPJ5ZSH7+zwnjttzlxu8uqZnPlOiG1oWl2DyZZAuiH371/m+x+J2TZWod2vMb/ssrBssdgRLHdyljo5rV5ON8jpRho/TBmuJWweL6qKtqmZnDcR0mbLmGLbes36MZ+5VsSJi1Xu3KXx3BanLg1RrcTEsclwMycIYd/mkE8/22DPppQo0ozUJUkWUHVsTl8Lcc0Kd+xOOXklZm7JYsOwzbZ1sHkiRqmEyUWwTI0Qmi3jKc2qpBfY9H2Trm+y3FUst2Gpk7PcyVjsZMx2YCnM2Lyhz/c/usj9e0xso87sYo2lnsYyM+YXXV49Izh1M+Tx+zq845DN1HyFs1c1s+2YzeMGna7m8J4+YWwz19JIzMiub+tuWL/pF37mt+/5Rz/02PnsZ/7WB7/b0PmO63sK4M++dBFE1ZXZmc1mfPITF65N/+PLV2+y0K1zZc7m9u0JgS+Y7abcsT1BiB7bJ2qcu1rnzNWUc9Mx73qgw7sP25y/OsT567DcKZSMtq+Z6whm+hot+nz04Q5P3JOzfZ1DHHu0Og7tvkWnp2j1BT1fEEaaONVkGSipsU1wbU2jphkbSjDMkMszMW9essnTCu+5N8Yw27x2ts7WdfDVoykPH7SZ7wQ4hiLNEoaakCYmhpmytOTx0OEuX325yrZ1cOxihInHu+/JSUXAm5czrk46GNJivGnQrAhcW2BZAiUgzSFONGEMPV/T7uf0/Jy2n7PU1wRZxpaNPk/c1+GjD8aQV1lq11lYdmn3TPqhZKENF2+knJmMePz+Du+/y+T8tWHOXJGcn+qxfVObLKtyaEfK4rJHP4y4bXvC1VmL6eWEan09prPlf/nwOw783h23b7/hd/ygMrT3uw2llet7BuDPvnSJZnPMunb9wo+GnZO/cOXii+Kbr2VyuCF5x10Jz7zRYLjS4/HD8MqpGkfOJyT0+KkPx2xsNjhxocrpKzlnJmMevrPLIwc8rkzWmF2Edi+j00/p9HNafc18TzDTyWk2fN55V4/796ZsGVfUXJNuz8E2JaCIU0meC3INfgiInGY15OKUJtcxXz9WIfJddm6weOA2nyRv8/zxBnfsMrk426fTqnHfbT7ffM1mfEhz9rrmv/lIl7PXbMaHJN84rnhgn2LZ73Ll5hB37I55/s2ANPK4f7/Fjk0hQdrn6dcUZILLkwY1z8AQ4AeSXAuyXJOkgMwxrJxOX1OpJmxaF/HgPp933pkyXHGYW66z1HZpdS1aPYN2T9DuaeaWEq7MJtx3uMfbbzM5f7XOqctw4mrMxESHn/pIlzRucuRUnaPnIx6/M6bqGHzrFLznTp/hWsKxi8388KEH9SP37v3rwxv2fTLrz8VG9XtDUvyeAPjMYiR9P/jA8899aedw3f/5bzx/3AwDiZI5mc5ZNxKxc73Nq2ddXLfLHTtNjp/xeOFUSnOky098qM94rcqFa03OXJUs9GI+9FBCFLvMLZu0e9Dta7p+Sref0Q9yOr5moS9Y6EOSRRzaFTAxlNH3Ne+9L2LrRE6aSQypiRN47oTDjXmHdc2UU5cdyD32blQc3pNjOz6vXfRZWKxwYGuFWqPFyydN7t7lsOS3abVqTExojp5V/NDb+7x61mDjmMliv0NreYjD+3xePpUx5DY4sLPPfKfD0TMNXKPCXXs0uzeHIPucuCoYG0qYW0h4/oRJmCikhCzXbF0X8877Ynp9xfpmzuFdEMceyx2P5Y5Nu2/S9RWdvqTbh06/WPSLrYwoy/jAQ5rFlsfpaznnpyJGhnv8+AcTxqpNXnjD49ilmEO7Y2qGy8vnc3Zu8tk0BHkuIYdOP2frnoeSTePm//ToY++/ZJjul4Xw8u82tr7rlczldp84Cf+rF44c+edB58RQy18EXExLkOmYTcOS6fkG/cjngUM+Z65U6QUxh3Zr4sTijSt1PvUk3LnH5/E7QnZtrtHumTi2wLFihNB4jkHVlVQDk3rFwA8z+kHGeJQTRJpeaLO84DB5UxOnOVOzKbatAYGlNIYU+IFCYJL6BrdvFexYr9m8wSfKenztVcW5S03edafN4X0tfuNrGkt4bN3gc/JlxYaGYqTm4yiXODGZ70HFMdg4LnjjXMzh3S6P3LHIp74SYJlV3nGvxrR9njka89UjFc5cddm+3mPruozRZsy2kYSDWzOUyjGUBjSebTPasIkTk55vceqiST808ANFP5T0A+iHmr5ffPdekNHzc7qBJskkn3/OYLmfguHz9nt73LNLUbdGOHra5eSlhLqbk4UOz19PObw3oWF5XJ8LWD8ao7WLacKXvnHcvGNv/Z/v2dlcXr/p0f8uT/1PScP7LxfgOu+B0D/25NeO/uzc1T8c0nmbc/N1RuoRUpt85ahkcV3E44cMXjjp8Ure5SMPL+CaFkEo6fkepmFy+lqdzzztMNVq89ihOR7YK9C5Tcd38ByLmmfR8wx65csOQgM/MggjTRjnxIkmSTRpVtxxaqFzkEpgGgLHEjSqgmYVJkZyNo77jDQ7PPUafPt1E5nXededJrfv7fHimYQ4rPHA7YJOEDC/VOH+3TkjDR/XsAlTxUI3QeWC23cbeNWI4+cd3na4zn2Hehw/r0DXuXO/xV99/zLffCPmG69WOHvDYfOoYmLIpVn1qFfBtcE0NEpCruHsVUGWCZJUEKcQJRTfMcoIopwwyvHDHD/K6QfQjaDlK5ZD0ITcf6DLo4cS3nGHzY2ZEY6dNbkymTK1kNFNFOen+rz/oZyJWoWX3sx5+91ttoxZfOUlhZAJd+5IuHx9ml/57W8MfeSJyv+xbc8DxlKr/6vDzcp/eQC/eK3D5Zvqr3bmv/azb77+wljD7WO7kitTmtcuJbzjcM67Dld59YLJ2cmUHetMXj1X4dc7GYf39XlwX5d7DzSpVRpUPIvaVcErx4d5/g2fO3e3+cG3L3PbNsXYkMtS26MX2PiBWQJbFXcsiBJJkgrStNjqC+9WkVQaBjgWeG7OUDVhw5hPSp+LUwm/+7zDlZsVGrbL3fsN7r+ty9ELHb7+So17dzlsXufz6WcFStjUqgntfkSuQQkYrfl0exZ56vKBh+f5zFc9dsw5PHGvT5ws8fybwySZwz37x3ji7i67NnV45rjPyZseJ65abBySDNUEni2wzGIRSgFCaHINea5J0nKxJkVlN4xzwhiCGHqhoBUJlnsgzZCDO7r8xcd73LVDkScjnL7U4MxVyaXJhNM3M6QZcP+hPvfsVoxWG7x6xmT3li5Vp8nXj7q0/D7vuLvHzHyNbmhz+XrCV59+euy2pfBnP/Set2mtl35NiOHvCs7Un/UHHnnuN1ka+VEuXb38I/3lo//kyoUjo2evBcy2Xap2RquXE4YVrs7nPHxHxN6NFkvLDkoaWEpwfdrk1bM2Ry+AafXYvyVk/bBCKYN2B2YWTY5f8vj2mxYXphPWDffYsaFHvRLTrMXUvJSKm1L1UuqVlGY1ZaiWMdzIGGnmjA2lTAynbBxP2LY+ZMu6HhvH2/jJMt96M+apVw2+ebRGe7nCjnGHu/Ya3Hugi+Es8OTLLq6s88Btgh2b53nyFY/d62zWjaV89WiG71e470DO1vVtLt2wqToemyYCvvQyKG2zbshmuB5w5FzK9LwiSUwM5bJ7o8E9exN2buox3OxzfSnn7KRivpUz19IsdzNavYylbsZyJ2Opk7PULX4udjSLPZhtC6ZakpsdwZyf0Y197ti1yN/6C/P85AcC7tppkqVDXJ5s8tKbimPnY+b8gHsOtvgr7/d5eJ+DrZpcmfIIIjCEwXOvm9xsRbz73gTSCv0wJIpNDm7LkHS4dG2mopOpt62vnpv5x//HE28Mjf8lvvqV3/8zxdufaZI5ff7X+Ns/a/PTf40ffOa1S//2/OWLDaUlufYwlGRyPuSBA4rxpss3j0kct8WDhwImGjXa3SrTCwZTCxk3Z1NuLOa0ooSNEz7vfyAhiys8d9RmsSNoB4JFX9DPMobqIeNNn0882mHvppQwMDiwTTPeVESJSZYpslyitUCgkTLHNDKuz2muzgraQc4XX/SYWvTQsUnTUawfNtgyYbB9AxzY0SOXi/zqkx5L8w3u3Wvzzvs6PHe6y7OvDPHY7S4Hdnf45FMpMm7wI0+kJHKJ33qyzqEtVR67u8NTr/d46fgI77rT4t4DETOdRT75VRuZVti/xWTbepNt6zPWj/rUaz3iLGB6OeGLL9os+TbXZ0ymZi1MJZBSIhDkWpPlkOSaLM1pDifcts0nihL2bor4vkciRuuKoZpFEru0eh7dvs1C2+Cp1xJi3eMjD/bZNOLS7de5OVspmkPmU2aXMpaDlInRHg8cULiqxrOvCcaHfR461OHaTBPDyMl0D6k0nrez3Ylu+6kntp35nd86e4if+58+/p8fwH/1N36bH/tXD4hX/vk3P37q4sInz1267o3XM0YbAdOLVbr9CsfP+2ze7PP9j6Zcnx7htbOK45cDHrunxUcfkrQ6Q1yZcpmeh5nFjJnllIVOTicCU0LD0SgBSQZBLOjHgl4M/USQkUKeItKUO2/z2TYRk6aQa1HSEoEUAqkEhik5f8Pi7CWHimNQtSQjnmC0LhkbMlg/qtiyLmPPljaZWOJff77G9RsN7t1tct9BzcjILP/n5yysvME77lbs3bnILz8pSbpNfvBdGcvxMp/6isdtGz3eeV+ONGf415+rMlGpcd8Bg3v297g8u8S/+YKHSCrs2WCwadxg/ahkYiRjrBnSrIW4jk/N8zl5Fc7flJimRimNEDmgi/9oSFPYOpHxwMGULDFJUhutLcLYJAgt/NAkjA2SRCFlRrUSImVOENrML7vMLJjMLGqmFxKuzmUs+gkffKTLu+8wOX5umNfOZVxb8Pn44wHbxz2OnfHoRyFTLc1wRdGsBNRH9viGt+VH//uf/P7nwZjXkMk/A6/5nwkHv3rqN9h6YEhtGX/qo88cmfuNoydnnThVZJsk0wsGV+dCHjusebzq8fJpk5//9z3ee98ybztcIYxtPv+tJkLO87GHZ6g4QwzXqwzVTUaaBkvtlK6fkSQ5iAKsRaIIjSQnSgVxqgkTSZTZJJnDuUsVTpyDTGvKrkeUKBaJpQrPR9WGA+ug5lJYcKuK4YbB2BBsnohYN9om0cv868/XuXylzuHtiu0bJTs2tvjW6ZS5pTp3bpM0azmOFWBLG60EaSYRWpNmMa2+w9ySyeG9Lrfv7vHicYfxpsBzqhzenfM3PrrEv/pCzumpKu1+TrunWGgZjDQqNGsuzVqdmpcwWknYcjjGNlNMI0WpDCmKZEIjyHNJkijmFwySVJGkijhRREn5M5bEqSRNBbk2mV92iBNJuy9Yamvml1OmF1OmWjm9LOKjj7T4xMM2L51s8PyJiImJPn/nPQl+f4hvHLWJ0h6P393l0mQTQczuzQnd/mnPqCS/+eb5691Gc9OdSeLf/LPA3p/6EvqDz32WNPeUZy1+H9nFT508d8aZWphgfhlaYcwTd8OJCybzPZ/ve1QS+jVeOClY9gMcN6Tbsej0LOb9hL3bW/zQ4zF3bHdYWG5wc85jZsmg1dX4YaGGpGlOkpZJVqpJMk2SFaDPsmLbznJBnrMCbiFAycLTYpoC2xA4tsCzJRVPUfckzbpgbChly4RPtdLm8y/FPP9mlfZijds2K3Zttrhzb0izOcPPfMpDBzUeOuhw74GQ6dYcv/qlCgc3NXnksOTgrpv88pcNZmeGuGefy8N39AnzOf7BJ+uMu1Xu2GmyZysc3N5mvrvEc6cVX35uhIZlsGVMMNowaNQU9Yqg6kHF1Th2jm3l2EZWzGyRhZ0Xiiie54I8F6S5JM0EaSpI0iLBjstEO0khTiFOwA817V5BRyaXcua6KQf39PjBd3Q4uMlhuT1Mx4+K92RU6XSqPH9CEGQ9Pv72HvOLw7x2OeeJ+1r0ehXmW4JLcz61+qHojj3bf2TX5ubvL7WD7P0f/MifKv7+1CP4pnEh+0HnB149OfOLCwszzlB9CENpHrsjZmreotvL2DZhMjlX5fe+1eUvvqPF+x6s8+rpCpemLAyRMd7QWIbBiXNjzCz2+cjbOty9a54dm2o0a3Um523aPQM/gjjObwF3luUluAt1IdOlUlKqJUIIpAQlBYYhsAyBbUkcW1JxBTVP06jmjA9FjDZ7pLrNZ1+QfPKrw4w5DrdtFmxeZ7J1fc6WdS0+/4pmedlh74SiWYOqlzB3TTLfsrG2QZQUVKfRgItXNa1uzuyiw66tDm+/s8dXvu0wXAXbslCywcEdgh9/Yh5TzvOlF5ucmXIY7yaMNVLqFUXVVXiuxLUNbAtsEwxDl4OJQIo1IKdY2FkOWSZIM0qgUwSCBKIkJ4hyev2UqaWcuV5GveHzoTt9PvZQykSzzo3ZOq2uhZImjqxx6ZrBkXM52ujxg+/u4cghrk47NCsRx8+OMLmo2bVRo8QQRnLZjn35KyfOp0aujX9PEWf+fAL8mW88TTfMfmRy8uQ/PXnhRs2xLDwvY8iDqYWUkeEYhYdrCR44aPPKGcHvPdvjE2/v8LbDDTaM2Sx3dVGQ6GeM1nOmlqp86ksO31zf57339nnstpw8b2IaFn4oCWNJkha8c6BrD15qnutBD2cJ7gLgSgkMJTCNAiCODZ6TU3VTGtWU0UbASLPNS+difuvrLuevNthaN9kxARsnLDaOw57NXfy0y9GzNVxlMtpUNKrQqEY06ymWZSBEsbiCyGK5m9D2NZ1+ynzLYvNElfv2zvP1V33OT9Xw7ARTWQhRZ8cGxQ+/Y5G79szzW1+vcvRUg6W+wVgtpeGleI7EdRS2KbBNiWkKDCVRilI+LFCuKXpY85yVZ5KWASBNi90vSnKCMGexm7PgZzx8V5v33RuzddRhsTXC8bMey11Fx4eeb9Dq5FyeSbE8n48/HmEzxEsnPKYWMhwnR5khm8YVnb6HZaRMDGmCzplaO07+9e0H7rCe/PKTn3zfB9735w/gWi8C6sfOv/H7Pzt15fJwEJtsGMmo2BmmzJlZ8PjakYxqxefe/T6H95psHq/w+mUL057i3n0hnjvK/LJFq6to9ww6/YyxoYxWV3Jz0eTrr1gMV1J2b0hJMoltynK7hTSTpGWkGvhJVsBdFCnLyA2GKgomlqlxrBzXSak6Kc1axLqRLnMdn1/4oslTx4ZYblXYOSrYPCbYMGaxcUywbX2IYbX5zPMGV25W2D0uaVYl9UqGlBFTCxrbkEgBWgvixGDLWJdXyej6ilZXM7fssnujw8ce7fD7z1hcm7MxjQQhTHJdIUkld25rseUvdnnquM+nnxritWsVNjQFI5WMipPhWALbFFimxDQEhqJInKVY4aKaYpEN9PIs1yXQy10v1YSxph/Aoe0R77vbxBFDvHbWZbkjafeKsnxR6s+Ya8OpGzn3HfKZnqlx4oLDfLfH9k0+9x1IqNkV3rzgstBLwJAs9RTbJzKeeX1qODK3/vyP/8hH1bWZ7q9uXfenM3HrTwXgnU4X3zf/ysWz3/zZuRsnxrLc58GDFlNzNpOLOfu25OzcZBDEDqevGfzBtyK2bUx46OAc73kw4MtHcpbaPR65LWHdcI35VoXFtkW3r+j4Jn1fs32DJtcNFAlZnlJxUmxTlPxSkuVilWvnghVWoovILQUoVagOpsqxzBzbynDtlKobMdLoEyQBz7yp+d1v1Tl6qkHTMjm4QbNuSDI+bLF+VLJxPGb7hhYnrwV88YVR6spgtC6oVQQ1L6HjZ3z1FYeqpRGiAFYQGXzggYgnjxSemE4/Z75lsHGsykce7HP0XI+zFy0qdoqSogB57hHGii3rTH747R12r5vnM891eflMgxstl4maoO5oPCvHMXIsEwwlULJYyEUkh0HalZdULS93tnQQ0VNNmhX/mzx2OHbKJssMgkjTD1J6fkbXz1nqwUxHEBPzvkeWuHNHhydfzNky0eUv3KPZsd6g3x/i9GWHi5MZudLsnYgR2uToWYlUGSfPnB179dWXf/YD73hb3uv2fr1a+5MfGPonCvBLN5Zo93vMtJP/6s0TL/+TG+e+MeyZLSxLcv6myaaRjDg2eP5Exv23tXniQYfN4xXOXLW4uRDz5edMlOHx+jWTL7yQcPfuLh94YIm3395mw1iF5Y5Lp2/jhwZJUnSz1yo5jpUhZYLWJaiz8qeWReTOV3NpIXSZVBY+DsPIscwM20pw7ZiqG5AR8M3jkt95tsGpq3VEYrO1qVnX0Iw0FKNDFhMjkvWjCZsnutxc6PHvvlwhjVw2bhQ0qga1CtS8BGHGdIMKjapGlCpPkkqGbEWap/QSi56f0eoqphZc9m+v8hMfbPPz/97m+kIFQyXlwjBIU4cwlkwM29y5s8tt2/ucvj7F737L5euvNZjuuFRsRdWCiqmxDI2pwJBFOV+IW1WFHNB5seiynNKdKFYqrpPzgk4/w1AZSarxI2gFMN8HLWIevbPNBx/oc9dOgc6qbB41MKRFnrmcvWRx5qrgzWsxWzf5PHxAcmXKIUkzdm2CxbMCkxZHjzwztnND8k9uu/2ONE3O/aYyhhFi7HsT4L4f0KzWPvTNb7/yb5559hs1kYYM1132bw25Z1fMsbM2qQ6oWBW+djTHe2SJu/eHrBtpcmXK4eacxXwrZf9YzmLf4OQFh9cvR3zhpR4//v4lto0rxoctstwhig3yXGKoDCVzKGWxPB9YXCVaF5RArySUIEWOUhpD5RhGim2lmCqmGyQsdBP+5ecdrs43OX62gc4thl3B2IhmpC4YrimGGybjw5KJ4ZQNoz7DjRZPvZ7z2pkGt20UNKuSqiepeTkVN0aYEbZtYKji87WGLJMEkUEQJqS5oBfk9Pqa5a7J7FKN+/f0uW9/m898w8FdVhgyKb6bNkgziziRBJHJSMPhrh197trZ59VHprm+IPmtrzeYb3tMLtlYSlIxBdaAhski8VwJ5AOqwhqAl9q5FGAEYHQ0mYYg0cRk1CsR+7b3+Wvv8zm4VSKpsbRcYanjEAYmc8uKm7M5V2dSbi5FbNvU54l7FXOLNpsmuqSJx6tnLapuzv7NATU34MrZLwyvG/X/zeiGR1tp0v/inyQm/8QA3lu+QKW5Qf3Kb/7Ozm++dKaWBB0O77JoBxFzy1Vqns/d+zJePFljainHD23+6e8Mce/BHn/1iSk2jDW4MlXj+ozF/FLGUiel1Yelns3FKw5/5xebIAI+8XibsVqHLWMZDxzI0Fri2YUKkuuCb2tdVCZzvSZyoxFSo0RGlGg0KciU01clx84ZfOVoldM3qsSpR9VQjLqaoYqm6elCB68ZDNUNhhuCiaGU9aMB60ZbPH8q4pe/Msa6hsFoDWoVRa0iqHoprh3x0gVFGBuYlQJUWgviVOIYijt2Bxx5s1EYn4KMdtdksW0zt9jkJ56YY3JxiSNvjGJKQCTkQJoaxIlJFEv6gUGz6tCoVbhvt88jt/n8xccWOHcz58mjDkfPuVy4UiEVBlGk8BOFEhIhxFsSz4Ky5DovKqBaY0pNw86Q5NxzMGDzWMh4PeETj2WQu0iaLCxXWO7YLHdMFtuK2aWcm3MJV+ZSYgJ+9P1dHtxnMr9cx1Ywu1jjpbPQrOc0bEmQ5kxPVTGNZU6/8VxNnFveueXxv6qOvHYxu++uXd87AL986Swpw9apN4/96Fgt/qf377qGZRhML5g8d8rkiXt8lroGht3iY4+OcO6aw9SCYGZRcvWayT/73T6P39liy0iCYw1hWyaeq6j3UoaqGeN+TidQtIIan36yRjtIaTYCdm7wGarGfPwxn81jCWmiycuyO6xGbkr+KWWOkILPPedy8nIFYRhcn/aYmvNwXEXdFjQqmpqTU3Og6grqnqJWVTSrBsMNGGmkjA+HbBjrkuk2n3uhRtCvsGujpuYpqp6k6uZUnRTTjHnqiEPkS8wxkCWYklRScRXvuSfg26/n9CNJP8jo+gbtnsHskse+bVW+7+Eux097XF+uFrsUSZkYmiSZIkoK1agfGnT6FlXXo+JG7NsYcu+ekJvzHa7NtDHMjBNXDH7/Wx5CqQLc4i3zB7UGctA5SaLZPJby8cdCGp5kx3rJUNWm3a/R6rh0+zYd36TTM+j4inYXFtspN+cTwjzk4B6fdxyGkcowJy94TC0ophdyzt1M2bp5gZFahShLeehgwDeOVXnhlMerF7q87T71T91XX/W3btn9yVOnz8YHD+z73gD4tes3mJtd2H1j8sYvHH3tJalx2bY+ZNuGkHekVY6clGwa72A6Of3hee46UGFfv8rVaZsbcwbXpk0+/4zH3Xt93v9ARJJIPFvRqVj0gpx+kNMPMvyg8C+3fYO5Xp3j5xoEacZXXk0QJOR5BjpjgGxNKZEJgRAKISRSKdLEQOYGpiGp2rBtVFMxczw7x7PBswUVV1J1FTXPoF6VNGswXE8ZbUasH+2R0eJf/oHDi2+OsWMYml4ZvT1J1U3x3JiKF+C6HraSKFlycIrELklMwkAQRBm9SNEPc3pBXrTMVSwm5+o8tD/ib3x8jn/++wY32jZC5GidkGeaJDWJE0kYmfQDRTUwqDgWnuvg2R6OnVB1Y+7cFWOZCXfvSvlLj/sYKi2LQDlC6FtJudbkuSLLFFqbKOkQxS6LbY+zV13aPYtu36DnK3qBoBdoen5Gzy+aJ+aXNe97JObOXR6zCxVeumxwczbn2lxMN44YHQkYqmkmRiM2D1t8+/gEN2cDLFszMWRy5tQL0rWtX4ij9IU49k/9SWDz/zHA/9kv/zavXQ1c4V/4qAwvipFmTqunuDlrM7WYcMcen+/b6HDk9DjPvJLy7Tf67N3m8/BtAQd2uuzcVGFy3map4zDaNICYseEIzzVoVAv/th8a9AOFH2i6fkarl1J1cpoOtEJJN3aIMockL9WB8ndbqVIKMIQoKpUKHFfjGBpHZdgm2AY4lsa1Ba4l8VxZNkkUdKNRzRmqpQw3IsaG+qwfW+KXv5Lz6a+Ps6mhGKnm1CqKqqeoeOC5xZzCmaWcyzM2jlXYb0sMkeWCMDbYNpEzMRLSDS2CUJdRXNLuGVRdh6rX4C89Ps+VmVl+5YsbMKSBJifLM9Jck6QGUawIYkUQSXxH4oUGrm3i2hmdXpFjWGaGaWSYZoYhi0YJKYtyvijvwroiyhxGkqQGQWTS9R2WOg4LLYvljqTrQ98vmrGDNf5yPyyS91Pn68zMmCx2NTcXYqIsYmwk4J2HYg5sNrFVk/PXHD77TU212uWxO0NuzFXJcmj1cl44+rp44rHFjz583+jli6d/Ldh14K9+dwG+vulYcbzwd3vh5b8b05WTCxVqdkI3sOn2PJ45HvAX37nMRx6t8vq5Cqev1nn1pMtr53zu2Btw3x6f+w4KhLABgZIZmiIy9XyTXmCUCZmkHyq6vsliS2HImCxLkSLHMyHNBgmSWAF4UckrEitD5hgSDFUoC6YSmIYudGND4NgSx5K4tsJ1VNEB5GnqlYxGNWWoFjHS9Nk8vsTRCxGfeW49TcdmvJpT80QBbldScXIqTkrVizh6Hk6c89g5qkveu1o2DyLF3Xs0uzYHvHqqgR9pgjCjHxglyE08x8V1Gnz/25Y5cWGeI2cnQCvyPCPLy+JMolf8JEFk4IUa11E4Vo5tmdhWhm3kGEaGaeQYKkepHCU1Uq4CXJTFAV3mMWlWeFW6vsXsos2NWcFiK6UXZAShJoiLuxcKOoGknwhy4EZbg45QKi7e776Iu3YamLLOpRtVzlwRHL8UUa37vP9OjUibVCxNL9RsHrc5O92XR85M/YwwG1ajNvK/AvF3FeBXr12ypIj+mpktWp1AcueuRYQwSRKH27bZHDtf4+lX4Iffu8gDhwT1qse6EZuLk4qjbzi8dibizv0+pgw5sC3k8cMhaSKRhsGW9QrLsAhCmzA2iBKTJJFMLcBn5wwyLXDMArCDyC1gtZAzuMuCjpJlxVKBaRSNAlZZ/bMthWMrXFvguYKqq6l5GfVKSqMaMVwPWD/a4sj5gH/4qXFuTDbYPpLT8KDmKiquouJAxclwnQTLDOmEGiUVptJIucoFsrwwXSWpRc1N8NMcPyrO5/HDjJ4v6bgKr2fj2FW2TiT8ox/t8A9+Q/LK2XE0ilznpQ0hJU5z4kQRxorAlriRwrEktqWLabdGjmkWer+hdAFwVQBclrJpAfLiKhJ0yHJZPDcVcvQcTC3KolMohTApmidMM6VWi0GkJEnOI4cjDmzNMYXgnj0KS9aYmq9z4YbB9emMU9cTtOHzffdIFuaqHLugyAmIswyUZsuE4uLFRWvL2ML/dOjQB81WO/xfmg3nj13O/2MDXOs2eZ7/b5/+zCfv+/aRSyMTTY+ak3P5psl0K2Pbhh6j9T5/4e2KG7OKa3MBjx++SdUbZ3y4xljT5PKk5MqM4sVjDst+zlePpnz6mZg4yjFUyiOHA/Zu8gmCkLTscBdS0QkMri4MIRKFa4O9In2JFVoyALhaAbhAqUIuM8pWNNOQ2JbEMhWOXYxkcG1Nxcmpehk1L6FejRmqBawfbXPknM8/+OQI528MsWWoUFiqrqTiySJ6uxrPyfCchCSL+e1vVJFKYcrCxrsSwXUB8DQz+eF3tXj6tZhebOOXAO8Hil5f0bENHMvGNmvs2ZTyj//qEn//k4KXT42Ta0mW56RZTpIWiWEU50RO0a1k2wLHFNhWUdm0DL1SsTVUjlSFNi5FGclhBejlo0QKjevkbF7XY8+OiImNAil1kehmOUGo2bMp4bE7YgypCCKDdUOSqmvS6VaYX65yatLm8k3N1ZmYy3M5070+776rx/Mn13FjLmLH+oDRBuyYUMwsuXT6mokGtBdOO8eOfeVvH7zjI+LGdP9/3rz+j9f29scG+LePXkbr/P6Z6YV3jNUkltKcv6nZvk6za12VNy95dIOQkWZKNxVcmx3ncy9FbGz2+PCDfe7aX6Pq1TANg8ZSSrsvCqVkziZMIMrgM3MZQuSEqSbVhY/EkoKqrahbiqYDrjWo1onyBa1W7aRYreQpJTBKQ1UBcIlpysK/YQkcu5h54tkZFbcAd60S06gFjDY6HD3n8w9/fYjT10fY2BQMV9ZQE8eg4hT+FddJce0Y04yYWmpiKoGSeSnLrSaZWSZJU8W6piZNE7qJQxBpwignCDN6ocT1FY5lYpkOplFn78aUf/xXFvh7vwZHzoyR5bIAeKZJ0qyM5DmRnePEktBSKxTMNME0CopW+FQ0hqSI4iXQBwCXpchiKg2k1KsWf/k9Ma4TYBppUVDLFElqIHAwVZUkNQhjA983mV0wafdMphcMTl9JuTAVouyIv/KRNhPNjNG65MpMizhRjNcVnZ7HqUsGhtlh72a4PO0xNZ8SZ8fd2/bvvW/t7vdnAvClG7/H0KY573/4mVctI/GZbdso6XP//h6LvYR6JeSDD9Y5faXKzXlN2s0YUprWrMu1a5rTV0MeORgwXHGpVx0A6l5GGOdESTGmIU4hTGThX86LfkkoLK2uCRWnaLq1DFl4LiQIKVZoiRDln5VYoSZKFrO2V+kJOCbYVo7raFy74M+em1DzYhqVgJFmh9cuhvz9X23y5vVR1jcUo5WcuiuoOhLPUXiuwHWKxVGU+mOOnBX0QwtHccsCHDQhZLkgSQ0qjuL+Az2Onq7hJwVNCaIMP1D0bIVtKSzTKvlzg32bcn7ur83z078EL58dI8klSZ6XHvjVHszIkthWXkTv0ptilou7uEurwqCML1fzFVkC31CaOCm84tXIwrZSDJWDhkwL0lSRpJIokaW3vJAtg1Dih5JWT+M5OY/f0+eh2yKGa1W6fYeub1IzJa1Q8cZZwenrGY2hZZp2yNELHg/sW4TcZqkb8fILn7dO9D/h/e+/+jX/p3/svX/6ANfxJTC3NCbP/86/u3fHwtsm57pIw6bVkcwuuJy70UCLhB969yzvfaDGlakGs0tWOZukkMJ6ocml69AfNhhpCKymSZQYxHFOnOYkSb7SNFsYplixuAopVgxShlFEZSlF+VLK5ltZdueUTsEC4EUUN40iklkmWGaOY5UGKzvDLelF1Y2oVwOa1S5vXIr4+7/a5MS1MSYaBqNeTt2FiiOouArPVXgr0TvDsVOqXsjzJyzaHYdmc7VMTvEVyPOy+z1TjA0rHr+9z/PHcoJYEMb5GpBLHFPimAamYWEYLlLm7Nuk+dm/Ns9P/5Lm5fNjJLlBkuXEpUV4EMntRK64Cy1DYhilCUsKlFE8F1XmJ0WdoAwKUpfProj4vUDS6pql1Fl8j1wXhrYsY6WLP07Kbv4YkiQny2HTuMn60WGm5gTnr0q6vqDb13T6mrnljKuzMY1myAcPCURe5/yNogljsS2Za2dcb8m3jW+6+Gs/9qN/4Scfu/t6+4HDW/50AT45OYVS8z994dLUD5y90SNNHEaqIWlmsGmdZmxYMrXo8MwJn3v3LbJ3h8/OzR7trkunb9LpK7q+JM/BMMAycjTlQ0oG3Sar7rY0X/Vya61v4dkDl1wRHcWaSCRu4d0rC0JR+DMMjWlqbKuYFOtYGa6T4jkJFSei6oUM1TscvxDxd39phDeujDPWMBnzMuqeLsFdRm9H4tpF9HfsFM+OSfOIXmwjlMQcRPAVDr6awKWpJElMKlZY2AVih+YA5GGGb6nySBSJaRiYhl2oH0JzcKvm539yjr/zizkvnxsnyQ2iTBBneRnFBU6SY5sayxRYRl7uXrLYzcodrXg+awPDH7ETlr9/eeDbGiciZKUtufCTl4sszcmy4n11epLr05Ish15QGLU6QU6rnxPphO2bety3V3Px2hDTSwZRElF1M5Z9g9E6dPs3ac81fuDk6dcvx3H89/5UI/jx01Pk3votX33y3962NHuN05cle7b08UOPNIZzV22uzAkW+znLvQZPHavy9sNd9m3psGNdh80bTOLYwrOLjnE/MopOknIbLH4K4kSQlK7AVcurLv0SlB4Tiic+kE5EUSkUclU5MeTqNmwYGlMVwLYMveIedMys5M0JrhPRrPnUKz2OnE35n395hNevjDNaNxh1M+qOplqC23UKOXEAbtfOcKyUWiXm7DXNc8crWFJiqqKzZu1ZNwNzU5Ip0tzg0TsTdm7vc/mGy6gHYVxYVsMoww/LKGwoDKOIoqqU9w5sgZ/78UX+3i/lvHB6lDBxiTJJnGq8tKAstkkBcmOwe+UlwCVKZWUUH+yCYsWQ9dZ2ycEzz1f85KXVtvTcD5pM4qyYMZNkEGeCONH044wky3CcjCjNqNcSbtuXcGBLwqOHJHGqaHe7tLoO12ZtDKUK96UKuXOfwbkbk7RmXrrtox/7qS06un5d2P/pUfw/GeDd9hzVen3rU88e/Rc3ZtofUlHIjokqZ6+YVLyYjWM560dMdm3KmZq3WGxJphY0x086fO3FjF1begw1MmpuwGOHE6SW7NqQM1wziGKbfmDRD80yikuSVK5aXzNBWtpfs6zQvNNMrMwx0aXnRKDLyD5QTgoeqWQZtQ2NZeSYZo5t5thWMeTdsWM8J2Ko7tPq+Xz7FPzc70xw8tIIIyW4G66m6goqjljRygvlJS+it1UA3LUj4iwjDBwcVSwyKcQtTr6B1lwkmkbB5Y2IKNYEiVgD8BzLyrBMA9OUGEqhpLkCcAQc2ib4uZ9s8U/+fcrL54aZ7tQIK5JGpqmmGsfU2OVtrlC08rmU0VutoXgrv6cu6VQJ6Ftb/tb8OYM0owR0ISH2IkEnFERpxlA9YsfGGCUyHj0cUXUk4zXB7o0W88sjXJ10mJqXLLRzphYzbDthw1jEjk1QtU0u3vQIA58sWfzQjcsvZtq5+29fvTZzbdvWdX+yAL9x4zqu693bWzrzUSc7RyY9gjThoUOCrm9zcw7mWhETwwk1N+Le22xmFz2m5hSL7ZSZ5SFOz+TEWcrR0ylxmnBwZ8C2iYjHD/e4bavAsSz80KLTt0hSRZqpAgSZJMkkaRnpi4bZormhADqgBQi9RvsevMQichtGjmnkWCv22ALctlWCe6jPQivgZ3/b44uvjLLYbzJal4w6Jbidgnd7ZWLp2hLP1mUEL7i3Y8dAzLNvWLQSi2GbW/zYiLWRsODhcWJQsw3eftjnyPmYXmJTT3KiuBjWY0WFV71IplW5YE2E1IWDUsPeTZJ//t92efJIwP/66+NMLjYJGgYNS1BNc7wU7KQYvWypYqCROUg05aoKtfJ7wkpTxCA6DxL/om9TkOSCJC+AneQF9+74EMUaZUcc2OHzjsM+28ZzDm0XJJGDZ1dIUof5ZZdX3jRZaAmm5lNm2gGbJgK2bhSMNyVCu1y8oegEKTvWdzF8l6eev0GiL390377h347C4NqfaATv9wM8z9n1zHMv/M3XT7xOwxN0ejlaK16/mLF+LODADoXICxPT2X5Esidj3+aEumez2LbYMFb4Ftp9xWLHZLlnc+zNCk+/mvK1Iz7vvq/DlrGQ0XrIe+5NIJekmUGWlUDPDQSKMLbo9IpRx35olCCXa4o7BUcdNDMYpTXWNIp5J5aZYZkpjpVgWwlVN8AwfJ4/kfFrX63xlRfHiPMaYzXBiFPQkkICHOjkqrxFGbnXRu8Ew4h46UwDPzZY5+myYvjWCF4mmnmhEjmm4r59AWleADxIBOFADYmLkWumMZA4VQnIovpYCDOCkYbgBx7rU7Wn+fWvBnz7zDCziYvvSGqppmLoAuRGmYcovaKkGFKsJJCDXGGFRiXgx5qWL1nyBf0UhMjJ85ykvNMsR5LyxH19xmspG8dS3ntfysZhh06vzmKrynLXZqFl0O5Jur6m289Z6iS0egl7tycc3m3S7ticuGyA7DM2ErBzk6LdNXGdhF4A05PHueuOnX/z8B0PvR5G4UXHdv6fA1zrU/yzX/wG42O19WfPn3uk1Zpj24TNpWnF9vUJuzaaHDtrMjUf8uFHFtiz1aXdcdBCMjEcMdJIGB826foDkw50+7DcyZheTLm+YDK10OSTX62R6ZSaF/Ppb4Wgs5Jza7IUxhoZP/LeHpZUDFUsJuwG88segTTI8hy0KDTcsgQ9qNgZKsdU+YoXwzYTLDPBsWI8L8SyfH7n6wb/+2+OcXlhCNN2mKgKhuyMmq2p2FApO+xdu6h2OmVBqPCvZOVOUNCTxW5GP7awlMKSqzIca1WUQaKZFQWfODVxzZCJRkDbrxIkohy3VuQKppmVMp8q5U5VltnXJq6F8/FDD/e5e/8CP/dbIZ9+apTltIJvm1RNSdUoPDi2AZZitRliRRNf2/lT0I8ggZmOJDMixid8LCPhL7+3z2gjLebKlFQL4I6dGRVbobUFusaNmRo3ZipMzhssdQpQ+2FR7u8Fmk5QyKXmTZeLNyTLfkLVa/Hhh0FnHq+eUSg7Yec6uDiliKMpcv/4I8vT0XqdtC++cPwyD9+54/8ZwOMk57//rw9uPXf+/C+/cew0jl1juqXZtq4Yo/bQ7Ut84KE6r52r8gfPGFQbAVsmlnnH4T5bJhKCyCQIbfLMIklLrh0YLHcVb5xX9PwUQWEZDRObJLQ59maVNIdUs9JLaaico+cyyFMevSPgJz8QYxouaZZj6FVaIuUqsAvfSVb6MFIss6AkthVhmwHX5lJ+5ckKX3hhmCtzTWqeyZADTTujauuy9D4AtyzBLVeKQk7JvW2rWDi1SsTnXzK4eN3FUaKoGA5AwyrKV8Y46AIcSWqwdwu8/+4ev/a1YfqeQS3RhInGjsu8QeUYhizUD8UakJtrolGxK2wekfzPP+Rz27ZJfukrQ1yZrbOUuvRNg4oSeIbGNUq6ogRmqTKpNZ0/UgysvQJp5fzUh5d5++0Jea4YrlkoZaNzsWLQynJJnimCUBLFBn5o0uraXJ4SvHEhodXL6EeafqgJMkjIieKEOE5JSHj4cM7D44ph1+P6tMfxCzHS7vPgFoer0zA+lJCkDZ556TK7Dh365ZHxB98rRff/kqr8RwFenv3OMy8d23j+/JUdG4ZbzCwOceRcxGN3dNi7pcZTLzcJ85B79uQoUeGNSyZvnE149jWPXBWabhzHfOihHnfs7BIEBmmq8DOTi4tVOqFRqBP2ajNstqYLZ/UqhtILYbIwV+G1M4KtEwWYByaiVSPR4L8rXHSGkWKZMY4VY5kRvSzmFz5r8etPTjC11CBXLkN1xZClqVs5Xhm5vZXyvSx9KiU1KbXzFXBbRfUySmIuTtr0Y5umXao4a4pOg0LP2mJPmkmSxKBWMdi2MUbZIb24SmAJ3EQTDQBuZGWhRpWUYmAB/qOSV8Vo3ecnPuTz0Udn+fUnu/zy54ZZCioEhoNjKDxD4CqNo3QZzXVRLyjVJ6OM6hUb9mxRrK9PsLxcNI10OnpFMhzsSsVnDyaFFYu35iVs3tjh5LTAszVWrvGClDt3+3zwoZgwsAkiAyVMGhWb+aUaJy4I5vs9PvL2PnHc5NUzCtNq8+A+uHijzpEzbbZuP7FjfIu5cdO+B68ttTOGG//hEZv/UYDPzs7hupXRDUPWZ1+6ec70Q4+N4wFbJiRXp4dYPyLYMm5w9rrN116JuHMX7NlkMdaRdPomvVCTxBBFFf79000+9ZWcNE3JtcZUimHPYLxWREkpB1Fu0F9W/F1QSH+DaqRjSYbqBmkqCOOYmlfyamMQqbNbgW0kOHaMZcZ0wpiXTkp+5+s1PvfCMGFWxbIshi1Bw8qpWBrP1njWKrgdW2LbErukJkVhqFQmSoBbZlH5vDqj+fZrHnFiYlf0dySYgytf4eBF9IsThWkaPH53j898s8/5yQqBI4gSQWRqrBTMJMeM80LeG8h6Qq4O9+EtGnsu8WyD8UbA3/l+n32bIz799SrHztZZCCqEysa0FK4SeApspbGlLopgUmNpgTQ1FUtjSsnZKw5zdYFj58ViKOeuFAtsra+8eIdKFhRsz8aY+/Z1sMyULFNFN1JSI44tUiyUNuj7RiFGtCTKiHjffTnLnTGuTlpYRsK6oTrfeBUMI2XLiMELL5w2t2175LP9fuf2JOwt/LEj+MREU544eeHeL331ubpnhThmwvkbDqYdcnC7T6Nisn2jyYEdBsttjySTSCnoBxa9APygKFgEUU4Y60L5SBV5DkpRnnlTVNmUWiOnrZilBpW1AtyWKXEdQb0CjWpaqAtmViSMZopZji4b0BHHjjGMmE4/4cVTgk99rcbXj9dZ7lSRrkPVVTRMTc3K8UyNZ2lcizJqF5HbtSWOVZzF6ViUDr28BHeObRb8WxkRFyZhquMUhZWS366AYA0HL3tnVkCe5pI4NhivCXZtCnjzRoqfmETljG8rLiKsqbKSogwKNSDf0pkzWDwDbpxkhT/8E48HvPueFs+83uM3nqpx7GyNpZ5HW9r0bYWjJK7SuJnGNYrcR4pi7F2nnzG9kNDzDVxHrunY16XGX8Barry3QQVU0ekbOFYNpQq5MU4VYSQII4kfCfywmKLV93P6UYoUkitTTZa6GUnqg5HTChP2bQVb2VyZEeSJZvLyN+um8fi9Tm3P1/iPDA/6jwK8tThj1z39i3F/pjLbsUi1ZsMIvHGxxvWpANuL2bupx86Nkh1bi6bcILSJY4uljkW7p/BDEz8sPBZRXHglsryYz7HiESnL6WKNZrwi95WVQMsQWGZRVCmcfkVCWnFjXDvGtuKV5NF1Y0wVs9jLeP41xVdfrPDFb9eZ71YRjoNZNakZUDeLTh7XpKQdhXmruGVpOS15tyWwB9F7AHAjxbJSHCtG64Rnj9tcn3EZGRKYMl9ZnFLcEsALijIAYUkpgshky7jg8cM+X3glpp+YBElhB7bSIopHycDqmhUcvHxWCHkLTSluucKNi6qpgWtHfOKxgHfevcQfvtDjyRc9nj9ZY77r0cMmcAwsU1LNBNWs6NEsOqJysjwlCHMcezBzRa7IjGuNbrdMClOrA4iKZmtdlvI1YemcDKKcdl+z3NOEWY4fZQzXY5pNzaGdEds3GFQtmzwxef2yYufGgCwyOHlmoVIf17/oxtP7gOCPBfC5qTN0uj6LrT4XZyP2bckwTc2dewyisMbpazkvHvd46kjKni1dJkZibDPibbdl3L5HkWcOiy2XVs+i6xv0Q1kMekwEaTkAdaUwI27N4mWZ8AyKNWZZfXTsDM8uZnx7ToTrFDq254R4XkgUp1yc0lybkfzuN2p87VgxV0WYDkbNxFOSqqmpGjmuqXFNcMwC3I5ZzCQsbKZyzS3Kf65LkOcrILfMoj3t8nTOm1dtMM0iaVujoIi1IXyFTrCipBRqSjHO+eC2iP0b+5yb8ggcgZcK7EQTlTy5yDMGPhK1RoJc5SorOnspRea5Ik0NktQkjE1cJ+ZH3hPygfvbPP1an9/9psf1aZdz0xWCvkPkWgSWIswVcV54W6K4mIviWIWH3lijo6/1AK0Gp9WAVeQbhZ4eJUX3Ty+A5b5goZuTkrBpIuSxuyJMQ7B5RLNzg00Q1ul0iuNYgjgkIyZJUvZtCzh3xeSNNy9hWO5/DML/YYBPTk2KJA7/5rljvz3iOj3SrDhh11QpYeJzeH/O/m0Vzl5zmZrPmZpzeP1Mhp/GvHou5P7bfFyzy94NbXZuMiG36YcuS50isYiT4gVovVoaLh5Ssa2rFbkvL8vsWVleLzRs14lpVENcOyTXEQvtlN//tuLSpM3zxzymlx0uTVfAtlEVE8eQVJSmYuR4RlnhM3ThJjQpQTy4ZXmrEuCUnLsEt5lhm0X0towEx4m5ugBnr3mY8lZ5cJWnrvrBB+DWAyUll6SZIk1N9m8J2DXmc+pKip+aVBNBZICVaqKEMoKvlteFlLdE8hWasjLUR6wks2mmSDJVAD2yqLkRf+mdEQ8f7DHV6vLsMZurkzZPvV5narmCH9i0LYOGp6jHhZbumMUEMFMNqsRrhwutAnztaIoshzjVBAksdgWdSJOLhJ2bAu66I8I1ch44oNm7ySQIKkzOeZy7bDA5Jzh3IyPIehzakRKGJq5VcPGIiJs3z478xI/+wN9cmLv+86PjW/T/LYA/99JXyNL8B755dL6Sa4Nt6yV37MiZW6xwaRqUWuJ993fYNDHE9RmPmcUiUbg6o7g5b/H7T1foRhnjIzETQzGPHOrx2B0dbt9lM7dcpR+YJCUfB7EykGfQZSJlXkbvQge2Vnh1Qs0L0SLi2kzO2evwjVctTl+vceaaSzeyiSIbYZqYdYWlBK6CisqLPsxSB7aNgU9jYJstfOF2SUssS2FZslwAepV7m9kK97eMYrHpPGZuWRJpG8OQWFJjlDuSeAsHh1WQZ3pVYstKPVxgMDoUI1VIPzHxDYGdaqxk1TBmqPzWCqRYk8WW82BAoHO5GsnLinCaKlKz8HLHqUk/cBhvxGwcTzi8NSFIIn74Wo8z1y2+/qrHm9cqXJ+qsKgtXFfhmhLbAM8oBwsNdtqVd3frgKFMF9XPTiyYa2smxnq854Eej9yeMN6QrB9W9H2XMPI4ddHjypRiaj5ndinjyrwmyHw+cH/Mno0elyYtTlwUSKEZa8QY8mbl/IWnf0BK9fP/tyL4b37mKVxzQe3b8nWxeENx9qbDUjdnZilm77aQBw4pvvyK4ud/N+d9981x527F2Eideq2GaZnUXM1yT9ALFd3Q4uJlzeUbNZ5+zec997T5yP0BQzWPMDbJ1kydkqKcXSILCc5QKaaRkWYZQZxiGgk3FzS/9y2bILV545zLlUmHhb5NlJlgKJRSuDWBKQVOqQw4hsZWYKlS/VADu6woih5rwW1KrJKW2BbYFqVqUpTMTSPHMtOyIlrsJPOtjG+8XKXTs2nWBYbMVxsJJN9hXFoBeb4mIcwlUaQYGVa8+/6Qp48F3OhUCExZ0BQDzFRjJgPNutTYZVbIhayddSLLglIxLChfy/fNAuiWaZBmKYnKiFMT5RdqlK1S7t+bcveujA892ObCZJcT50zCTPHpZ2pcn3eJM4NF3yRPDYRSmAo8U2O+ZdfSuqhl9BOBskI+8c4F3nN3zqYRF1NV6PUdrk+VpzR3DCbn4fJ0wOW5jPlOxF17ezzxQJ+5xSa/8XWTsUaP/VsEVdek1RWcn5T8wdFL4n/8kfvV9QtPpVt2v+c/DeAa6AYjv3D9pnUozRQHt7WZb3skicM3XtG0Qs3ssqDd9ZieyfAq0I0E6+sJBzc5TIwIhhqaOClbqRJNN1DcXLD4F79rgLjBf/OxLmHfKobzaIEQOVLkSEPTDuD4GYN2X1Pxcl49b/Lll6pEuUmUmszO22hpkGOgEDiuoCpXW9QMUUQWUxb9mlbZaGwZheZrlaC2zEHyuhbcquzRFKvR28yxrIFBK1uJ3paVoFTMt15XfOGVKsoyCqntFv79H47gAy284OGSJFOEockHHgj44ktdPv1snX7qUCl5uDng4ckqhRt0CwkhV+Sn4qPkGq4vbpElCx+3IjFUMRlMmSiVEUTl7imKBWqaGQc3ZxzakqJUygfuXyJOczKt+fLLDsfOWbieZLln8uYZm7ZvIgxZ5AODxaZzYj/lp75vjr/xfZqZuY1culGl21dEcSGFxkkxVjpKNE880GN4KMYPFc2KzXDdZmlYsnHYp9d3uLEgOX8zYrGjkQiqljq0c1PzFwT8xH9SBF9u9Wk2vNov/voX9lw776jr8xmePULfT9g0BptGPaq9nInqqssszWDchXq1kJCaNVn6htWascXwkBlRa3S5uZDzo/8/F6lUubXKFZKqDEHbN3jtlEOvZ6EMRYxCozCkxFKCkUoRLUyly5MM1kyNZW2j8eq/VzQas2Ibtc2i8bgA+HeCu4jsGsvKsQYgN7M1d4ptJGgdM7VoEUcOdr1o3VvZsgcFnkEVc9DRw2p5fRXkkiwvdOJmVbFpJMYSIUFqE6QC1ygMTWs9JAWNY6VjXwi58ll6ha4Icp2vGYKfY2aCLMsxMompFFLlKLFmTko5QqJ4lqtFtJpT7KqGSvmpD6bIDwUYVkqrB6+eNuj6oIy3dOqLglKduy74R59cT9P2MGXxOw1st3lZ1XMdxcziCEFUdA3NL0jSjFJehFZXEuuELWMZdUdgmTFRrlUc+3t2HvhoLQr9ru14/3GAdzqL+P32z6fBpcfWj8zSjxsc2N5n2IO2b2GZPVxLEMdFF3ecFMZ9RAEIz46xraww75S4lbLgrvVqj1B3efJIk88/O4LlyuKlCImQgwE9hSzoGlCvUgJ0EIXzlQaCAedjhcuy4henWCtlVW7QbFt20ivKo/eKdjerHDdsmavgtoyB3q3LhgFdOvpyrLLsb5oJtp1wczHnt56ugGFhSrGaYK7QE/EdEXwV5KwMCS14uFophvyldwf84fMBZ+aq9DMTLxXlMxBlclc6FcszeVY+a/DlS6988TlyhQ5lK3eGkUnSssN+0FU/cDlmZQKMXrVAGLKsFhs5ZllMK2wRGQ/dlmPIbM1QoWJHVjLH8RL+4Dn40vOCIIqpuwrbKN7PyuwaCbaZMTlXvBOAJEuJEwiToufUtjTKlLx6XjBWC9i/VXH+5jJbXr/xWHV4+uezLPup/8sI/trRZ5FCWmFvhpl2g8kFhaPgdCy4ugCNWp933OkjlYmfGowP5awfEeS5QgiNobJSyioGyxgqp+1rrkwLXjiX8XvPDXNhaojxcQO3LBOr0uaqRL6ytQ+OFFFqFaRFCXk1axfIFUtnnBYaa5oVL3UQxQc+C3PF8C8w1er5koOexeIuaIttlaA28pWEsjBrpUXCaxbqiZQx12cFC10HYRjYklvoyUp5vgT3mkr9CnVYdRYOEkFFnJoM1yK2TAScm40IMoMwAzsTmJnGTEseng4Su3xlAQmh1qwmsfJZxbxGXXp7SsqicnJDILNiJ9QUPvu47LFM0yJhXZVtV1Uto7RErIyhkINjUwY0p/i7oYqc5ZGDPhv+u0U++1zEuZseV6ZM/L4qTV6FKjR4V0JAnudsGE0ZauZ0ewLPjXn7HTkVz+PmvEUSmWwak2SpwZWr8zz99NOW1t9Z7/kOgC/M3SxGjOUROYq923NGqyY6N5BCceGGxb/9/RqtIKfTTziwzefgrowkTcnz4vUNXH1CFGfeXJu1+OarLnluIzHZ0dB4VlYAeGV0wa1zTKQUKFEAXCm5Cu6yO75gN0XkjuKcfljcg+Rm0NGzMgdFgWGuaTgu+xMts1BLVsBtDhLQAcgLoNsrQC8rpVZCSsKTL7nMLbiFYrNWTViroKxifDWC61v58dqiTxgVE2yfeLDPSydDuqmDbxi4aU6sCtqlpL6ldlB0xecriSZarlCNtdJkrmVBC3LIjeLzDVmMkdC6OBi3Vzo/w6RoLRzItoMezbfeg3xg9V5jWy59QbZdYWMz5G9/NECzyNPHDG7MKgyz+A6sDAQtZc1EcOeulANbBEsdj16/wmLL4twNxfW5gv6EcUFVOr2Qy9f+6DOtbgH42ZPP4rjOQ89/+4W7lYyoVzVSZhy9nHD7FhhpVBB4rO9bBJGm6+fMtSt8+VuaoDwbZ4UiIFaafy1DsLGm8UyNa+Xl+II1vYBr9dM11b+il1KulKZXOsJXOumLLTmKc27Ox3SDgrtJsQbcBrcM+hk04JqGLH6uidy3AHvlzkr1ZJV7W2aCZcbMdnKOX3LBsDBKejIoz69EcG6N4gW+BbocVLQyhL7UwweaeJKYHN4ZMdwI6LQ8/FThKTDTYsGqTBd3shbghVd7jS5VfuCqi1Hnqx1QRTjKwZAY5S4gBQSRZGq+6CwaFOIGs2QGUqUq85pBU4lcE6jWjp8YePMNpZlb8krvfMaDe1Meuy0r1aAcgV6xEqepQT80WWg5vHrKpNMvOvU7vmaxH2M6Pge3+Vy82WAxAHRE03LuvvPwfQ99/g+ffvGjH373Hw3wbj8lTqL3XZ3K7rh01WfdhIVObbrtKm9ehLGGZNt6zfhQCiKn1VFcmjSYWcjoh2LlPBxdNh8MhsfIQSSWctVDUYJ45VoBw6r/5BZQK1F0ohgFRx70VtqmxrYTzk0lzHcFVatQSeSAmqxw7tVhPwNgm4bEGnBugxW+bd9CTVbBbZb82zCKYZ9fecHmpVNVpG1gSVHM315xEN46o2XQVLcmiK8kmqtRvEg0s1wRhCb3Hwh4/8M9fuUrVeLMpp9JnEwTpay4/lb15xwhZRnF136UXPmslXnpK42scmXqrlJgmRmNakgv6HLiUh2nVJlMc/XZrTZeFFRv8D5vMV+toWSseQ6DxbDaK6tXCnuUv2MxTkPgh4LpBc2lyYzlXoYQGRMN2LZBMDbk4Dkmo3WDlIjxms9wM74jz5L3KZm/+EdG8Pm5aaqVyru/+cxzP7SwsMRwo4KlDExb8vY7U5rVhPGhgLYf8fTrDu3AxlIWE57BujG7BPcagA9wu5Z2DBKuNcge/Pt6zQMZRG+lViNGUaoHy8jKimKGa2fUKgkbxpb57eckc71hrEYBVEO+dUSbXAV4Ce4imq+J3Gt6Nq2yvc1csaqma+6EmITfe7ZGpm3USvVybYI5SC5XPJG3cvBBFM8HNEUWJ1Nkg2TTQGDyibf7/PaTEe08IcgcgkxgpqxEcSk1MhWrFAXJd3qPysMABnRlJboXlEZJAQZYKme40ePags/Llzy2NiV1V+PYg4LYKrUzyu78W7xEaxbz6u40AIMug9eg/1OWv/OaRa91mdxq0hRMI+PBQ8uYdkQ/SHn2dYtzr9eZaCiGKpLRRoZtSno9C0MuMbHB/6F7Hnz0uamp6ac3bFh/K8DnlhO6YbxzenFpB3oBP6pxfQG6cQ5IXMOganno3GWxbSCkwXBdYTcE48NF6VbDygu7dTb3W04WoDz5bKWBmFuG1Q9cagOOZ5mrDcN26cP2nISqFzE+1GWu02aht271OO4VerPKt4tIVAK7VE9MoyjkWOUBVAWwywrdoIfTLKeyronethlz/JLk4rSDViZKSiyZY4jVhHngx1hRCN+ionALB19tgBgUfbKypL5jfcL+7X1eueCSKIsgEzgKzExjpAIlNEro0gdSnnIsZHna8a20aHVmermfiOLob0Pp4p2Vy7BZTalWWpydHWZdXdBwNJ6dl5XffEVeLXbV0hej1qhFKz6bwdiPkrqutBWujv4QgjWJ8OqCMJRgfEjhOXVGGwlqJGO0DqnO8ewESxXSZxgplruSueUW+43WjpoT7jSInv6OCN50Z7Btl+3relywBaHvc/duSdUx6AeFUQdd0ATHLDpaapWcoXpA1UsxZE6mB3ruoEy8yseKL1QeM6KLQ0jDqJAao0SuDPdZ4XxSF9m6oVcahZ1Bc4GTUHNDhho9Jhd9fuY3hjh7rc56T5TAXOXbplnSkUH0MQfJ5UAX17fcprnanGyWtMQyisKOWfrLNQm//6zH0pKLsE0sqTHFmsTvrR6UNTRsrUS4snut8XEPyvZprogTg5Ehwccf73H8Uo0oc/AzCzcruLixdsdIdam7/xGRvFRRWDOBYABwJYo8J0mK05D7gc3+zRb/8C8v8I9+XXNlboihqkHTyalaq136A6p4q+lqzTEtuV6R+KK40LFXJdyBQUyvabnTpXUY0iIt4Pp8zsUpSd2zixmUZnEuExSKWS/MqVcitm+IiGLF8fMBtbFFgjD8Tooyd+XzuI7g9JmQilOUeL/1eszdBwPCWHH79oC7dsekqcC2M87fULxy2iSnkImqTsoT90dUHIM4Nsh1USyJ0+LlDR58kSVLBAZJ6tDquvR8kzSTpfpRbLum0rfwX9tKccykGCzvBvSjgKeOaX7pyVFePjPKOk/RcArr60ANsQcFnFvucgCQuSZyD4Bt6jJq5yXQB40T5a2Kg6rOXIfPfr1KJC2UlKU8uFYB+s4K5lur9Ssb9yCKr1FT8nyVppCZfPxdIZ/6ms/JKy6JMvHTYscwM40hxIoHZMUWMGhCKMLJLcWlAuiry64IKBJDSYK4GJdsmlXefkdG7a/P8ytf9Tl6ephrLY+arajbhXfeMVeblwfa/OC7o4tu+36oWewLAq3RIl+JzoMjVPKyG982c6CYxlVxYt5zf4FBRxamg1dOW5w/bZan6MFdeyL2bxPYscVD+1JOXKqT5AlzUxf5+/9sEUvltwK8156hUp/wnvzCr247d/0Me7d0ObhjCPIGJ89mLHUTrt4QvHraJE6KBzq9qLh40yjGOeSCROc8+VqEICaMiqh3/4GEN6+YLHaKByhF4WFOU7hrd8QH7o+puxJdut3EQGstCwmWkWGV/Y5VL8J1IoQIOHE552c/XePV80OkSZV1NcGom1N1iiH2zoppSpTTY8u7HNtmmmXhaEB9Vk4ky4uZISu8+1b+bRgpyoy5OGXQiy1QRklP9Fvssbc6CL9DRdGrkVu/VQsvu3GyNSCvmII9G0JOXozJcpswt4gygZWWTQclVUlSXXZBrRmFTFEu1xpyU6wUfvJyFvhg8UmpVqq/ShaV53v2Kg7v6vHaxR4/9+khXr/UZMl3qFqqOLLQLHw+1mBqbVm3EBRROEhheMzngw+1uGtXRJIOjpHRKEOw2JacuqK4/0BBOcLIQOQWOzcY5JlZDn7S7NuimFooqFCcwMYRi7GmYrHlcvK8xctnIsbHQu7fEzIxNrztb/+3P+5d/Zkf9bdv3VAAfHFxDt/vvMt0Rn667mQ03BGGavDwHQkHd0r6vknXt/HDYoxAkgt2r4edE5Sl1JzFds65KZuZbvHFQHP+JituQUOWoCqj3bPHYH4x5fsekYwNgWOkJR3IMc20cOrZKZ4b4Voh00sJN9spXzvi8MUXhjhxcYha1WBDI6fh5NRcXc4tWW0Sti2jBPgqJSm4/GDSVV7+fU3kHjT4qnylBW4AbtuKWe7l/J9/UGUpcEp6wqp68hbb6FuP7XvrNUj4dC5W5LvVCF4oKmlqUPMM/vrHejxzvMpSZBNJA18KLClQaTGaeWVxraTr+pZdQut8Dd/X5Sl0cs3KW9MZVC64NFM0KhaP3d5lpLrMH77U5Ruv1FgIqlxb8PBMg5pTGK1cVdiPLVW0vUkh2DSS89HH4OD2RlnPyFcKgVLmbB/OuXubxlA2uZbEicFiq8JLb1RZaKnydxhQm4LLJ6nm5jT0fOgFOe1eQi8QVJ0616fhjjuHf/r4iXMvRlH4hysR/JVj53Bsi/MXbjAzn7Nx1MCwWsxOJ9yYM7h/f0rdU/RDmyBSJKkgTQVDtYKPTS8q5pczeqGiYslbopcamP8Haogq/NUVR7F+zCFJc/I8xPMSPDspjtywYqpuhG2FzLUSvv6a5He+UeHyXJVLMzUcabNhGJpWRtUpRzuUQ3mKBuGiSbgwUInSd0I5BF6vGSM8mHiVryaVxio1KTry06LHUyVYVszvPmtx+rIL0kRKiV1aY401kujKGfHlQxBC/IfBvTJBStzSq5nlijQvWs7S1OTgDp8PPdzjU1/zyA2LUJqEUmBKiSHzsqawdpj9QMsAlWt0LshUMQ2sOKakTP5Wjl0sXIirx3yXA5dShR+Z7Fgf8D9+wucHHl/i2twyv/2NKi+eqjGzVME0rGJOuqGpmppKrqm6GkManL48TLsrqXjFDBmr3CEHVdFVi22hqCx1Ba+cjVls5cwsSmxT06xlxKkkTMt5MXFCsxJz/4GY63OK+StV6hWX4Rok/hTzUwZpGq9SlKoX4jgaz+vixx1mWiY3Xpa8etploSWYW4SaB+0wpxdpkjgjjjPedU/I1vUZz55w6QfF+ZUjtcJ6apQy38oATDVI7opG3ponGGnk1CspnlOMHK64IfVKQNXzmWsn/MGLJl8/WufrrzVoBR6eaTFegYZdJDwVW+PZZZuZs3a0gyppiigrk7ocAF+Ae6DBDoYCGeVYt8JnkWGUR34U0aYwGDl2zHIn50vP1VjsOOBYt9AT+R+iKGvyy7cS8FsrjCW413LxkqIkqUGzpvjgYz5ffDlgqWcRK4Mgl1i5xshESS0EMteIjGLqVVZIkUoVoFW5LlUrTZoKUrMcZp+r0mm4xquSyXJqrCKODaLIpOI5bBwJ2L0h4MH9bb75epevH3F58kidqeUqHceh4UqG8wK4XT9nci4hCE2qXjFXZrCTGuVA/oGGbqiimcQyI+472CaMI770gsXW9RnvvLsYP9KLbPqRQRhAwxPcv18y1xJsHE/RmU+lmpDIhEwVviQAY2n+Il5leOu1Sy//jasXFxhqKkBSsyq8924DgWRmWdFqQy/U9MOMICrup1/2cCzN7KLCMgzWDUsalSKxW9VJyzHHpU3VtsCxNTUvpV5NaFZDmjWfRtVnqNFjdjnmi0cMfv+5EV463aDd8/Bsg41DUDMLYLuD5mBrtfPdsVZHOxTd76ueErtUYwZRW8hSzlO69LnkK0AvDEXZCkUp3HNF5fLaNcGF6w65sBBSFcmlWOseXKugiFuNVmvPpWS1VqC1KCjK4IzPfPUgqIGikmQGrjbYuyVmx0TIUsslzy3CzMKR5UGvGaRrGw6y4kNyVRrRpEZmJcdOBYlR+FoGwzOzTJUqxkCLLwouSTkqL4wNwtjEDyxcx6Xqhrzv3oC3HQz4wEMBn3uuzTffaDC7UCesWSS5Kg7MyjL8MKfiFjvrwOBmrK1Olz4hx1I0qpINowLLjGi8S+JYMFTRBEphCwNHK/q5oNWS/OaXJcgMZaS4Tkg3TDn95gwPegf/xqMPPvLGiTcvXjNmFjROP56YXsjeffHaEko6NCoRlpGw4JsEYcpjd8dUHYdW16YfmHT6Fq2eoN0VBLFmy6guEjdTlj17rPDcVRpQTnQ1c1w7xXNTal7EUM2nVumR5D6/+XWDL7wwwvHzDea6HlVbsb5ZALso85e9k29tLxt0vtuyTDIHzcHFbRn5SpSQpSV0IF0qOWjkzVdOIBs09g4iuGkkKJXx5CseFxccMM1SPdFrqom3Kid/VIn+j6Ip+S0Kh7jFuz3g4XmmiCOT7SMxT9zf59WzFcgSYmkQ5hI7K3Kb4oz5IoqvVgc12YoRa20RrZD60nLccQFyWc6DLChokhV3PBhyHyuiAdBDCzdwqLkR7zgccvfuiOMXZ/jii20+8+1hbrbrtCOD8TBnKCgPB7CyldMmDCVLqihW6xWmZH5ZcmPGwzQ8DEMTRtDuQbuX0/FzeqFmwc9peD0eu92nE7gs9h3C3GCkZuAwx1gze3fNjSZ0Pb9mjA/3MSyFtbnHuQ1tJucVzarDxRs2l2dhoRUxOQt+lrNtYol33qWxXIv9OxRx7LLUsQhjhdar579bhsZYk7DdIveZGY5d9FOmech8K+bpNySfeXaE4+catGOXqqHY1NBUy3EOrjnonRRlh82gEbikJFYZte2yO97OccsWs0HJ3VD56gDMnJVOorX9n3JAWVaieOF9dryEV85L/vBbFYLIBtdYscYaperwHdXatwL9jwL4W4C+lqZkazris0wRpwaNqsFHHo342st9jp630coizCVuLrByMEoakueQDf6/y8/O1lSYB3TKMopeSTsV5fhjueZnSVGSokk8SiSxVbgM7djAsQzCcmqZYztUnJiHDobcsyfkI2+b5nefbXH0Up255SozHYu6J6iYGqdsF7SMrPS2r6k4l7u9lIWyFMaaxR7EWcLwUEIv0jxxb4eNoyZJYrN+2GFu0ebKjFGU9CuaK/MhF6cidu6KWW5HGEFg4ArB9HyV61Pr8WPNQjfkocM+d4VVrs943JyDyYWc0xccXn4zJyfivv0RH3u0zf4RhzhxSdJiupBRzgE01iRqppGS5imaYgJUy8/4gxdNXj5rceREk9luhSi38QzJ5qqmYuVFp/vggZSJYsGpB/JfAWzbLjrhXUuvjFNzraL73rWycvxwhqkKQ/9g4GWUFDRArES2oiJYRPSsXKwZllWMF/vayy5nbnhgWEhplMnlGmusLOeTvwXcg+s7/OBrqpm67GpaaYJYo4fnpfnKyAyi2GTf5pT3POBz4mqFKLVJlEGYg52DtabRWJdSXzF/BaLyFIYsH/hCWGnqcE1IrEKhSDK92ruZqjKCF902sV38tC1JZClCy8CJU+wB0C0b13G5b2/E3XtClv0ZXjhp8vIZh28frzLbs7EsRa6NYuioEmUr4epdnOgMaS7oZxnDDZ+PPh7x0L6MJKvg+6O0uhbzC4rjpzXX51LCrMeBbZqqU2HrsMdIxSKOgVxg/Jtf/wqmYTC73MU1Y+7arTh1uclnr0Tcc7BFrWHywIRDEHhMzXvMLue0uw5Xr8Mvfq7DD7xrkoduKySegQf4+qzg2qTENLNiqzc0n3ve5ZWzFRy7TpIaTM85RImJY0nqNmWne7ZielrplRz0TpbH/VnW4Ig8uTKMx1kZQl8eRVKOM3btokm5aMJIkDInSQyWuxXixFmxgg4AKFaSxcLXrmQx8+T0dcHTL3n4gQNVE1OKsjVtlZ6sKhhvAfYf8ec17owVOW8QwVfBvdoNr1TRCBHFJrV6zHseCPni8wEnrjnkhkUsjaIknq9SnrWUJAN6Icz7gjgr/CCuqalaxRSv2NQ4aVGhTrO8OFkj1aRpXp64UUTxOBFElsa2BJGVY1uS0FTlbEYD2zSxAhvbcrHNlIqZ8NEHY953T8Lk+5ZIsuKQrlfOWnzuuQpqMF/FUFybtbk8bRZNMkIgUs0Dt3f4wUdNXGOUc1dMWl3J7DJML6T0k4BqNWJ8LOWePS5zCx7HLmgObu/hZK9w8c0L6DzF2L3xHBrYsR6kFvT7im0bUhzL5ltHxjk/E3Jwe8C9e30evctluePQ9RVRDCNNze7dEf/2Sx7TiwaGUVhkXz/vcPycjWmqUklRCIoZHpYER2nWVUqPtspLo/utbWWWMbCwypWzLC1T3TqnZGXC6wDcKW55TqVnFUOBGlWffhQx303LATQmvcCh55toimqcVGWFjUE/Yo6SxaSsNE/5yksO3z5dAde8Nbks1RglVpNM8Zb71nko4jtAX3BvfYuikulbI3ieF6V7lZuEgcXDB3yeeKjP6RseaeYQG4pElwfhlp80iNKmKp5llGekqockAWUw23VZbNkMu5KGo6mkmsQq2g8HkXzlTsvDwMrTN+xEEMWDYlqOHRfvprBUmGWhLl+TvGfU3VXa98F7Mz58X4ZhJBiqqFIfO29w7LxRVLGNnLllzWeeqvKbwShjlf8/b+8dbld6lnf/Vu9r11N1pKNepzdPdcM2LowLGAyEki+EkBBI8pGEhMCXAAGCE0II8FGMC7g3PB7bM+Px9N5HI400GkmjXo6OTt119bW+P9619z4a20Ao3/G1L1mj60hHR89+1/M+z33/bq309SYs9XKu29PiLTtzLt8gc+xMlQPHZeZXMiqWzMvHTE4tLOK7S2QZqE2vhqZKLK1mHD8bkWQFqz3xzd09K7N9xuXCisWLry1z+fbzrF9nEiUqZ+clTixl3PH8JN94rEaWqZilDcnUYdskpfG3lHWuSVsYThpkkBnY1MqwKHWNAnBoKVOErFWTSjiPuDwO+22jzNgx0hIEFOPbIZbZY6kT8WffsPjKE+PohsWEK3PVBovtGwwqToZjp6iqVEKICiS5JEeVTpQDpyW+/LADGKDoaLKMKZfbO+m7XzDXntrfcVQ4VECvrfaBl1J6He5BQckUlFQhkTUKQ+MH3xzywNMBL5y0yFSdWJFFGsOwzwZdEYsvz1F586zMFdszGpUeltXnzqc0PvK1GvOtCt1Ep2YV+GkZYFUmNiRpJoo9LfN3EoVYL3tyXRS6EQ9cUeUwoaT6jkwfA3fPSBuuDKxvA8S1nDHm5bz/ZnGpN9SUnJjJWsxLJ5aYv6hxel6g7Br1PldvK8j6Tb75uEmSFYxVIxqVjNW+TM1TWO44LCyIjkL983t1ZFmm3YtYV495wy6Ql3Mu29hlekxcVZ5/VePEQs7HvulQ5Dq6JjF3UYzMTFVnxzjCyDCYa66xnQ2SAxRZHslI1zyqi6E+YWBdYqg71jRl2J7o2gDjMCC7jqJDbFMIsCwjwbFCqm4fVe3x0Evw/36txt6jDfLUYsIrUI2CXl9htSOXY8ucPM+Eyk0WPaAiCyREmic88rzBgeMO6AayrGKVoMoBfVWRRwrCYXH/VevL73TRHOq0R8IrMSYsSHMZpQwBUGSVNBPQnl0b+9x2XY9XzjoEmUmU6yRrL5LlCW4ZEhVXwTE1pKKBoRrUnQ7/+G0drto0z59+rc+9L9YJEpfQkalmiD48LUhSyjalINYEnyUpL5t6IhOt+bcR22BKOGgxUgnm0utapkF0SjF8ycMfKWnBBZae8qbLQt5xXZ/DZ1POLMQYWopExMVlizNzXV44HAIS082CXbNwblnn+p1d3jmbkmQWEjnqto0ibDWOM3y14OJKzkuvQZbFnF9MCRN4dB+s9mziqAqI5DDbgOs2laIbbZDctRbZNUg7Kw0OijS8jA0mB2nKKJGLgYpQKuPu5BG7pPRJCnNDjlki3Kwyl9IyxKltWyFVt8u5pYiP3GXxrefrHDlTY6IiM1nJqLsFYxUF2xTf9GzobpFG3/zB5VJLOHWx4NPf8ohSCxwdU5GwFcFV0Ya6jbWnt/R/VNzf3q58BxtbJov5dqoKvYmcE8YZnpHwY+/oc/eTfY5csEg0jTgvc4sYneKDBLpeKHNhWScvHIJIplHRuO3yDtONDrdc2edPvt7kzEKVwNaoZQV+lmOXLYqZFeVMvCDWcox0pO+JtYH0WMyyB6pCYNjupOnaCY40lDWspe8OnoIDJakYKzuYRg3fTtmzTmiDCjI2jUfsno2wLAF0bVZyds8WxEdMzszr5HmBoiaCK3/bTR8YP3Pm2C+fOPoMzYaMpcuoksly2+fVZXFrHvdgqiJaD11ljYtjreD9deq5NU6OUZRf+dhC6MCDSKIXyISxQAco0mgmqg1VgQN3ez5kApr66BI5SEfz7ADH6nJuOeY/fbzGnU+OYRo26xvQsDKqdkHFFglphi6X4VADyebIP6goOaqakhUxdzxq8tIxFywDXVFxlKI0Sq+JAClPnqEj6Tud0Jf8TPr24l7ziQVADrksRplyLpOmRckCFy2ULOsE/YwrN3f5wJu6/P4XHcLMJMoVsktkuAPoZU4YK3T7MoamCYNxIebb0w2Vn3tvm43jF/hPH405sVAnSk3CTKE6TFEW/XmcFpipRJIyRGkkmkyiKcOAXVURBSzGfDn9QAA2s6xY85Rec+iV2Oy1T78hUViWUFVVxLaUNaarBaYhhhnbJoUktxfCswcL5ldFC1tz4S1vvOGXt23d9tPq6bPHKkk8972ScpFDp+qYqsb1e7rcvimkF2p0ehYrHYMgktecdiO/nayMzAwDTUWRl/+UwwIvEWylBHbgwl7tarx2xiQtx3UiN3PksDEGWZbaqLCNsrhNPRkWd8Xtoyg9/t87Vb7y+AR7jzeoOgYNq6Bm5vhWgWeNsi1F7uTAQjX4MUMZJkHEnJqHLz7sgWKhKjquWpRzXLEZHQA25TWFvVa4PziRKYrXOWkGxTxozUYX3FEfPtpspmU8yMiZP+hpM8zE4AffFHDn430Oz9lEmkWcScOJSpYxFCiFcUE/FESrtcG0eSFm3W+/tst0c4k7nuzxh18ZZzHxCC2FaiqmLVaZ2BZr5Uo9kUh0CT0pkRql7l4vUygkSaIf5Bw7n9Lq5SN8x9DTuZaOwNAksXbLO3L/rE2qE5fpMIalbkE3iOlFsGuTzM07JAwjZrG9Sqt95nsXF+KKOubLtNsGZFUxyNVaPHW44Ohcga1FXGznvPHKZTauE8kMtiGsY4PDaC1PIy1HWVEs1r5ChlkMlzy2maDIMTkxL5+UeHBvAzVXcSz1Ev72AFFsli3JIM/SMFLMkk8oov9CfLfH86+mfPYBizsea7IU+tQtlYaVUzEKPKvAtUfFPWB967p4s6nDJIgcTUnR1RhFjbj7KYNXj3tIhomlyoJGq+bDfJsBm2Rtpg1Fscb7+O1r+UtaE2lU3PKap51UgozEySuXExbpErOwVCIaemHGjo0J776xy/G/dElSg6DEH4sJCGW8d04UZ/RDVThxZAW5jD4pipE84LKNPbZM99kyeZbPPVDniUN1QtOgksoi+WKYsiaKPUnLu1HZvhhZQa4X5Y5CYmYCZmdWeXBfykvHXfJCw5AkHL2cwZffQ8p2MUwlwhiSXFyWB4aIgYlC1wpMsyDKYLIa8JY3pCy3VCw9o+ZlpZDMIU9qXFiwSXMdtRNLzHdkXjojJhrTvoWuqaykCokFrW6f//zJjH4fHDPhvbeGXL09IYhHz98C0SvKwI51OdNNTYAkJVDkDFlOSPOYF45IvDYn84WHKwShQ0XR2LEuxTYVNFVMR+wyls8aFLYxcvKIZLRYTEqMAMPq8eQr8Ct/XOfFYw0U02LclakZOb5R4A6CWw15FP9nykMUsq4XpSUtL2E+QlR19mLBH3+9SqTamJpCRctxVbEQMVQxzhzonllTxFkB8hqy6/A0/64FPsqFX/sSF7QBzEhIRlNZJsszBPpDGAEUKUdTE/7Z7X2++liXE4sWfc0kSinX7OKiGJdpbYGao6lyeeFXL4HyDw4oz1H5x+/scs2Oef6fP4555ECNhcyhl6n4aYGXFlipyMM00wJjUPCZNPw7y7IID6h6Ejtndd50dZduvMKXHjV47ZzJS4ddokxDlmQUSUaSJNI0o1Hvs2NLgIxoadZ+46IYrt2ecPutEY6R0+5LvPDKJHlYxbEKLDXF0BPGan3GagnNWozjZKgbmlDVJGo3SIzXYvIiR5ZjLCMlzmLufkZDl3yQNZS04M6H4Av3idDPgcVMPOoK8iJh6/oWP3v7ErdennFhWSbJCz59v8Opiy4PveQj5wZVU2HCK5iqSbi2gqFJWAY4ZoFjZdhmVi5pyqDWMvLPNITiUFVCTs4nfOMpnU/dX+fIXBXLNqkbBVUjFwFSxij+zy7DW8VaHwxjQIodmItL/bkeE6cRH7/b5vySj6IZ+Cq42kDgJRZQg2nRKLF49HiVpAI5l0bskdLFXhSDVmQ0bRm2eWsUdYMRW1EKn9JMUKkURSgBB95J0afmKKrJVC3hp97T4sOfcwgSg74mY6dZmR8PUZKjx8LOFwz6ZEVCLvv6tSe5cLUr7Fnf43/961U+80DAN56qcvh8hX5k0hvEEiYFtgaWLi6SWekLKMr4kkiX6fRlzi14TDUVmtUe/+GDPZBWeGT/KqcWJD59n0eS6VxcVnjjFV1+5vaQrZMWWWaIDqC8I+WFPJzFZ7FCkBWkcYSmBjx/TKKb2NiajCSbFIVJQ0+46XqH5piJutwu6PUSllb7HDtvlv5LiW7fRJYgzTSuXi/jWqKgu4GItIiTYngrHqR+IWsoesqBk8vc85zBPc/VSHKTILDQZIVJB2pWTsUuqLgyNV+h6ql4joRr53h2imOnOGaCbYpWxCpTiB0zRDciWv2Ybz6v8KufaHBivgKKg28PAqREpoxjFthGaX4wL43/Mw3BZhlyvnXB+Tb0GNcO+ez9Cn92R50Ym6om4evFUOhllZB8vYTV5Jm44CQpZEUxTCYbcFmyXIxB1/og1xb5UPgkl5qdMmtIloUeO0o0+qEQPymKuNTlA6b6oMCVHF1L+On3dzh6bpm/uNemq5k4qoSpQqQKIq0eD9SREoqilK52QFIveQrlxUgeMDPW5//5sT4/+c45fvXPezz8fIWLbZe2ZuAZMp4u0pQdrZyWDNF5ObKcoikasqSRpA6dno7vOvhOxG2X9XmrGvKh21oUhNz3osTZBY25i5MsXGwgoQzf8IN0iCiWafckOn3xc88uaFZjPvTmDEnO6fQLkkyiHxTMLWX4fkbdz1ENQyZLZTRdpa7KXL0tRpJ0Wl0dXRVbPcsUeTQSBXMLBifnDJJ0wPwTumvLgMlGyhsu6/EX92r82R1TeDWbqiExVcvxjLxMCwbPFo/CiqtS8SRqXobvCASEayU4VoRtRlTcENsMyQk5eDJnviXxlUd9Hn6pyrlFF8PS8XSJil4Ks3Sw9bK412ZblsnE1kCMtfbCWj4hbCtmtRNxx2M+rczFNFV8rcDWcvF7DrJ7hjY4UbRRlrGwLPplz8jLAi9FRPmaFfwaV7k0WHLJIyiOpualEC3FNhPSDJZbPosrBiCV6RaloRsumfpooYnvJnzgjT3ufKpLN9LpajJWmmEkoMWjdAh1kE8vychSaU4pi3wwjx85+2UsQ2P9WMB/+6kej1wX8NVHbc63bPad8OgEJrauUrWhmopQWNEHF0P3fl4IFnkQKXQDVShROxaOFeE7IZ4d8DO3r/JfP6Pxm5/2uHmbxEStEOFfujCOq7LIvD85n3BuOUVGPDlsQ0KRNLGo7IOkwLaJgDhO6QcQhKBeWJZYXNI4esJidqJgpS3TqEZsnmkRZynffMYgKYQU1TcQlwRLxzYlHDPHMnNcK6VZjVg33ubExT6PHa5Rr9usrxRUrXyYNykuejKureI5sgiTcjIqboLvJLhONJTQ2laPi6sxh84WPLnf4LMPupxadOiFFqqq43sSngquJtLRrLUBUnqpER/G/5XFPci2NHIMI8MyytZHj/C9Hp9/QOH5QxUKxaKil62JJsaj1uBNYynYpoxjqVQc2L21w8Rcm2887RP3NZp2LrTvJQRpcOIWrzvC1xJwBzHjppHiOwGy3ONbL2q8dsLBVHM8R8Gx5DI3ZzBhGLxBclTFxNBTrt/R4T3XrPLp+206uo2tSkO/5GhqlCPL2XA+Lg3zfdTvACMSadNRqlFxIn7wzSHfd1OXs0sdPv9Qiyf2OZxadDm/7NDSNZqpQi0Vo8UsF5e+JMuJEpUgkukFGq6l4NoarqXR7Rt4tkmWqVy/rc99Uy2eOFJhQ12h6YFrDfT+Co4p06wXjE9GeFaEZ8RQpHzzWYMwNvBdm3FPwdJ1NjRTtk4leJUE9ZqtAb2JHuutLkFiEsUKR07JLLdlgqTg1dM6ea6gaypVR2bjpMKWdTnjtYyaHzNeC3CsPt0o4K7n4e5nKxw9UWFLo6Dh5riWjFsWtm2pOJaMZ4tHjO9keHZCxY3xnIia36Pqdllsh9z5tMo9T1c4es7h1AWbMNPRdYWKC7YKllIMo0gsvShRFkIjvjbbchAgJZKJ8+Fq39TTYb68Y4Ucn0v5i/tqzAceFVvG0/Jh3z0wVtimjGMquI5C1ZWYbGRcuS3ijdIyh0/mvHh4DFuTBb9FLcRMuijKYGqMGQAAgABJREFUSciIJzVAaMjSKJVZL1OYm9U+L77W50/vmkSOZK7cFDOeaeS5ysA3OWIFqsMk50AzqXgxP/aOHk+80ubkqoGlKJhKXk59KGXAA1lEJkzgZaGL+BN1KBcohgUulIVJoqFrBqaWsnki5hc/lHDmLS1eO9/inqds7nmhytllj7atMZEKGmycZuUERxiKg1CmZ8n0QpmuKeOGCv1QKAt3zcj82x/scM9zEY/s9TmxZFIxFCYqOXUno1FV2LxOYeOUScVVMHWdggxVUehHKsttaLUzzi7KvHTc4mJhMTFuop5Z1Jhf0Hn1uMymiYSVlk2nr1N1ZabNgss2Cc1lXog2pFZJmaiHTDW7KEqXV07nnF2R+NrjLkfPOGi5xo5xqLsFnq3gWApOWdiOJXpt18rxnBTfFunANS+gXu2w0unzxUdlPvtQg5dP+rQ6Fqai4NhQVwo0SazHtXLZMlAempowQYiTWxra1ix9ELvNSJS1JlfeLL2fkhTy0TssHt9XRdd1fJ1LdOhDc4WhYJkKriXjO+LOkOcSVU/hik1dnjlcpZvoOLpwlWfZ69qTNbPvS07wskhNI0GSQw6cllnpmowZEr0gp2OkKIqErCilBVAulx+j9kYNdTTV5MbLY37m+5f4Lx93aEcetioN83QGyDRxgg+2zvIaTok86sfztVMcGS0Vct2ePAranarFbBiLuW5rxA+8aY4vPNTivpeqnFz0aXkK43FBGOeESUYYFQShTD9U6IXiRO6FMv1AIQiF73PrRJeff2+P771uia8+rjK3bHLopI22YDBTy1lcLTh6RsbSzSFcyjJFWG3NyVDJWOqmXLE1ZPtMgutnqLKkIksqRWEgyQWbZlKqbpfxeh/biskLiV7fxjZ0dCUnl0I6QcjnHpE5et7k5WM2WaqRxyqTjkTDBd+RykeRim3JuJaEY4nCdu0Uz05w7RjfCai6PbKiy2cflPnGM1X2H6nQCi0qpsKmeoGpCrXhcBFSCpyEsWLAPymLW5fKObc8NEFYOuLUNsV63zSy4XTGMGJcu8/jB3O+9pRPlDs0dQm3jBYcatDXmCssQ8Y2C2xTLJ8KCnwXbr4y4AuPxwSxTmqW5t7XzcNfv7gcTlBKDbqpp7S6KU+95NDpqoyZIjowjHICPUNT5VJeKszbqiqjqwqaqqKpGv3IxLFj3ndjj/ueWuGBfQZtXcdQpNHsfsgWz9cUurKGLS4Pv9qCURZ9omYo8gCjI0aZK21hJnGsiGu3heyeDfjAsQvc/UyLLz/Z4Piqw1isUI9z+maOG+X0wxw7zOibiij2QKYX6HQClXZXo+Y7bJsM+DfvD0iKHvuOdXltTuXBF11evmChnFcFb9JMSSJx49RNg0bFoGFDxU1QSVDyHCXLUc9eDJm7GPHy8ZxXTpt4VkHNljFUHU0Rz8PJyYhb9szx0nGDx182OXiqQRbr6JKCZ0h4LlQdMbVwLAXbEu9QxwLHKnCtDMdKca0Uz4nx7Ajf6eP7HV44mvLrf17l5VNV0sykpstsbRQ4eoapiZmzLIu5cpKJyYTEgFcointoMB6mog2MEIymJpdoV8TI0bVCgiji7mcsjiz42JaGp4kcdxEtONChS0Mdulk+DQaBVLKcoykSrlmgSilBLnJpRnPwYrTZ5NL1/BBOOgDMqzlZmtMP5SEhLCrzMaM4J9IydE0iLBnnmqoQqjmqIgpcUzM6PYuZRsw7b+jw3BGHTljDVIRMWVmjnxGqzmzoH5XXpLVJyMPtoujJM9RM/JoYIwonvgA05Zi6iWU6+G7I9dv7XLe9zw+8+Qy/8ec1Xni1xopj0LCgFuV4Zo4TiILvWRm2qdDpyzhdmdWOwcKqhmtbVN0Ez4m5YVvIzbtCfvhNLQ6eXubxAzovHTO4eYfOhoZTjlhFhmrFjvEsoWMfn4pw3BDVtxXiisyeTQXb1sWMV3KQJOJEpSgUPDtlqZfyf/9xg4Vln4Yj0zQkfB/Rcpjy0NFuGSKJ2DbFhc42Mxwrw7WEa77iRnhOH13rcbEd82ffsvjCo5PML7pUdJm6V4hvgCFuyYYuoylCvBUl0O3nRMmAXbdGNz4A2Q+cPoYsTm59Td9d5lqaeoKpJzhmiKoG/MU3VT76jTqqauHr4GjlBrX0lRramogTTSoze8R6Wi1lBxK5AEiVctXR5KQcERajOfiwuNcuewZFLuXDIK4M0eak5Sw7TsRGMk4KokRCH7xiRQiTYhVd1eiHBoZm8VPf1+bExSU+eo9FK7IFzzAZ6WfECS4jDy6dEkiSXK7H5eGKXJLF5nS0cBHpxVEsI8mgqeJ7a5kZ3b6Oa5t4jsVl6wN+7+fafOWxHp9/1Ofcis9yX6dmQc1C/DuHudh59MW0a1RDKpah4FgGruWI0F8nZte6iJt29lhorfAnd45z4rSGawlEXZJmIFk0qwXrGzGqW5DLoE7VMzwtxi86dGKLC62UHeu6nFvWOb2sY3dSHnreRE0drpuVqDgytiW+ENuQRRtgDoqpKItoFNjq2kmpzQ6Is4DFXsRfPmZxxxPTnJzzqZoymyoFnpnhmozGe+bITKypkGQZJ8+HdENpuGhRlUGY1Cj+zyij/wZfj2nk5VgwxdJTTDPBNCJcO+DCSsw3nqzRC30qFWW0rdTW0FRL1ZymCZ7LIM5kCAgq+daUXO4CBDUKLnl9+xy8GAq9BqEBQ999UZAWBUkuIEsDwdOoyEt3TSKhxwPWedmqaCIacKwe8b6b+9z7dItjizotVfhIhwVeZvysVX1Kg8mKLA3/2yBGXZhRcpbbMifOC7+mpkoYhoxtgG3mOKZKN9Do9PXyFA74+Q/0eP8tS3z1yRZfe6zCUt9jecXA12SqVoFvFeW9KCs9t/LwR0uXyxGvimMaOJZDxasw3ezxQ2/pcu8Lq1hGwflFhfaSxNZ1EkWu8eIJB7PpM564qLnkkEsOndAiylRWWian5lwW2zEHjhv4lsb6hsSedTK+K+OYI82IZYh3ru+k2MZAzihOIsdK8J0IVQlY6cU8eqDgsw9anFut89pZn4qusKVW4JtiPi7GjuKN41jiMudYEq4FvpMzPdbh4Zd7HHqsTtMRoMkB4H5QhEZZhAM0xaC4rWHvnWDpYnGUFyEP7NV56GAN3dZxVXGxNNae3uoa5LIqraFgFYxSh8Wi4VLda/nDd1jRf6ePS3LsC4nycUAyWNMPZKdZTpLkJcqhLHJVRksU9CRHS1T0WENXddpdm5v3tHnLNW3OPmDRSSoYZUzIt7Uqg0hCSRIMd3lEjNUUiUKXUJScihvyyMsRj71UZbqm4lmyGJsOW9LBZERMR/qhhtszqbsB/+p9Pd5z/TIX2st86gGfF454nFi1sFoKvg2uMViUie+tZeRUbLB1CcOQylZU/HknzlUYr7u8/4YAzw14+QSsrKr0YpnVToZnCbBUxdFQz3U3tjrL0b1HzzrvzYnYPNnjpeMmKi7fd71MsypR8wtqfoxjibQDCoGEcMwYy4g4MZ+xGhQYWsamyYyJesZSO+NCK2PvMYV7n7X41otVyCxcU2FLNcc3y/m4wfDEdiwF2yxnvnaBb+dUvJSJeoDnLLH/lEEvlmk44nIk+tCRNnlkZRupDwf+zIFAyzQiHKfPUy8XfPjTdXLJpqJLuGrZmqhroO/DE3yEwtC00dx6YE6WlVwsBGX5O8aVfPfK/vb/lBcSRSo0AGkh2pRkWORCP58kObEmCjxWKU9zBS3Oh6e4FhoYmsl/+Ec9Xju/wqP7DVqyhaGMYsYHUt9RgWevO7UlUk2EUkmAaSTs2dLiMw/ZdAOhsfedDNdW6VsK/UhMSZxQximLvGdpdPs6jmUxVQ/ZNtPn1t0tHnipwzeftdj3msv5lsnxBYPxRsbGyQhDgySW2XtSw9RVHEP8W+dFiqZJeKZE3VWouQ5jNZeZ8YBmtcvZEzobp3J0xeCG3fq9V13ZaKkHXvjMRVmWfhNVee/KqsWB4x4370xZNx6TFjl1LyLNAp54RUNSZCZqMbfu7uHZGY+8rHFhReHB5w2W2yqyknHVtg5Xbo54+YTBc0cqnF10iQKTcUemauW4RoqtS4JIVRa2bQghlJi4gGvn+OUCqOYFbJha4SuPxzx1oMmEK8ZdagnS1Nf0yIa+pjXR8+HGUmwrYywjxjJCLq5GfPSeCqcuVrB8rdxYFpf03vqa03sUYDWgqY5YKpqW0e8XHDiq0ekLnfnf9iPNJHwL9mxLePBQKlzzmVRy1EXYlmhXylO8dMrHiUQcy0TKaKKiKRndwGLdWMI/fU+H42dszvY0VhVVZByVTqQR8mJwkmdrtNgC8JmUYP40VbhlT86tV65w58NTZLkkxoBxQhhlAodtqQSRRBApYu4dKDimim3qdHomtmXj2RFvuaLPG3YEnF/u8sJRhUMnNHZvLrhii4Iiyyy3C+5/QWduReGxfTYVu+D63TljVbCVmGcOapxcsmgsybxwWGFmzOeGXRFIGZmU8+L+F3/zxX0vXFQvLA3WtBLT9YjNU100I+WVMxH7T+hYukSR6hw4YaLrJpumIyZqq+w9ovPFhxrkmYFvKHimjGEUvPSaxKfvd0nyCq6m0XQk6hM5rp6W8+jBEkbQqCxTEQVuSbhWgWdn5aUioV4JmG6u0k/afOHxMVTZwNPLCG5VKsOjlBI4xOsKOx+NBI1SO26EmE6fP/yqwZ2P1VAcE09D6LxLM8cALzdkiw8jPEq8W8nWGxhqDS1ntVvw7H6dflelXl/DQ/8up/TrPwb67zSTcT14wxURn3soYbHDkJc9UAYOHO9JUpBoZXGrMrFaoKmCQhXFg6mKQbdj8d6b27x6apn//imTruxjyDKanA+9siJ2JV8THSMWKGosfLGxVhDFCr1Qw49dfujWNvc9tcJr8zWCusR4mhPGBVFclEsdwX0PQnGA9cqLo22oWKZGu2uw0raoeBGbJ/pctrFDzgoHj/m0VqewDI1JL+afvysgl7p8eX2HF4/ofM9lFWYnNRwzZ8sUhFmErSe8chIWlg2eOKyzadxg1yxYdkaWFajvvj4nLxRMPSCIWpy+aHLuhMpK20JVNJRUJknhlp0w3ZTYOhtx8KTPHY9WqKgmG6YlJmoKE3WFnRsD5jox/+2LPlqmM1PN8C3RhgwK2hgiH+ThCt22wDEzXFtsNn0npuYH+E6b+XaX/3VHlcOn64w54L0OkSxGd9JwfGeuNSK/rjWxjIDH9sFf3FcjxsXTZLwyv14vqbP64NQeOovkodt/yDBUB6bZvJQDZ+VIREFmLXjzr63sS9MNChEcIBUZUp6VF02ppE697hTPcgGtLwNio1RGS4WFS1NV4jgnVDNU1cTQE37sbX2efnmZB1/RaMn2ENo5PL0laagzHxW6XLryy5Dcvs5q22H7uoRf+kdL/N5Xc86264SJwlgi+N5Rkpenek5oKpiRTN+QMMPy30pXsQwV2ygJaR2TiboOisynH6iweNFmx3qNibrDZMNndsrl/Tcv0QsV7njMY8eUxlSzQsUVc25JzrhiY8JKM+f0YsHeEzmHztao+xZplqE+sE+AyS1dpeH4aIrOno056ydCLKvDY/uqeLrBhomU9VMtnj/a4+uPeYzZBlumFKaaKlNN2DoTMlZf4v67JaTUZFMzE3oCW6y3DV0exvUZ2kCgVWCZhShuazBxiahVAjynxVceTfnTb4xxerFOw1Ro2BmuNZiyDDiE4k1ilugIc63UtlQjWnqEY/VJ85Df+mSdExcrGKaOv+ZiqQ9xFaxpTV5X3EPy1SAnMkNWspJ5LYG0Jrngb9qXDABACPgPZWhrkWdCilu+0mGqdFnwg0tnqhAn4uuOy687UmU0VUGNxWy817eYGUv4pZ9c5elftunHKi1ZR5PKCBRlxHUZFLgiZyPSgSKhqgq6qovJkerz3ptzrtt9kT/6esgXH54gSHUmkowwKXDjvDzNM0xDISgnXIN2UizkVBxLoxJoxKnM7GTGzo0RH9kXstqFLVMySy2VlY7P1vUK77t5mU/2l3n0QJWNYyozYwq2HfHEwRRDt9g4LtH0C3avi9kw3aXm90nTAnXHxkmQFKSsg6Oc4dDZiL0nTaZrEqamEMYyOy9LmBxfYu+JgM8/WKOiG+xYr7FhUmX9RMrGqS7daJXf+JzCiXM1tjclZppihe3aKrYp+uNR4jAlo1BMYYSCMMF3Qqp+H9ducccTEr/5uQlWOxXWVWDMzajYkihwSylnpTK2KUZUdgn/sYfgn6SceQvnjySF/MnXTF465oNq4mpga0IzYqhly6Ot7blHyW7q0IM5ItIqZRCqLGegFEiyApJ8aXSJ9N0P8nI4yODtMAD+FCXOmDwjyzPiQi114SIWJM0GL9GHJ6UhOE5BS+TyKaMQrVkAqYqOHltctbnDv3jfEv/7Kzq9WC1P8YEvshhJCBhkbmZlscvIiowiK8iSjlRSszaNyfzKj7SJ44w7HxsnTi0aSUEtKYiSnCiRsCKhDBT4vBK0qYjDzjFlOn2dfiRSJ96wbYXGj1/kI1+vs/e4xcZuTqevEUYOOzfK/OhbViiyZQ4d95BlkxunVN51Y4amh0zXAs4uyRw8bjPRrFBgkRUZyic/+jvcduMV65CKn77rocPYhsflG4VmW8bnup0prrfMH9wBj75YZVPDYs9GnR0bZXZtDNg4vUxULPPhzzscOlZlQ0VldlJhoqEx0dAYq0s0qzl1P8ezS622mePZGb6bUnFjqm5EvdKjWWuz2Orwe3eY/Ok9k3Q6PjNVGHNyqo4kJAC2gmerOLayRgIglkq2mZavBNtKsAyhI69Uezx+MOe3PtZkrlfDMzVqeiGMEfpILTgEeRrKaKa+BjBk6kKFuLavtw2ROPGJeyushi6eIeGqI5aimL4M8jgHEYZrYwvzMqIlK3XpYk7/5GGNUxcddFXFUksnvzpKelaGZm95OPlYO/4bqQ1HIbuWlbNtY8DBw3DstEGqla4a1mDnXj/oGV4k5OGbkVKIlaQqVVfm+u19psfavHJW4vSKSZYrYumVFWQlhzxOC6IopxfktHvCjNyPcsII4kQljHQ01WDPhoxtG9o8ehDOL6sEvZwohn5ooKsWb7s2ZtfWFo8dUJlf0PEti4urKmfmDSqWznSzx9bdb2d2+7s/WmluO6f2Yx0l0unHBuM1iemJHicv6KxvaOzeEhCmq3ztIZGVecNWjU3rFDZNJUyOdemEHT73SMFTB8aIehbXzEpM1FXGairNKsI6VIlw7bikJWn0Qw2pAL1MSnPMmJrfA3o8cTDhz+6q8NAL4/iezmw1p2rn+LaEb4nidm0V11ZwbAnXzHGs/BIXkG2O2hLbEK3J8bMpf3xHheOrPoah42uU8RuDnJ5RaJWqXor0FZfKkdRUXQPcVJQMpIzDJxSOnjTQK6C87uSW+O7H+FrP5oAuG8USO2Yzds3GPH4gEyPCXBiJBz14lg8Y3wLIoypSeYpLw1Nc0FvFhXOgA1cDi2k/5Z+/v82pBYPXLiq0JBMZWWxjy69K/E/8/BJbHjLibyiWWQM4UdVT+ZnbW+xYf4E/uTvgmVebhC2TyMmppKK4dVX8Lv0I4lwAPl0zp+FlNLuKSFcOTTq9MdZPWvy3n2rz+CsBj+93eeWczWovZ6WjsdQaY/cmkw+9tceDz8ccPOWxYVxl3XjE8QsFNafgegfGqhJBIKGu9iRSSWK1KxPGwlM47mvU/JAXj0c89LzHxqbN265R2LQuY/O6Fr24y13PZXzrOZskcthQk9m5UWa8rjFel5hqpkw3Awy9x0o/JMhjDpxQ2DLhoKs+qpLjWDGeE1Kv9MjzDn90p8r/+NIUsuwxXlMYszMqpRves2VR1JaKa8u4toRrlcVtpsPTezQtiTDNCM8N6AQRv/lJhzsfryNZFp4OjiqUgmKpI4n2ZE1Q7HB6Msj0+S7tiehTc1RdAllZk3L27ejk18/GR8U9cNEPdB8KZDJpIoBESTGapAwUiqNLZ1725PKoTUkl1EQuv2alvBArYmCgGOhqwntv7dCJl/gPf6hxsSezKhlIyBTkJayzNC3kuUg/KwYmBlXk+5TA/CyTSEv3T5yo3LyrzZuuXOZ3vxzwR3dMcmbFJfQkGnmOY4jsUsNO2TnTYt9xnUxTObZocG6lYF0tp9VVaHU0VjpV1k/YfODGFu+6vsU3nw946HmXMwdMzi9qnF/wuWyzyb98/zLferHLybMmxqoGSJh6TN1LqXsJoZqiaoqGodnzvqXct2VD7e2StEg/6/LNZyWkwue9b1DZtj7B93osdEKefDXm1dMqT+6rMFXRmJ2RGaurjNdkppoZ68cDPKfDqYWQJ1+BR/ZZ6GoFA5lbdutcs1NhrBbgOyG+26Yb9fjoPSZ/eOcEhu4y6UDdEu2MKO6B5FYpT3Ah3nJtUdyOmWKZQkBllJtKQ4+wrRBZ63PPowoP7a1QqA62PljHD/pugajQNNb035fOvYfpvGqpxCvRY0rJEs+LnHagl/23uLS9fjz4XS+cIwrn0GQgilzGs3I0ORWTlAHGLWd0kqeQKpCqYi6uKhJqyQ4UzG0ZRS1QYwVVUctTPaOvmGh6yluu6vOeN6zymfs1gkiiQCcthIc2zfLyDVWUb6q89JcWZLlaCsHk8v9LZCUoP80Uap7Gz97eRmGOj93V5GJQgUJGUzIqPly5w+DWK20++MY+mtHi4X06Tx20OTxnc2G1YP1YxmpHYamlM7c4xuyUy/ff1GLM73H4dMD8ksEzh01ePWOwbd0EV27vs2t9l1dPFix2dBImCSLrPt2w54MwRvmTP/p9fuT7r2iNVbNWtxf9yHOvLLDas9k8bnDzZRHdJERS+7xyOuCrTxg8tc8lizx2z2hs36AxO6WyZV3O7k0BM+PLXOy0+MazOZ++3+a5VyoY2DQtnU2TJpNNg7Fqyni9z3i9xaMvh/zPz/t86bEpdNlmxitoODlVV2hefEdY23xHxXMVKk6B74jYE98RLiDPiXHtSIRVmSGWIX7UtIB7npL49Y/XOblYRbNMqnrpsSxfpjEC6RuGIpZFhlIqExktjkpwv1Ha3Aw9xdBTbDNksRXzu190OXnRxzA0PI3RG2iINZMu6cGHGZ1l+sSgD9e1FF1LxZvUSHh4r81K3xY8xgGc9HVckQFJaqAGHBGipEvCqZQ17n0oGPNTLtva5+xCwbHTKlEuEyETFzJpJpWRJq8zbOQjfXteyKV/Uzx11no5dU3lhl0Ruze3WA1yXj7lYKoyNbvANTTy3MUxbequzvXbY67d3sV2QuZaOa/NKay0II4L+oHEcken1XXYOGZw2xUJW9fHFFJEkKZYRo8XDpsUuclUM8O1AiqNrXSi5i/sO3j82ZvecJvI6InjBFmWSLIMU9HZuT7lwkrOvuM5L5+Q0VUXGZm6rnHZZTI1X6ZRgbFaxsx4n6rX4sxSxJefUHjxqMvFRYuqpXL1BolmRaZZVRmvy6wbjxmv92lW2jyyP+JXP1nj6JkmkxWVcXfUkrh2qWuw1fLklvCsvDQmZ7h2PPJuWhGeHeLZIaqWAimylHBmOefj36hx5JSH5Av2uKMOpiaDsSAjJeLaH9cGVq09veXB6Z0PDb/dEI6c0cSIkEtVgn896WqtKGsN8KeQ2L4+xbcyWMpJC1mgkXMhFx704mnJEVTSwWYVlEQuR3uU2nHRj0eqwBSLTadONzDZtiHh/7q9zfMHdU4t5aShTqfQ6KoqlqngWwrVJCcecsPzMrk4L/98hSwVb4gkQ6RCpDJJplD3Fd55XYvN00vkucRT+8dxdAlDS0gyWOlonFuoMF5zmBnv88FbOtyyu8MLr3W591mXvaccGgsaMw24sKhw5oJB3R9nqplw9eaYq7dkmHrEyyci0qTg4EmTCT+jyFKSLCVLU6AModq5axeGYaFpMefOnyYIFHwTikLne65UKAoFSZZKw3DOWDWi6oU0qm2OzUd8/WGdx/Z6dDomFVPlshmJ8YpCzVeoVWSalYKxWsTMeJfpsWWePBTwnz9Z5+SFGusbCmOOWAh5liQsbraCY6ulaUL8ma6VCd+mLTIzPTvEc/p4do9XTmc8dVAhTgq2rMu49eqU3/usx2P7XLANNEXFVkZUKl0dqRBHXL1RUKymDeLwLs32UYapYEJQJpWoZV2Tvm1EOOxNypf0nTqTtW6fNVk9RSHEVHkuAlLTXCCVszINWEwmykJPBa9wcJKPZtdllHnp/hH6GbWMS0xJEo1+z+DWy/v8mx9d5bc+XnDr1Qlb12UEicpjBxz2n/Rpmyb1VKFRQjiTLBcjyywlK7N90jXRJ0k2sLmJ5OTZZovf+IllfvkTBU+9PEaSKURJQi/IaHVVllsa88sVJmo2k82Ad17d5cadXR7e1+fhlyyeOe4w5qrUbZlGRcK3ZWzTEng4bHQtoyDD1gtWujq19bNs376TIAhGBT42OQHS7P2dl+7+cDvU/8PZOaEJ6UYB77ghwFRldmwQJ14YJ1xsJTx6qOCpV0yWVh36XQPPUNi4XqZZFnbVk6hXchp+RLMaMl7vUEht7nkh53/+5TjnL1bYVIe6nYvitoULyLEUMQK05XJ1n+M5mbC32RGeE1Fxe1S9Dg/szfjoPS7H5h0uLhhkSc6E0+YX/vEy+4/rdEMNyVUxFAlLyTGUNcU9PL3XSG0HoM8SHbe2Bx+SUEu9tliI5Jcc2aMZ8qWF/lctfUYn99ppijzwjUGRl97OQcRgiWXLB1tNkIcBqwO4pTLk/4mJkJioxGqOriokiUqqaSSJhu9LXL4l5gNv6fILPxEwbulEcca5xYiTF5f5yD0VHnq+Qd82aKYScZYPIflJmUWflvTbNFOIU0lcfFOhXYlTlelam1/9sQ6/95WUxw7UWTlnMd3NGWvH1DyFmqdwcUXj3KJGs+ow3Qh45zV9btkVstjp8tQhlX2vuRw4pxOEKrpasGNDhKoXvPu6iF7fwdYTFvs684sXP3zzNdvv33toblTgkryRL37u3/dNnZOyopIXOY4hYWsGn71XZSUIuPmqEF3JmV9VeP6QRxqbVA2ZuiuzaZ1Mo6pQ9WXqnkS9ktGsxDSqAYbRxzI7PHag4KtPujx3sIqmaGxuCEaKa0l41qglsS1FFLudl8Wd4tkxvhNTcQPqfod20ON/fMngjifGeO1sBc9SqJgQKuDWQ67ZkqIUAY/ur1Igo8kFRtnDDluTS/TeSunaoaRdjdKP1ZKjOCBODczCQ/SaBCXl/JJZ8tp25TtdLtee3iOeoTQKplqzwx9C8dcYKrIyElBk1FM+UdYSfeUhHHWwbo9VmVhXSFJRjEUhwqY+e5/D3tcslpdkdL9OnKg0vIRNk302jLX42tYen/zmGKdbFaJUFjKBcpOalVtVsVkVp/kwxCqVRQxholJ3DX77n3R5+tULfPUpk8f3V1gOTdwVaLoZDU+i5ivM+ypzix7Nis1YLWa2GbDne3vEb1vm2cMi8U9T4c1XZKy2Grx6sklR5DhGgq6ptJdWTv77X/3P/d/5tf86KnCAy6/+ELZlcq71DHHvea7cGtOohhR5g+ePuHzjEQepKHAMiQlHojEmUffFaV33ZRrVgkYloVkNqbh9ltoBxy8mPPSSyrOHG6x2LEhVpl1EKrGB0BAPZLKDKYkFnpOvEV3F+G5I1ethGR2ePZLw+Yd8vvzIBI6ls7Up0BQVG6qewg98j8HW6QoVt8ubrw54cF8N3aZcuRclWH+kQtQHNreBlqWESxpamV+vFmsKfM1rTTddlPixIafwO0xS/qpBSlGMBFdr83rWct/WmifW9uLSGpAn5OJNNrxYyqMTPCnQNIU0zcp2QmyXH9mr8cjeGmeWG/zGJ+CH3mhQ83IqbixQDH6PX/hgm02TF/j0Q32ee7VJkOiMre3LB0zxNad5nKrEiUhnCyOFbl/DtW2u2hxy+caQlfcu8NwRiQf2eiyumpw+bVC3c5peRt2XqfsK9YpJ3TdoVjwalYgbtoY4VkRRSCysuhw5aXHvi32aFZ2dkzLXXbeLt73rTaRxyLcVuKRNIGkWqmpTc0POL0ncu7dJ3cgY93N0RaATKo5MzVep+wqNisR4PWO82qPiBShqn24U8cSr8PkHXV47U8fUdOoWbKwIBINWWs2MUlVoD9oSS8YbtiSpKG47wndDan4Xw+jw5Ucl/tPHJ4mjKuO+zJidU3OEH7ReUZkZ11ClCivtGF2N8K0cCSHyF078gaZ7UNxCZjtQIlrlut/QBdJtbd+9Jvlm5NIZnuBioSNalG9f03/7KT7Aua0t7rVz8bUR25cm+gz+6+AUJy0/Ny+GVCnRLl26sBIGCZk4ET1ylounTqcvE8UWY44KMbxyXGFmQmOsqhJG6jA28PabOrzj+mX+8ycivvzwBKczmyiTSPNcnOiDzM2h2lEhSWSiRCKIZDqBit420DUHy8hwrZjvvTrgfTf2OHyuy+cfMjh0yuLEssHZFZWqlTFeURirKtQrKvWKSrNiUvGEuWa1K6MoMT/yppiDZwqWuzKeY7NpXZMw7A+/08MCV2UFVdGPVV3jeN60Np+7mLJxLMc2Is4vS2iqLlSDDZ2JhsTMWMr6iR6a3uNiK+Khl+HMoswjexsohY6KypUz4Ftgm+ICp0iQM/BUCgyDbYp+37MHp3YmjMlORN0PaFTaHDgZcf+LOn/4jXGS1GNdBRq20KZUXImap9KoajSqYvOY5QrkEoUko0oSujLKUB84dYSGfICVKLDNQoCMStinquaXFOYwR37NZZBicIOULvFZyt/h5JbWHOnf2QMhfdvSZ2BTlqRLg2al8pcGs+o4Fd/PtCRKFQw0JALTJg4VETMisnbEKZvlsngzyTJaIRZHy60UXdMpCrVcIolFUpyqNHyV//LjHaYb57j7hRovH6vRj8UELBnqY8rczbQgyRSSVORrqqVQvigRd4Zu4VoenpMyVg34ue8LQe7yyP4uJxdUDrxmcfC8gXlBY31TZrqp0K6rTDVlZiYi0iLg/LKE1TUw5IxEdlF1/7hlGseKPP32At+6aZpD+75639U7jc8+HzZ/5ZlXzuGaEecXNU4upkw6EmM1ja3rYedsh37S4dhCxNGzEk8ccHjtpEXd1ZjxoOrKVFwxEXEsofW2DcpwIYlOT+Qhjoo7ExdJJ8GzE6pewFitRy/qce8LKX9wR5VnXmlQcQw2VHLqlljfVxyJiqtS9TRqnkTFEVB8VclAKshRUBUZQ8mHT461Hk5Tl0sallA0OqX73zQSwRqRJXqBwI4VhYwsF2SZWMR8R97g63rv73TZHBb3JW3J6/kpl15P5bLAFUnIBAakgSCGbigLbqFSDCGgUKoClWw4SdE10MtTPEnksshVikJCKjLiTPx+nX6G2UlRFA0KhaLQxUo+E07/ekXll36kzVuunucPvhry3KsNXlu0WFcp3UZpOWXJ02HLkmSCHtzp5SysZhiq2EEIQpiOZ+tUXY+an3LbroD33djllbM9njwYcPSsxvKqwdxRix3rCmRZY6pZMDvRptVx6QSgSAFyMMPplfpnT9z57H0/9gPf++0FDuC7ElVfuef4Bed2JPvKMEkJ45w4SfEdi63rC7ZvWKWftfjiIxrPH6piKTqOoXHbLlFwriM4KK4t4dkFFTel5sX4bp+jZ2FuySEvbGxTxrfBczIqrljcVNyImt/HtbqcXezzmft1PvXAFN3IZ7Kq0LBzKlaOX67vfUfBd1V8V8Z3Rc/umAm6FrH/uMTLx20sU2TqDBIjLmlNDDBL8ZdjZXh2jOfEVL0Azw44cMJkYbWBLmto5Ymuq0rJ7S6LfA3VfnDxlNbGmqw92tf23UhD2tVoPDgq+GFDIomFjYj1EH8HSxdjwIqbcaEXc+ikgWMqNG0hfZbKAldlqQzilYjKv3uUCFNEkqh0+zqXb+6ybWOf54/49CKJXlBglgwWwUsRIb9rI1XCSOXKTR3+4OdX+eJDAR/7VpPzFyv0E4XxNBvNy3OxIJKQMDwZRYtZjXq89ppOxVJpuAWePdhWS7iWju8aVFyfqWbM913fR7+1x/NHIr7wYMqRORtZkdk4LbNuIsY2EuIYVNVkS13a102te4bv8O9U4Ou2vI9f/NXffLIopBd2bUyv7HQTLEOh3TfZs0lmy4YV9p7sc+/THkHPYktTZ7Iu06jIeA6CNehmNCoJFSfGNEIUNWSxE3HHMyZ7D9nU9ILpZoFliOKueSlVT4A2m1XRaz+0L+V3v1TltbNVssJixoe6lQ15354l45VbTs9W8J0C3xaJaY4Vo2shr80pnLlgMzM2mH+vOb01pTy9C2wjL9EWCb4bMVbrESVtPvEthacOesxUVa7YqOK7Yppi6oJXkhdrVd9iyTOMEuT1icfSpffNNZOTtdvBopBKR/6aN44koZa02kF4q2NJeLbKni0wNbXMs68mfP7RBmfaNjNkYtIjl6g2NRPWM13BSBDWtkQhShR6gc7slMK2dQFPHkpphxp+WN5BtLScrSuAMoIA5TJJJpSEjYrOP/qeLm/YfZ7f/VKPe/eOEaSmmJXnOUWelwwbmcIVo+brd/d55kibB1802X/eQpdUHK3AtyQafnlI2jInzhk0qiaTDZ/tk33+7w92ufvZNkeO5Uwes3CsOnPLEqsdiFOVq3eEL+Strz35Y//kt757gQMo5jgFErK8hGF0aCg5N+8yaDZ6fOzujG63iqfaXLFTZqoJDT+n5oc0KhFVLyBMIg6dLliNMpa6Bfc+a7HYqrOyYtC0Vaam1PJdm1P1UuqVkLrfp1nrsNTu8OFPWDz+yjjnlzzGHUXMyY0C2wTHEADPATXLsxWhWbEzXCfFtSIcO6QXRXzpsTq6peEMpauDxORSBmuAZQ7YLSmuE1Pz+/SjNr/1OY17nhtnvWdQUwsWWsLdYhqCU53lylA3MqjiId9EWhOotKbI194ZX+/iyb9Tf7/mzTNYuWuKUD5ahmgVPFthy7jLzbvn2bnxHL/+mXVc6NkocjYUhoklVk4UyYSaRBjLhGsy5zs9m++/pc1dT/RoRVUqkYQZFkP9tiKXA9DyJB+Af+JEJYxVqq7B7vVdfvOfdHj3q31+6zPjnFipEOVKmV4n3mR2TyYIdNY1qnzw1jZvvrzHYrfFvc/qLHYMdFXm0CmdfqhTtRXGPah7Yms+2XDZPG3xzmt73LqnxcMvFjx1wCeXU+IopllzuOaKZgnN568u8B99/9tQFDX+1r1t5i8cY12j4OxiwNE5hTyucf02hc3rMiabfRQlxrYCljsBH73XwrBk2j2NvYd0slxDURSKRMY3ZTY3YLKuMF7XaFQk6n5C3Q8Zq/Xw3VWWuz1++c+r3P/8GI6hs6VeUDEzHGMEvxQAzNHUxbGFQdm1BVjItWNss8+XHlV47kiFqilja5nQlWiDGPCBxa00SJgZjimWSHW/w5ceTfnm05PYukXTFb17nBREqZCkprlMkQ/cNxDF4lQbCK0GF8Fhgpi8pg8f4CGGs+xRmtraIs9zofFWjZFIVR4W+ehJlGYSS22bqlfl9jdc5IkDC3zhgRkBAFUyNIXhuFPXcvRYIUwkorLIw0ijE5hcvbXLu25c4XMPurRCFUvLBR5DyQQTUVaRJBkKpcwNEkUeJSKyphfoVL0+H7ixg69f4D9+PGWuUyXLVECE6qqKhKZp5LnDVFOjWQ2ZnAnYPp2gqSF5kfLcqyrLPRnPSrnjEYuX5xy8JQXtpMLUcZXN0x67N+nceFlCu7fK2XmHsarE9i2TzG5/f5ymKfALf3WBz06P4XnOLx49vGVXFp1800tHMhqeybXbJNZP9JlfjTnXKUDvcddTJkfnPAzJp9st0WaqxLQ34AcKk7FjSVQcMVps1kSSxEQjZLLRpuKu8NF74OP3TbPcqjBdkanbOZ5RDE0IIzybXBKPSj24JVb4riVaE9fus9oN+MvHqki5RdUQhNiBRU4f+kEps+1zbEN8btXt0eoHfOJbTZLCZtbJsQyxGYQ1GfBrAPRhDF/4lsn5Cxq2+zqX+iCepBzZiTZFGp7euVhSlltJibxEteW5GOXNTBT88NtDjn+qKP+84pLfE4TLJwgVltsWjuXyk29vc8+zLRZ6dRxVFgKxOBdJx1pGFMlEOoS6JAo8VukHOhXH5gO39rjr+S5LYRVHk4bpFwOeuHijyqXRQTwJzEihHyj0ApVeqFNxDW7e0+XOX1vkL+7v8mdfnyLO9TLwNgEK0kyjFxostjQ8y8E0snKZlrNlImdPGQu5ayZDVtqcupDytacs6nWZ+Q689JDLhjGLLVMqu2YDTi7WmJrc9IjpbvzFoN/9609w33e5654HO4riHskz79b33nxGeeigzVNHVY6czTlxXmF+1aLmVHEN2For19vTazaDqrhAhbF4ZFimgu9INCoFzWrERD2gWRNO6o99S+GPvzZJktrMVgpqdoZXJjOYpYdzMM/VtRLxVbLJbTPHtjJsSxgnPLvPA0/IPHewTsWRcbSsRLiVp7emlOyUQfx36f4xI3y3xye+pXH0vKBtOUaGocmoyusn0qMoEqSCdk8hzxTxNcqDnMdBdGKZHTrIjizHKIM3S1oWd1bGlQgJaplsLMtUnAzl2/OQy6eAmOhEiUw/1Oj0bTZP9vn+m1b46D0Oq5aBFReYEWWhi3z5MFHKNkUmiFSCSKfVs3jD7j5vuXyFLz/m0tJVbE3CGBqsRzzxvBAYiVFqm4xtCMhPEKkEoU6jqvOz72mTZ3N8+fEmp1sOaV6Q5ylJWpSnvmDggEoUC9WirhbDsN9Bwp6r5/zTdyRUvZCFdsaxuYiK2WelnXLX0w63XK5nrusceemFb3Wuvu57v+37pPKdvnlAu9P92eW+fX12xroqCTWmXZmaa7OhoWBoIMli9KSqDJnSlp7jOQmamnJ2QeP8RQNZlvCdgpqf06xETDT6TDZWOXCyz69/xmP/iQaTrsasn1N1wCvFVrYpJh2KIg0nEKoqDefWQ/Zh6QrynD6dMOQPvtYkVU2quhDZD8GcQ1QFJQS/hHGaCRUv4GIr4q5nxogik+mq6NsHFrFhiO2w5R7kVQoFnyQrqFJRLpQYuYLKIhfZkQIKNDi9R8QqsdZOy/X2QGtd5DJZmlMUWZl9uTbTvihhpGLsF0biwug7Fu+8ocvXnm6z0m/i6xKWlmPEZdHEGWEkE+hgRgKL149UrNDAtWz+5fs6PPhim5WwjqtJo3juIeRIAhSyjOG7VVXEQeRYCr1AoR+IQq9XdH7xh1Z5z43n+LVPNzn0Wo0ologSEX8TRiqeo6LIBeeXQs4vFmiKgmeJf+PBRElTNXRNQ5bt0uKXEXtgGjHb1qts3aC+HIXdnzUt7zuV8ncu8O9711v5nT/9XNaYnC268+eRpZRrdiSsnwg4cdFktatw+aaAsxclFlZlrtqWM1aRCeKUs0sZZxfhleMeuqQxOykzXhMJEJONLvXKKofOhfzXz9U5eKLOxorEhJdRcSUqtoDLi7GRjGWKx3EQQT8Up6I+YILrAzSEkM3W/B6f+JbKsbkKFUPGNbJyQylhavIwPtAqabOD4ratGMfq85UndV48XKGiyTh6NlQZqqpcPqLzS0iwspxTkJMUCrKsiCSFksE9yIMcKBQHGApZFjHdSSbqY5BvFKfy0DAgtBwKWaaiygmSlA0jukc6lNKMkI6oVkGk0Q9NrtnW5z3Xt/n4t3xakSGYLzEYUS70NnGOESmEuixeoUZgaHQDi9mJkPfetMLH73FZ1Y2Sjz6gDuQlcFSMR4MoJ4pSJBlR4LZCL1Tph8qw/YlijT3rV/iVH1nmNz6V8cqpKkGml4rERLTEUzJjjRDZDLmwpHLogkEYqUxUY67eFrCwKnNkTmPPRji3InHyosTsuM7Ne0Jc02HrlvWFprayy6774N+8wAF++H3vIk1j/vIvz7LcPsaTB3X0wzndWCPJC04vJOw7rNLq6FTcLtVKi08+4PLCYZc4MNkyobNrIzQqGVPNgI1TLaJ8lT+7V+Xe5yc5edZn53hB0xWBVL6j4DsaviNTccW4seYLf+Xzr5r0QzE1UOTSKKDnwzybitvnxaMpn72/SZGZ1ByRq2OtPb2HvXc+bE8sI6Hi9Dm3GHPHYw3aocnm2gDhJlotcRoPTAaDbJwCVc44cU7i2YM2qq5glgsYbYCdGOLkBNpCVYSBIE6LMpVM9NGKLHAPYvlSpimkKkGocd3ugOnpiONzxRDJnOUjI6/IrBQ9exirdPoGM+Mm77u1x30vdVhs6fi6hBnnmDoCwRxlhLpMEInC7EcKZqhjBiaOafPD39PmheMrvHJqAk+XseNMaHRS8edKUoFjQRBHHDyVYusyNVfCdRT6gUrflQljTbRBkUIYqWyf7vCrP9Hl3r0Bn32gyaELNltSUOSUmqeze9zlp9+dEiRtnj0Cn/imz4Z18MNvS1ntZ7x4JKBm26SZyrVJhiZDlEisn6z2Nm297QuGaX23Mi4dpN/h4zd+47dQFCW5ML/y5rR/zIxSlaYnsa6ZEwQZB16rMO5VeNs1Bsgpn7xf4dEXmzQtm13rNbat19k0XbBhsseGyWWefLXLXzxg8un7JsgCmy3NnIkKNCoK9YpG3ddoVhWa1ZzxesK6sT5b1i3x6rk+DzynQz7wZZZKQyfFd2KqXh9Db/NrnzK5f+84Y45K3S6o2JQqRTFSdGzBOxSGCfG5vhtQ8zrc9azEpx4Yx1YMxpy8TEUesc4H7n1ngLiwIzwn4JWTCX/01QambVE3hEvfNkWWj1XGnQw+37XFyb/STun1M/KiQEIeuuFFjIlgHhp6hqqkbJju881ndI5f8HA1GVtHjDz1wTx/QLwt5b2lM2iqEXJiLue5Y464dyigyUXZNgk7m3gN3rwjU8fWdREVN+CuZx1Ax9JG5hDRiqhM1Au2rO9wfLHHC8c1MVXKBUlKtF5iypJlIp4kjHXWNRVu2RMyXusSFRkHTpnIhYyU50SpRhjbVG2TG3cmbF3f5ty8w5ET4/imw6ZJlfPLBUfPGmSpjqZknFs2eOstV12Iw5UfXzd7U/Ld6vi7nuC2KXP8+PHPXbFr03+5eMaprNM6qIrKifmChRWbt1yhcfWOPqnc5WPfUDh2ps51mzQ2TKhMjylsmEzZNN1hZnKRO5/O+J0vNOj1HGYrCpMVgYGouCqeq1JxZSoOYulT5v5MNZd58tWIP/7aGEWoUF0vTg9VRSSO6RmWEVOv9nh0f8bTByuYukHFEFGCpj7o18uljkF5cuclGEioFC+sxnz98QqdnsVsTTyShzaz0p85NByvuXRpSoJlg6zrmAplfr1oTYasREPBMSUqbs5kI6YThjx3WCboK4xXhdhJUQQQJx5sGEujQJopJKFGHGbkWUacy6J4ytYkTSmRykLQFMVC89ENdNaPGbzv1j4Pv9RlqVPDNyTsWFz6DS1HjzIMXYigTL2choQqpm4QhA637FnlzZct89CLJjVTxk0ygY3LiuGVd7qp8LPv6xNmCU8fbBAkMhNJJngosVIKtRSCSCeIBHF2vKbzrmvb3HpZi//+hYS7n2zQDXX6cUS3r7LStlls6eyeXUaV23zkaxIHTjpcu9Vh95aALE84M2fQD2VqFZtKYxe+V+Gv+lD+ql/8nf/x23nYX3612115/2unF/W5ZR1L19mzKeOqncvsP53wwPMaS8sOezbobN+gsWU97N7UY3Zqifn2Cp+43+DzDzQoIoeNdVhXg2ZFoVHVqFc1mlWJZiWnWU3KCUuf6fElnjkS8hufHae94jHbkKj7KtXSl1kpeSpjtT5p1uF/fcXi2aNNJhyFhl2ufy0J11JfZ54QaDjPjql4Ia7d5RtPF3zkm2PYmsWYU+CbxRAFbJvipu+alCPJFMdK8OwQRe3z+1+x2H+iTsWUqZbBs85Qf6OWcoKCmp8xO9lHUle55wWF5VWtdJlT4h0EK0UrNei6lpeez5iCiIdf8pFlXfTTa9jlI58nZTS56JVVNWfTVJ8T8zkvHvdQZQVLpSRyibZrSKxSxD1gcJIripA962rAQ/ttwsTAKXmQpia8q5Yhpluz4zk37Gzz2oWEl0+Zwplf5BQloGgAJUrKtiuKNaLEwDNVrt0WMdXscXo55/icRrcHaZoThAq9wGaypjI7GZPkAc+9lhFFKq6hMFHLQcoYG9/Wm5ra/JOTUxsPf/jDv/ldGb7qX1XgKysreWN843NXXfOW9tmzRx2nn9CJZL75Ys7dzzrUbZ2KrbHlMoWpJqyfCJkaa3Ox3eUPv6Hy7KExwp5JzZJoTiGMxK5K1VXxXYmKK5LWfCfBd2MalT6NyipPHY74f/5iktaKz47xnIpbQvdNsMwc20xL7ESPR/YXPHOoiqPpVE2RcGyvTVkbCqounZy4dshCK+KupzzCyKFZQzAKS7fPkE04ZKMMciZzVDWlIOHZwxWQZWEILqP6BvY3Q5PK5Le8jG6J6KV9wtSkHUAvFKNKM8mJEpkohiSRhxfOJFVJM41rdwSoUkyY2Wt44cWIi5KWZKvBCj5W6QU6Fdfk+27sc/+LXRY7NXxdjP2MuECPBosfGSMakHkVDF3F7Bu4tsP1O1e5YdcqD7xo0bElvCgniHPCMKcXKKx2NM4veWyeTvm1H1/hP38y58mDY4SpSpTk9CMB9ukHmcAohyq9QKMbKLS7Go2Kzbuv7/HGK/o8/WqPO5/weP6Ew/xqzsUVhbPzLmM1m+u2Jbzt2g5F3mXf8QrnVmSSxOaDt725vWl29rlubzX/q2r4ryxwvzqGoauLraXogzt3XPHw3Q8+p8WpwkxVYbJmsGk6piCj5mZMNtss93p8+iGJh/bWSAKDSV+mNi36WZGPqeC7CnW/oOqlIofFFj2t7wTUvDbPHIn5jx+bYmWlwrZGTt0VugvRfxc45SnqOwFJFnD3cw5nl3w2VMA18iGYc5CTKTagg4lLOTkxYwwt4MUjcP/+iuCtaMLkoCsjj6Y6ZBMWJRItR1MzdDVluVMQpgaaogzVitrAQaPKaJqEsSZ0VtcTFCUjy3PCRCJMCqKkII4zoZ0uccgD06449TQ0RaHqB8y1KkTZaLw4wLcJW5iA/gj9tVjBt3sWt10ecN2OFnc87dKONTEVicsZc5ShazKBJqHrEnokYwYaPS1jtWMx1Qx49/VdHjvQZzkQxC47KuiHKd2+TKsrY5s6puazfiLjt/6vVf79nxU8eWiMMNWoRQV+UOBZGb1QEK1Eoct0egZLLQ3Xsqj5MW+9vMONO7s8tL/LfS/47D1hMr+iUvNEQzQ7WWeyGTDhhxgyNKevS1rd7IOe7y86js3fusBNQ6PfPsHMxi3nllvhcZRXdnhazKZpSPKA8ysBReajGz2++mTAQy9ViEOTcRemphTGagq+K/TEIOE7UPczxmsxY7WAitvHsUIMLcYwQh47kPMLH5lmcbHKlkZO3YOKOxBVScIEYaVUvRDT6PLn31T50qMNapZK1cxK5jhl3otSrvaFWnCEdovx7IDlXsjH76mQxg5NG4FH0yhRyQOGHkPTsYBOitPbMmM+cpfJufMWrku51qY0F5RLqVIDIi5/mVh7SxkgiLFxikAgpwVxmpcnt1iiDHLZw1hly5TED7+ly+99ISOy1VJ3vcZYMGwDRJEP1+ehQcU1+afvavP8AZ/FoIajSVgR4iTXCvQoK5dzApnRUxV0XcPoG7S6Hh+4dZnXLizw8XsMlnsajpGtGbHKWIaKoRuoqijy//kzLf79R1Ie3T/GYl/H0qBiSDSsgjFfMMSjSMSTS0hkuULFsRmvm0yP+bzjyj5v3NPnoX0BLx/1mBrTKeix1NG4sGoyO14wM6mwa8/W49XGpnMvHzrNFbtn//YFDiDLCvtffPRUreL/9Jtv3vPow088x0JL5/i8ynTVY9fGPnc8ptBuT3DlOvEPV3UV1k/IbJqOuNhOOT9v4doaY7WUdWMBE/U2K/0e+8+kQMb6ZpdWD/7dn6zjwlKVTbWCuiNaGsFFkcpWJsV3I3ynx7G5iK89WSePHMaaOZ4p7HR22SMOsulHY8EM2xAgTtvqc/dzCk8frmLZ2vD01gZFPZg0qGu54OL01tQU5IR+ooGkYymD4mb4uYPWRrQ6ZRqEnAsPZznHTrLBa02xppAmgwIXbUqWq9haRkFCkGnDtIfhKZ4Ww4VRnMhrWhWNVtfi2m0Rt169wpcecljVDWwtE37TKC/18Xl5KS630IGKoYm47ZkJh/ff1OWpfS2OzTXwA1k8BfR0mJ9k6CqGZqKrPtPjGf/zZ1b5t3+csNIzmKyrFKjML1scXzSJkoIsT5AV8OyUC6sBr5yy2DShsty2qPsGcepzw5aAzZMB33hS4bL1FlvXxZy4kJEXMYp9E3ML0k8fP/34qSsvv+qvK9+/vsBNdwNZ0kVWnbmVnvHYyZOHb+u0O1yzWSLJc/YeVdjUtLnm1ojT83DirMPOjRJXbGtxsdvlmw/qeIrODbsV1o8H1KvLPLA/5OtPOZw67yFJGrffcpZj52NOna+wri5Rs3IqjoTvqPiuSDeuOOJi2aj2SIsOv/cVh+dfa7ChBlUzxzGlYdqb6L0HeObB6S2WOp7T58jZiM/c1yBJXMYswSnUVcrY64ELfVDsa8JW1QxLT5lbyHn6ZZtCVTDU4pL2ZPQSp7+iFkOOClKBVBRD/Umar0WwFQLBNnCkZ4poPxKdN1zWpTEW0O7YxJk0OsXXUGbj8hQXSj/Ri/dDA8e2+Im393jl+Aqvnh+nrckYAz6MlqPHGXok09cUcWktMcmqmjO/5HHlppif++AS/+FPLC60HQE10sUleGTY1jA0E9Nw2TQZ8C/e1+PYWYV3XucgyyknFpa48ymTJ/ZWyQsN38m5chvs2dHj43enPHXI5orQ4KptcHQ+4cEXdK7dYXDNtojzCzkXVg0sM0NS6mzZuvuxW268ea7VCan61l9b4H+jwA1Fczl57MnXpsbs39+w8TKyIifLc146alCxbS7f3uHUYp8T52FmHLZtaLHcX+YLD+pEfZ/N0yrrJyLqlRW+8UzM//5yg/m5OtdsMPiBN2i8+1oXSTJQDYWqmQsjhK3gO2VxuylVL6Hu9/GdFve+KPHg/jHGHI2mleOZ4JhSmfpW9t4m2MaouB1LBM8aeo8/vtPmsX0NbFsRp3fJSlHVNfDNskgF+GdNooOR0O7nHD5hoysShsyaU38wYx69MYa+zqFRuRhuI7OySAc/ilHcpW1KnGjs3pTTcCKSJBc+yEv68BHKbW2BCzmrTqtjcevlCj/zvmWKtMtSKNGNJIIYgkiEzIZRRhAV9EOJXiDTCRQ6PZ1W12SpVeGNl0m889pFWmHMxa5Eqwftbka7m9LqIpiCPZE93wtNotzi60/O8LVHx9n/2hQztSa/8P0R77ppmfleyrnFjOPnNGylzg+/JaFaa3P0fMi5hYKt0wXrp7rsOx7SaWtcuUXsD5I44/Ldu8ll//cffPzZ1/4mxf03OsEHHxs3rQfZfW7LlvCrp85cfH9n+TW2TOcsdmP6xxRW2h5bpxW2zXb45gs9DhzzsRSPa7bq7NmSMju9zB1PJXzu/jqTjsXOGZkNkxo7N2Zs3xBhGCoVQ8K3CjFec8XpXXUzal5CzQ+o+m2+/lTG73xuAr2wmK5kVBwxFhSr/UEasXSJWtAupya21eHT9yt88/kxDNukqhfD0/vS9kSgiQfTE00ZXDBTFDnh4CmVSDIwFdFni0IefM6g0Is1DHHBUpEkAfIRQEvEqyzWwZJkqE0pCzxJVUxF47KNIYdOZ0SZJk75NW8MAeCRhm+OdHiKa4SqQavj8fZr2/zoOy7yyQd0lkIDc8CGGSCco4xAVUrtjVJqb8TWdqKR8W9/eIWouMhdz0xja1I5zszQy1Rpy9DwLINeYBIEGYfPSEw6GUGk0Qtq7JzV+MfvWEBVl7j78aZ4UsoGuzbV+fkPLLH/xBJP76+TpBZbZ2QafoSt9zh+XsfQMi7buZnNm3d91a5tey5NWn/Tsv2bF7ikbODs2Qunrr7ipn/92NOvKq535vYojJEKHdeSqdgKuzb3eGBfyJMvuWwac7hym8LO2YRN6xe58+mYLz5QY9Ix2DmjsH5SY+N0xq6Nqzx9OOTI2QbjTkHFQbQmjkLVE6aImh8y0ejw7KGA3/5Uk5Wez2w9p+4WVMvYcNtSsE21jElhjd47xbEimrUOX3+y4H98ZoLVrs+YB76elwjltfrtslCVgYtmtNzR1QxZTrjzCZt2rLHOK/tveTBHHn3uEBak5GX+TTnNKgt7QIodrN4vKfKSEDUo8Iqr8r6b+3zhkaQscEoz8OgpkA6kt4NCT8TiR5ENkKDhZ/ynH+3QCRb42mPTuLqMpeWYcYEZ50SlzkRRypTjXPgxQYjL1o3n/MqPrbLcW+S5l8dKcGk28rcaMo6lsdxy2LEu5IY9K7xyuoEqF2SZRpJ67JyV+ZE3LwBL3P14nSyHfqhy1fYmb71yBVlp89BzCoqqUqgFliYRxDKKqjLRqH39+mtv/NdLi/Onxycm//4LHGBmZpJvPvzc6T17rjnw/LNLt9v6IbJcIY5lZK3D3c9lHD3tccN2g6u2FWye6TAzscjnH5X58oM1pj2dbTMqs5MaG6dTdm1a5dWzq3z4C1U6bZttY+KCWnEVqh7UvIyaFzFe61Kwymce9ZnvVtlcL2iWjg/fEVhlQy8DUTWGyxKzFGNVPWHK+NyjNea7VSY8ibo5GAuO3OqyNHDPiOXHgCarrpmgKEpCN9KQJRVDHpzul/bfypoW5RKmytoWpZCGhCpxAuel2GqkLByc4lmuYesxFOU8PJOGPJKsZAVmuVIaJgb9vTjFi9IwXBQSzWrBD93W4fH9LZb6NTxdwk7KgNk0R09zokgiz6ThRCfPKR1eMDOR8cNvavHcIYtzLQ9DHcD7UwxdwzY0bMNmdjriP/2jFX77czL7T9TI8pgk08gyhx2zEj/8piUolvjSQzVW+joLqxpXbW9yxWwXQ+uysiKjyAaKmrPcgbfduJ6rrrr2wNmTT52e3XLz/0nJ/p8VOMD4+DibZ9d/eO/Bw5tX5xc+NFnt8MqphCQBXbV45zUG0+MJjrPKlx6LOXjOorPqsKGqsXWdoNFunonZvn6ZQ+c6/Pcv+Swve2wZg0ZFpuppVD1ZFLcfM1HvgdziVz/l8PDecdZXJca9goYnbFsVV8WxRKx0mgo5qyILXYahC1CnoXf5zU/aPLq/waQvM+nmuKYwECRZCdMpg+Sl0pwgUhRGuTyaIkzJ33xG5fApC0ORRuPBQXGrl/bfypoCl9cAg/IhY3DQnqztpwfyWfmSU3zXxoJ3v6HLfc9ViCxpzYk90JcXQ8PyQPWY5TJhXyxYorLYb7lsiX/7oUV+5RM2q6GBb+bCjV8qFpO0IAgzOjL0I/FnF0hIUoGiVHjz5Rm/+pPz/MZnVM61LaE118SF09QUdM1A0yrMTuX8+x9a5cOfL9h3okqYDO4JNttTmQ/eusRbrznP0dMG33y6xhMvW5yYc7lmZ8RMuaHed9Tl6p0e1181/oWp9dd+OOie/D8t1//zAr9m9yz/+y++3qqObfwnS+f3rssj6dbxmsHpizHrJxIULeHUxYTH9+tsnjapGhmer7Fjvc6WGYXN6wI2TC1xdL7PH9xRo7fqsGMSmr7gm1Q9pQyeTZio97HMVf7b51X+8tFxJhyVCS+jXhZ3s6rRrMJ4LWa1l3PinIZlKCBJaEqBoadUvYB9JzIeOzCGqxpMezlNH6quSkHBqYsZQShhqAydOnKZBqyWLYa4aIqc+wsrMr2+MdSfDNoTRVm7/n4dMH8wRRnGdA+YJoI1mFySvTOgtEolxFIhTTU8S2ZdNSJNMuJcGY4Ls6F7nbK4ByG9CVECc4s2RaFQ91XyXMI2Em7bvcI1W1q8cnyccVcq9d2C9mWZcGouptWFsar4swsUMQSQhRTgB25ZJCvm+M1PzzC3qqGrOZqaCHOKKiNJJmlWZ/2Exs+/v8P//PIqr571iVKIkoI0MymKOlFWkCY2//y9EY/vTwgjnbMXc7ZtSJi7YFPxZabG0se3b5n5JxdPfr4/selH/+ELHOBf/+TtPPvis/0rZj8Qv/rSX/LEvi4bJyXWTwa0uxatnspVW0y8SsRS22DzjMa29bB5po2mr/Cnd8OjL41T0w2unJXxbOG1rHoKNQ9qfsJYLWCyscwLxyOeODBFTdeZ8nPqnkzVU6n5KmO1gpmJiJmJZf7oTpXVZY8d6w2KQkKRC2wjoSDg3uct5hdd1vsFTR/GayrrxjVmpwMefaXPA886eKYwEjAocKUow2ZFcRtaSj9KOX1RIyk0HBW0Ye/NUOMx+BxNXZMGcUnct0ApJLlcJqcxuiiWs/Bhj51KJJlCnCoYhcbMZIJiRfQTp2xTxOcPExkK0UroWs5Us8Ndz0s8tVdn04RClGgAmEbGZCPk7df3OHAqohsZZLlAYpiGxM7ZiGZjiT/5qk+cFCWoR0cRYCgUxcHQMm7bvcJlG5bZe2QMS5cxyu+RpmqASj+UWenojNds/utPLvHwgQW+cF+NzgmTblAQRgYbpj1OzRd0uxVcNyVH4uxCiK7pyHLOcqfKNdffHp+Yl/qbt3zv36ZU/2Zjwu/0cf3Vm7nuqk3Pzm6+LvAdg3NLsNp2hL5YM3DchL1HdLZP60yNR2zdsEi9eoHPPAj3Pd1kQ8Xiyi061+9W2baBMspbpuJmjFUjppot9p8M+a+fGWOl7TJTg4YniR7dU6lXJMZqKZum25xe7HDkjEIUU2qWBWTItWL2Hiu499kKjqIy5hdUPYVmVWdmHDZOhZh6n06YkeQDyE4pX5UZbjA1VTiH5ldyHnrWJkhUDPX1F8vBmp41iyHxuaqaocgCRkQhcApRXo71BiO+bASzHBW3wBDHsYquKrz9hojpeihyboaTlHx48gskiHhjuXafOAs4PZ9x7mLKworEUltjqWUSxS7vvi7lqm092iHEqWjTVFkEcu3YkLNuqsNrF2GplbHSSVntwEpbY7llMrfoUrF8fulHe+zeuszp1YKFtkS7l5Ur+YLDZwuePSCx74jD3MUp3n2txY+8fZULQciR+Yi55Q7HzphcvRVW+wlxqOLoEr5jMdlIyAuDm264NijMnc/mxq6/bZn+7QtckpokceWXL7/i7b/XGFsf3rwrQdcKbAMqXsTpOZUrN+Y06l0e2Zew2Ml48pDEQ882uWpW46qtOjdelnPFjhWirEsU51hGQdVLaFS67DsuGOInTlfZWIOmPzBGCHltzcuZqIdYZpt7X9BZWjWwdIZTDIFfi3j6kMqpeZtxv8C3JaquSs2XBLvFDQUFq+SaiOIerNvF41jTMjQtQ1VTemFOXGgYiowuD1qQS09vVRmp+nRN6FZ0NUHRE1AH1MyUfgpBVmpI0pFwKl2jqR7wtkUvrqEh45sxSVYQZRJxNjjty0IfGKNL3nicwmpQsNxJWWmnrLQlWl2dhVWb9WMaN+7qE+cZYSINJzhBpDLma7z9uh69JGZ+FVrdlFY3Y7UrsdxRWVi1OL9QYduUy6/9xCqXbVvlYg9avYIwEgYJzejx0skuzxxM2XtYY//RMd5xlcXNe9rUKhlvvCZgoRty8LjGxkmJpV5OP5IIU5mH9lps3rQhfNsb3/x703Xzl7fO+P//FziAaRn5K/sf/dVbr2z8902zY/FSS0KWQtJEZtNUxkIr5rXTOjft0jm7qHPXkw12z2hcvkXjpisitmy4yEMHYh7fL7ybnpMz1QjIafEnd1kcOVFj+xhM1aDuKfiOkL96NvhOSqPS54WjKY/tc7A1GccqWd9ajmMlrPZiXjltYCkaVacY0rCqXk7Ni3HtAM0ATVVKVPIIVjmM+FNFtIiqxtz/gsbxBRNTHwRTUU5MxIJHKy+eA3uXqSeYRoJrhVBEtLsFvhejyj3CKKGTSARJmTefDuK687JNGXg0xRQkilXWNSXedl2fKM8IyjyeOKFUFJbx3sNlj0GaZLTCnNUetHoZ7V5RBj0ZxLHNnvUxnhfRjRDBrQl0+zJhZPKmK3Ku2tnlYgc6/ZxeP6PTz2l1JZZWNeYWbU7O1dm9zuVf3L4KasDcKnQDQdd60+U5t17d4ch8l6cOxuw7InPoZIPbb9CZauQ8+XKNbeskxusBJ+ZkDFWhkCIaboRXnYhXgpn//ujjT/6q45j536VG/04FDhAlYdyoj/32UrDp15cCO19Y1fC9BEjQVJMNUzknFkK+9bSGFHtct1Plyu19dHOeLz9R8OhzPpMVncmGzHgtQtfb3Pm0xOFTVXZNSqxvSkw3NZo1A8dSS6VgjmsleE6ffScUVlomDReRgKyDZWZU3IgLKxkvvebQcKUSsq/iORIVJ6PmByx1Yp4+aFG1BRlAH8aDl+toIytX0gm6GnPqokon0Eazb3mQW7mmPdEK9NJOZxkJvttnpR/wn//M59Nfr/Bj7+3za/9snnFvheV+TjeWCBOJOBlBKwf6khH8UqgLHVNidjyiyGL6CYSpRJQUhHE+NPNGiUBCtLomN+9KqVVClrvQ6WV0ehntnky7r7HctrlqC6yrR7T6EMbi9O1HMsttg4arc8XmkFaY0wslojgnjgu6fYn5FZkzFzVOX7A5erbJrnUWt9+8Qj9LWVjNmV/Oubjs8j1Xmrz/jV2Cos2+EzHPv6IgF3Xe/YacDdNtTlxQCGOLQi7o9iIaTsGGSTW/9arJX282x387zYL471qff+cCf9s7PsSxeYJ1Mzu++p43X164ds7RsybdvkKSxiyuysShhiFZvPEKhRsv6zDXWuF/fN7imb1VZps6m9dpTI9lrJ9ss9Dr86n7moyZOpsmZGYmdLZuUNk4nZCkKXkuTk7XTjm/lLDvmIGlqniWwFPYJvh2SlGEPHtEpR+YNJyijEYRBoSqF6MoAXc9LXPopEvTKeFCujJ0/thmhj3IutdjZCVB1WQkRUErUWqXRl1LZWtSYGgZpp7iWCHdsM9vfLbK79+xgUOnJ9k6UeNnb9f45R9dpuK0WY0gSEqvZjLwa7KmTRmEQok2JU0KKCL6aUE3lujHEmEEYVQQRDn9UKIfKqx0DHZvUPm+m9qERU6rV9DpZ3T7OZ2ewmrHxDF0rt3ZJ5cz2gEEYU4/hG5fI4otrtiUMDkW0g6Fk2hwgT1zIeTYmYRTFxROnHdotev8+PdkVKsdTi7B3GLCsbMSZy5UuW2Px7/7kT5jYy2eejXi8ZdUitjD1gyalRxdi6lZCZunJBa7MlbjpmL7tl1fHa/Fwfe//wf/ruX5dy9wgFuvWsc7v2fH0d07dvzszW94Q75xMmalK2FoGuuaMbaucPU2mU0zLfafXuXLDzvISYUrZi12zOqsGy+YnewRJC0+8g0PE4vNkxLrxjU2rZO4ekeLl06ucOx8TJSImbJrJZxbgmPnTCqmsNgJWmmO78YUUsjLx03UQqXmMMzY9B2xPFK1Pi+8ZmIpGr5VlC4cAeAX6RIxnh3iWCEVN+CZQxJPvCRCU9U1icKD1OHBCa6rOYYmFkyW2ecj3zD4yoOTbGwYbB5zOXF6PWfmpvihN2n83O2LZElCL5KIkvLCWbK202zASpGGyxoJmTddlXDLri79XspKLNEKJTphIS53QUYvKISepK8TJQ7Xbo3I8pjlnkSnbDM6fTHhKHKbKzYmZFJCqw/9Mom4Gyh0eibbpmFdM6YbiDm5oUls3xBy+c559h6LOXU+4cwFmePnXdKkwc+8p49u9Ti9kHPuYsyhkzL7j1ZQsnE+eBvs2brMifkeLx6WCUKVuaWCONZwbJmTFyV27bo5n57Z9bN96bqjibL176M0/3Zjwtd/1Cav5OWDx+LLdt/4sXNn99uq1vxfl22coxcpnL5ocfmWFFXL+eKjGXPzdTZNmFy5TTjne6HCRC3BNFv8xmcNXj1eZc860ZasG5fZsaHPUneFl0961MXmWJyUWkxaZGiKiqdRFrfQjDtWyNG5goOnbMY9qSxawTH03QTPDXj1bMbRcx4TXlGaitWSiJuXZuaQeqWL77ax7T7dEDpdgWsbQjUHp/hAmDW0m2U4VsSRsyl3PNnE0nVmajkVR2e1o3B+scCxfN570wJ3Pt3h/IU6taRY47gvyLMB0ZUS9AlIBb6b45kJRD26PZO5XEeRhELQ1DNsK6PTV2j3VBZXbbZNddg22+XYSZNOv6DbF7/e7asstWz2zLbYMtPn/DmDbj+nHxR0+8Lb6SoGspwSZTlJpgAFuiqxZ3NKtdHlyDm/nBppGJrPdVsj/uOPLfGbnzRYbIlEtbMX4dg5nSu3NfnQm1Y5u9Tmm0/KnF1R2T0rc3E1Z+V0xp7tExiG/G9vueHaj83Pncgmp7f/vRT438sJDnD5ni20Vuay22770LFrb/iezlynSZKodELoRhkvHQvRCocrNlncsFticqLNU4dDllo5Y7Uur5wNeeVkjU1NmZkxlXXjCpumYiabyzx+CDodA88Sq3jXymj3U+5+2qTT0ai7wgHvWuA7CZIU8q3nNJaWbca8vMz/kfGdnKoboSpd7nrWpNuxGPOKYZKy70DVS2hWAzx3lWcP9/nqUzLPHNJ48xU5b31DAHJGlo++eYNks1GBFxhaimVEnJiHC/MuDUdMl1QF0lSmH4oWYX1TY/Nkj25SEKUMjb3pcCLCENEsSwV5kXPvMyb373e5ZneX779ljhv2LHAxyljoSLR7eVnABe2eylLLxLcd3nNDl6BIWO1Dt2xT2n2ZxZbBmG/xzut7pFJOJyjoBRm9AJbbOjVH4103hjhORq8cJ3YClaptcNNlHc61Uk7Np5y7mHL6gsapuTqXzZjs3tjiQhsa1YJr9gScWu7z7Cuw70iVPKly9fYOFTvGNRPIZa7e5XPzTW/svOd7P3Bs7sLFbHJ6899XWf79FTiAabocOxt8fXbjjf/yxz/w5mXHcbDUjPFan5m6yrpJkLUMWe9z1zMyYd9i52zE3uM9/tcXa0y5KhsmVNZNqGyajtkxu8yFVpuH9tqYioJnCXe8bSZoWkycqdiqyNF0LFmcvm5ILw655zmHMU/Ct6Vh8VaclJofcGI+5utP1pjywbeFJc53pZJ2G1Hz29z5ZMrP/sEk//GPtvCFb22mF4zzfTfEbGwGJCkMeeBrdCsD3bihZ8RpzFcet0HTsEunkCyXbJRELumuJh+4tY+uxQTluDDLRtyTLB9JCHQt59xiztefrmJqNX7ojRX+20/Z/PHPtfjAbfPM9wuWetDupnS6Ge2eRLursbjqcPsbcjZPt1noSnT6Od1+Srcn0elqLLdd3nV9jGmFrAbQCzK6QU6nrxDGJoYikWQp/bLHb/cUotjmLVem1BsdDp6Hk/MpZ+czTs0ZLK7W+YUPhly+Y5VDpyU8w+DdN0XERZ8sDzk1X3BuwWepFdPtg1/xmNn2zuXbbrrxXzp69+umaf8dq/AfssBtn93bp2hWo09t23Pbv7vi6nctBEWFV064dCONdg82TMQ8sg+Svs3br0u50O7w0bsstMxm04SQ0O6Yjdg0s8TppRV+98s28wuOmJKYMo5VYFsJcys55y7qNDyRJCFGhwlVt8+rZzLy3GbMKXDtkiVu51T9GF3r8tFv2ki5RdMpSoi+QtUtqHkJU80OZ5e7/O5fNqjqDrdsU5n0q5yeG2f9mE7dFskFUOpepLW5lIVw/ZRjxf0nbQxFFoy/MhgqL8TlMU5U4lTjstmMLE8I0gG1dbCCL2faJStcVcRF8OS8y6aGxvzFGk8fmKbTmeAXPhAwPd7izIrMSreg1ctodQtWuyorbRPw+KfvahHmCas9MfZr98Qpv9K2kAuLXRu64g0SFOIi2pdZWrXY0ISxekw3EpfQXiCx0jaYrun8ux9cZGpylWMXU46eSzh1oeD4OQfSBv/sPSGNsTb3Pa/gaTZvuiri5EWoOCJRY+uMzraNJm9/y1sX3vqmW//dxVb2KcOZol7z/m5F+A9Z4IMPzWhw5Kz0iXVbb/ql29+6c6HuFXS6BTfs6NLt59iKyZuuguUw4OG9FutqLhM1icmGxraZhJnJJR7aH/OHX61z9IyLoYgNm2UKAI9lhhw5K3HsjM2Yz/CErnkxnTDgL+7zkFKNqlOezrZExRVz85dPxjz7qs+Eg3ANuUqZ85My0RB88I/e7WJIDpsaMFEX6IgoUeiH2ohBvYYgO1AfauX20tQTDp+BJNUwS1yDUsI3CxgtcBINTVHZNdunn0Bcck9ENnxRiqgYip1UtRyFqgVBmDO3pHJ23ieNq/zMe1oYTp+5lkSrm9HuZrS6EisdnZW2yw3bJfZsaTNfnuKdfka7BysdHUWy+Ym397DdmNWuaGM6vYKFls62aY0d62P6sbiABlFBEIn4k10zMv/qvRG3Xt3m9FLE8XMJcwsSc0sW5+cbvPkKCcfr8fBenSh08dyC546AbxcsdTUi7bqFN9523S81/N4nJhqVv0PF/f9c4AA71vusU//yY7deUfxiyLrlpXbEUgvyXGOqUXB2JebJl01u3KGxbaMYwa0bh6nxFve+kHHHww22j9X4V++PWD8ZI0sypi68mVES8+yrOg1HUGs9RxYFXO0ztxpz8ITHuir4joznyPhuQc2Lsa0On3/EJOzbNN0C31WGi596JaJRaXPXc3Dfcw0m3TJxwFWwTLH+lqQRWXbQngzIsapcDE9w24z5xtMGSysGlirGmrJc4pNL6H2aScSpwlhV5vYbuwRRQZxJZGmpE197iheXhl5luZh4rHZgYVVnqeXzjmtU3v2GJS50c5a70OqltDoFqx2V5ZaJrTt86M1tWnHGShe6vZR2D1pdlfkll8tnFcbrXeY70OqLpVC7q7LcdnnDrgjVSGkHBWFUkOcSp+Zlfv8v65w8M80P3GLw1hu6nFlJOLeYE6c5B05nPHfQ57Y9MDXWYX6pQEVhrJJT8zpcf9nE8pGL/i/+8v9+/GOSNPYPVYb/cAUO4Ez+JBeiN33mXe/+0MKmzbtY7er0Ixird1htZ1w5W2DbPU7PwaZxlc3TfR7eF/L1RytsHrO4dgdctzNirJKhqRK2KeE7Mf044tBph4YjjbTjfkzF7fDYQRNPM6g7Bb4jl6zDlLFanycPJjz+cpVxV6LqSsIS54nTe6rZI8w6fOvFCjVTYaxSUHFVfEfGMTMMLRNr/RK1pgyCoS5pT4QGxTQSkCUkWUVXSjPFMIxK9OFZJghWWaYi5wV5khMPLpl5UWbclLEh5RxcUGkzgkS0C51ezkpHYWHVpNXxecfVKbrR48yyRLubiyIvT/Hllsute+DmK1pcaIsLabuX0erKrHQM+oHPbXv6LAUpq11hSVvpyKx2LHbMyFhmRLtfEIQFcSqz2FJ44bDMC4dlTp+r8IFbVN543SonL8ScntPZNCnRTfocOqHR9DMW2gG2kWFqElNTmzvrp6Z//tatvU/+1r953z9kCf7DFjjA1i2b0p3bt/zU7q2zP15tbAy3z7RxzZSqq3FqIeP0HKyr6Vy7K0O3Vnn6FZOZqsXV2yW2zHS4f6/K+Ys6vi0wzJYR8ejLKkFPZ6IqUfWUEkXR4/RSyP3PVxlzEcFUjkrFK6i6MRP1Ni+dVFEKQwA/HWGsqHk547WQgjZ/9HWbk2c9Jn2olcYLzylwLYGJM/QEWZFRZalkgEvlawAHEguelU7K2UVNpJuVdjbB12YYAyLsZQpJojHVzPD8kCARJoPsEhtayRDPFNJUJkwyuolELyzo9lNa3YLllsbCisvmCYuffe8KhRox3xIaktVuzkpb9NrkDldv6rHQyljtUxZ4wUpHZbnt8PZrJNZPdJhrwUonZaWTc2HZwDdNbrkioBfntPsZnZ7M/9femQbJdV/X/ff293pfp3t2zAwwWDhYCIIgQYIAKRoiRVkbtVi2SZfLUew4i8qulFKWXYldFTuR5VRcrkrZ5ShSJV5C26IkWpZoUjRFivsigiAAYh9ss8/09N5vX/LhNUBGjlKxRRMknVPV32Y+vO7Tt+//f+85Z7gkcvAGhzNLHq+eEVhcyXPLVoFeYPHK6ZCVtRQTVYGxao9GW6NrSxy/4LJ106gt6xs/YwcDf+542o80hn9HEFwWhOh3/+ChZx9+eeSBUql8XyI9aV9YTjC3LlHOCUxUYduET7lQ4w+/CWKQ5uYZka2THYYqK7TtiCB4Y0ijayarTYmkHJt1FjMC5ZxDudDi2y8n6LV1SinIJiUyKZFs0qdSMJmvO7w2myKnxW6omZRELh1HqVSLHY5f9njkxRwZRaKUiX0Ts2mRbDIklfBIGDZOEOAj9Uf1VwY9/7tAOal7nJmDw8eTGJJwdetQ6keZXLU/DoTYizBQuHnGZ2rUom0Lb1qfDfu73lcOnzICEpri0nVCOnYc+dfqV9paU8NyMnzgxohtky3mm9DsRHEv3hOot1V6ZpIdExGVgR5LLSEe3XdDWl2J9ZZOLpHknht7rLY91loRjVbAWkPGslMM5kIs3+/37wIiKmk9YL5h8fqcwwvHZCI/xz/7aJOVbo8Tl0LOL6ssNw2GSi6Dedi5bcquVCr3/fiHc1/bPtEIPvIWTCqvOcEBPv/ZT/KhvSeDbLL49Xx57GcS2Q3mYNZlMO/SNjUuLMPTr6WZX86wZ1pk62SbV2ctXjypoUoSCT1O3spnXC6s+nzvcIaJAYFSTqJS9BmttPnmCyEPPZWnnBQopAWyKeXqzUg23eV7xyQuLSYoJrlavXPpgErBIhI7/OXzCayewXCeqxHl+XS83ZhJ2iR1k689pTO7aGCo0Zuqt3D1elCRAzTFI4hC3FDDkGOTnStmQIIQ9+B+38PEcWNhsIyMIvo4Qf+geVXh88ZWoeVITFTh4wc6dFyfhiXS6kW0OgGNdkitJbO4liClpfjwzSahaLN0pYp3wn6VNpioquzf0WHdjHvxVs+n0YlYb6k02mnuvVXknlvrXKpHrDV91hohF5eS3LFDYmjQpdGN6JoRPVvG8VX2bvHZsbnH6/MWr5zSGS9qHJyBiUGbrB4xvy5zuaYws3nEHKpWf+YDH9z99Yf/uh1Mbr//7aDe20NwgI997OdIpHrR/sFjX717X+kzO7dUW8vrGqcWY/XKSsNj90aV6oDFsycdXjpWQI4KBJ5CSotdsVIJi4eekTEklWpRolKEsUoPpCYPPZcGV2MgC9m0TDYtkE0FlPIWHdvk4RfT4CsUMlyt3sWsRybV4bHDAkfPZhjOCpSyAvmMQiHTD8rKWpQLXQJMFhsyYSihXBnRi1fak7hFUdWAIPL4+jM6LUfpm1YKsamOLCKKIkEArge2E9+FW46CoSh87LYeguRj+/097zB6Q7MZxvHbkiAzlA+QJYvFFtQ6Ao1OQKPts94SWGuqrKxnuH5K5s49LRp2SL0dXb1Rqbc1ZCHBPTd6pJJWvCnYr+KNjshKXUcW03x4n4svmFxcg9W6z1JNwnHTfOK2Nm0noNML6dkSsqQQ+Rlu2axz4/YuS/Uuh0/nqBZtZElg02CX0WKEnNzQWuxNfuY//kXw1f/5Z8ejD95z39tFu7eP4ADvP3Qfl72tzC6OPjBQuf6zm7bcvF7KpNlQ6TGQlSkWIp446nHqvMye6Qgki/lVSOoSxWyIqvZYWk8wWpQYKktsGrFQ1Dq/9w2D+YU0Y4WIUlaKpW+peKkqn+7yrRdlTl1Mxr15QiSTksinAwaLJpfXLL78cBrX1BkqQCGjUMyJDBQ8BksmA4UmrtDkwefgyZcSSJHYz93hTUKHCFUK+9F7LueWNAhlkmocpHXFo1xTwfVCOmacUGzaEpatIKAyWfXxAu/qwOfKVmF8wIxfIHHXjRb337qCLrdZ6IQsNiJqLZ/1lk+tKbFUM0iqaT5zj8lQpcdSs7/P3YtodiRqrQTbxmQ+uK9F3YxodiPaXY9GO2KtqbCwlmGykuKz9zZxIpPZxYCF1YiF1RTVnIYduKy3I0xLZmLAB7ocPq2zfTzi4O42a02f5UaGM4sRRrLI7ftuWN+zbftn77y+9MBP3pHgp3/yZ95Oyr01uyh/F8zs/XkAlleaf7RDkuVd28pf+NpfPVEuZtc5dlFgx7jKWktksGTz9FGF8ws624YFynmH504IhI7G5KTC5nEPPdHgy4/KfPelHGN5icGCSCGrkMsIZFMeA3mbRtfm6eM6YqhQSEE6KZFNxtVbVXs8c0JgtZ5i8wAUMxKlnMRAPk6lGKms8+p5m//27SyW7ZJKevT8II717keQXOm9FTlEk30iwUOWZZIqGCokNIFUQqZaBFFyOHouRBIUFDm2V7YcGdtR8T0ZQfCxr+yCXzlohsJVraUXBrRN+MQhm7v2r/KH38px9EwujitXfHRVJKErXF5JMzXc49aZDt94IsF6RyLf9Wn3FBptjcGiwa0zbR77vs1K2yCbDDF0H01RUGQNWcpx1+4AaPHAYyJn50WKWZnrtyTYd53F5bkE7Z7I5gmZW3YEnL3ok19KUWsKTA/bHDkXsXNTnuLIj63deejWX/E9/48U/e8vWvhR8LZW8DejWsmR0ISvTE4f/PxH7rljrZTXGS6EeL7PcDHgwqqAEKhMVQLKOYFIsHniVZ2BjMbMVEgu2+BPvwtPH84xVVKYHJSoFFWK2Vjtk015pBMW8/WA+VWdjCbGY/mkTC4dUspZNC2T7x5OkdcUqjmBUk6hXIChks344DpHLtn8568OcPHyELdfV+SXP+kwkLdxr6r3r3gRxir+VMLlxZMSl1YMkjL9wKv4Ln604lEdaLLQslmo+XR6IaYdx2LbnsJ4JeKWbT261hXxA1et3cIwNhhabYb8p78Y4IlXJpkoV/nX93ps39hgthaxVA+pNTxqTVhe12n3chy63iOVtlhrxzcmV6aXPctgvASDJZumLdA2I1qd+FdgqSYyO5/g4mKZO3bofPpQm5plcfx8yFo9xR27AkLBZa0hcHFJQ8RgtOKxUgNFDriwKCGqGaa2Hlq759D+z/sBX7lW5L6mBAdIp5OkkvaXd+za87kt2z/amBjP0DE1koaH54q4gYgoKhSyEV3bods12LlRoFxq841n4ciJLDMjGtdNqIxWVaolkWIuJJv0ySQ9JMnh5ZMSyzWNYjo2tk8nIJ/2SCZ6PP6qxNxSivFyRDEnU84LVIsulWKLl87a/M4DZaxWioMzEtsnM8yMa2QML96NFoSr5I4XrOINwlNzEisNte8aBZoqxvf3KQ9Dt+m5Pm0zwnRCHFfoZ+zIDOREto06mE6E7b3hPHtFaylJIW0Ljs7mOHo6x1OHC2SMIp/7lMsNWxsstCJWGwG1hs9aQ+TySorxgQR37u7QdgIanZCuGdK1RNbbGkNFiZu2mnhRQMuMx/f1lsfKusfFpYhj53ROzJa5cWOSD91msti2OXJWIqMnSCTjliYIRBQpxFCga4excCSZ5+Mf+mBj83V7P3dhNfyyor61uyV/V7ztLcoPQhAKRJH1x7t376qL4empYin5xWeee0FJ6B6up6AqEWHo8NxxhU2DCsNVm796IeTSfJYDM3EOUCoRxYGl/WFLQvPRVb+voxSJfImkFgsi0gkoZByWGhaPvJSmmpGp5ETKeZlKMWCs0kFUmnzxzwuYrRQ7x6CYk5ClEMuJp4iiEPffihwrgXQ1iIURhoORJA6v6h9CFTmWsWlyiOcHhGFff+mFV9XzQRCb9NhWiOf4mJ6M7UW4bvw3QSAQhfEvhq5BGPjUmgqzC0m2Tzl87lM1fu53NC6sp/sW0SLphEIln+UDNy7zzDGLejdF1wz6UX8ykqCQNjy8IML2RHpOSBiF9GwPqeFzWRKZXZDYMJjnuqke0q09Xj4qMjufZP9Mk7mlWIBiKLHYeLgkMjZxk7feC//Npulds8mE/u1iVr3W9Lr2BAcQBCNs1U/81Z59n1Izp2ZNSRJ+/9jxV4V04Ij1tkS1ZLGwLrF5IuSpoya1Rpo7dgpUSh2KOZtSxidlCLR7SUxbuRKrSRQJCFeFCHHqQyYZkDAsnnxFZLWWZPcYlPIy1ULEaMUkl6nxXx/RadTTTA9E5DMK2ZRAwvD7Pt8CYT9NTZVFdC0iYfgUMxZn5zwefTGF6YgIySvPBqIUxa9+xs2V25HoDasUDA0O7e3x5PEutVaeciqWorluPDn0Agk/FPH9EDOKaPVCak2ZuZU0E8MuP3Vniy89rDBX00joPqmEytxqkh0bE9wy0+Ox5xJ0zHiXxPFiQyE/8K+uH/gBdO2IngNNK0BLCBQzLl03ot5W2XsdJHfXOXa2xOSIznLDY2pEoNEFRU2FWzdfH42Nbf6XO4qT/315adndu/vvr4R/K/GOIDhAtrANt33cnZ4e+GMi60lC+5PnLi7+phCt8OJJkbSuk0iY+K7O/u0C8w2Hvzka4gc69x9qMTnkoMkykij1DR9VDF0j8D0gRJYEdC0WKzu+xYNPJhnMSFQKMpWCyGjFopRb5w++rfDNp0qM5QRKmXgglDQgoXmIqoeiiNBPXdY1SOgBpaxNrdvjt/8kyRMvGoi6j+urMYmj/u4KUd82githyXEfL0XIso8sudx1k40TrfKb/0NjrWNQysTBUbYr4LgynifhuAGEYFoh7R7UmiqGluNTt/lIUo0//usBkmuQMnyyKZlqIcsnDyzxxCseHUvEdkL8QAAhRJREUqpISovN/y0XAiIKeYeJasR9P+YQhgFHzyV45rUU2zel6bgulq2xd2uHpZpKuTKIqlf/XbG84auBODxXW2u4d9z6ziA3vIMIDqBmZgCs55/58zMfunvoC19/OKdODCd/7bvPL0iFrM2jL8nMjGucX3MRQoWDM/FK6PxqhnpTouP4GLJMtSCy3jLQVI/92+scOevhBgaGBpmkS8O0EcgzXBAo5yVGKz6lfJOvPBrxjaeLDKdlhooCmZTcj0QJ0VSPlU6EH0gkVCHO/tEFMkmfbKrLE68LvDxb5SfvdNg0UeNPHyljOcrVSh1dDQR/QxEkSRGGFhBEFv/+T5NsHS3xvl09ZiY7PHtEpWNJWE6A7cTpwZIkkk+7rNdihyjLiah3JATRQBQLfOq2GpJY46t/M0B6TSSTEllcSzAxkiSfNml1NRw3FmacvCzx3GsaeV1gtCwiSlApRmh6j55lYKg+h09r1HsC1RyMD3a4tJDk7ht7PH88JJ0ynEgf7WwYGf/92W72Cytri8H97ztwrSn0t3BND5k/DPv2/wTfeVIIPn7vp39938F/8ts/fe9BJ51Ns3VEo1xo0mgIlHMRja6M7YVcXlXJZzw6nYiU4bPe6nBxSeLCQgpFTKIp8fqprkI2bfLg0ykSksJgSWa4AtPjTU4u9vjrl7JUkyqbRyWmRlR0LV6MiieVPn/5rM7Sikw6ccWoKKKQdljvOjz6YorxrMHeTTlun5HZOtHD8iJ8PyTotyHRG5u2SGLc5uiax4lLPs+8luPw8QEWVga5Z09ALhOr4U07xHKg05MZHRD50H4bu2/zJgqx3cPZy7F4ulYvcfeeiI3jLU4uBiyuBSysSbhumo/e5lA3Aywndrp1fAg8jYmKzFhVIZ8P6doRmZTGahtGByIM1aWQhHoropyTWWxanJ3LUCwX8aTrv2cH3qihp39rOusG9//Ep681bf6PeEdV8Dfjrrs/RK3eoZjv/dpA8XZRNKb2Dc0+JJ65pO6bGW/JJ+YENo3I6F7AgAKXVwSIJEICZldUJgc6vH4+wXWbNIbyJmY3JJ0McAIbxzYYKUoMlyU2DndZbbf55rMpsorO5mEpjkMcafPICyJEKQQBDN1DVUUMpe8/rgnxEpbh8PJZgePnEuwaA9eXKGVENo75zM1fWXm9Qm6hb+4Zm3zKYny1dmpOptmUUcSIxTWd66cldm6yOXoi0XeKCjEdCdvRcN0Q1/MJI5VUAjLpHs+9HtHpGUhiiq0bAj66r8mXGj3OLaXJpyXmywlSagdVdehaOrYbYpoRKUVk2waZhumxoepzdk5ACBU2VH3m1mLHXscVmB7p8v1TOpvGy/5SPfX8L933gVBPT70C2MPV3LWmyv8V78gKfgWlQhpBqCJKxc8vL8zfjn7LB6/buvfBzdPj4dZxg57lYzoKi+sCugpD5Qgv8MkbEkvNOAU5Y4Qc3BlQyEDK8Hj8sMTcQpKJqsTUiEfXbfFfvqFzdjbN5EBczaZGXFY7bc4vBUTERj5dy6NtiiRVgZQu9G0oApK6je1H2I6KocbXh64nYzlSn9xxUtgb+9z9g6cAohjFhpZqnGsfRWA5AqqioisBXSeka8WK+a4pYloaGSMilfBwfQFRgKlhk0Khw/klj0tLcGExw3Vjaf7FxzroqR6zSx7nF2Q2DCS4fbdN1w5Yb4s8eSRJ21RpmCEDxR6dnoyoRCzWfDw3YLjkYaigyTaX1wqUByfDmW03Pviz9978wYWFlduHq7lffaeTG97BFfwH8eEP/zizF853ZFX/V+361Dkj8dJMo7n+0cPHL1DKynh+HGFyck5l87DHiUsqhupxeSXCC2LFfCbd4+UndMbLCpvHI8aH1vmz70XMXsqyZ0plqKxQzAkMlkxOL0e0TY2EDoWsx5kFgdfPaSRUIXbXSkYU0i6ZlIMsh0hSPN2MIXD1JMkb7UnUt4gTrsrygR/4nxBi62Q/ZN0SaHSFvoQsPjzvmIyYHHGp18G0IaUrpNMer58NGG75XFhU8f0cu7cGHNjV5WuPy+TnREYqKfZtNXn1pEfXVEgZoFV8ckmbfAJeX42YHg04c1lCN0QWayAKLtniNMlk/qED+3Yf3zA++HumaXeqg2+NpcPbgXcNwQGmJiYBapcuL/zb7bvvH5f875PJVT46O3uC+cUe5ZzFQCbBaiskm5RYauhYbki9I7GpGtF2XFQxzcykzMaxFq9ddDgxm2PXhMbN2wO6lkMYqriBx1ItYiArkUsJGJrN2VmBbk9joBhX72LWIxI6nF+KCHyJwPcIIx2Ib0zEvvOVKF5R4YiEkYggCFe/CLFrldhX7USx0bwAquwhyxITQw6+IFNvq3RNhXZPZTyrMjXk8PyqR7Mjs9bUGS81Oaz4CKLKesfj8ipIUpEdY3VOTfU4MydTnjXYOZ0hnXRYbyvsmgyot+Lk6GZXZyDvUm9qWI5NOSvhC2m2TG+jUNny0D0Hdv7SWqN9KZMdvNYU+DvjHd2i/DCMjw0zOrx+aWh80+du3rPj4/tu/fhTd79vL46fJpP0CMOQYjZirOQyXAowFIVyweX1WZGpqsr4UIfL623+4vECmhCnDuiGzak5G9uNXaCePZahnBGoFAI6ts0rpzQ8V0GRwdAhk7T4k8cjnni5zFhRZ8eURdfuO9SKAYYckOgvWgkIdE0Jx5ORZZGUESsfemYc4eH7AlEUAgJJPeS1CwKLKwYf2CHxU4daNO04KMoLBDRJZ890RDLhsNIMqTVkbtkmkkjFd+lbJnqYnsnJiwKOk+VTB2UGB7tcWu1yYUFnx0TEWtPDtA0WajKXaxrrrdh4dLnuMVzNEyiTx3JZ497xiRs+vXnL5s+dXuxeqlTefeSGd1kFfzMEYRzgnOVE53aVOL5y2RkslLf84etnTm88v3xUSicsVhsy6bRLOSeC4FJvJhmp+Lx42mHTkEglrVPIRti+z/ELLmsNgxumIxK6SVJNUsqJlPI2ZxZCms0cd+yKJV6iEJHPxpuN1VSKpOFSLEBtNc6zEcQIXQpJ6wLD5RBD73J+QWGgqqEpEhMDEl0/ZKEWsHFUIgyimOAR6GrIfF2mZ2poUoJq3qbWCwijCMfzefyIwdSgyMZRj4tzHrWmTs9KYbkeHRMqeYGZjSaOKXNxCUq5FMW0xabBLgsrAqMVnbm1gFpTIowCShlYrEXk0yrbt+0IRsZ3zD7+woX7HD88evCWndf6Y/6R8a4l+BUYmgBwpl5vnjGywV2Wnxi+6YbrH5w//+3MC6+2kvPLHqWsyLGLsQIIoUdKSeL6MD3qE+KSTYqcW5DIGDrFjMdDzyQoJ2WqRZFmz+U7L0qMFlQOXt/jb16WkaWIZs8hrehkkiCIcXqxH8autEfOSTz2sspgWqSY83GDDpfm8mTzEklFZKwacmTBx24LOJ7I+290OXPZxfb6lnBSRBCGtHsCrq1QSvcIQp2uE/L4qzKGLPGBm1Z5oKmyWNOYbCe499Yaz7yapd3RSSoeS+0IJwxZ78jIYvyFCUWPtYbOljGPtYZCpeThBFkyxWrv9kN3tjO694lcYePC5k1bL2Vz/zAq97cb73qCX0GhkCOKokvlUmEuCtavG8jffXN+iC8dPX7GbzdOFsJaOz1UsnnxhM6WUZ+jsym2TwScmVcopF2qeRFDCnB9B9/V2DwuYGgubhjQtg3GCgLphIeuSGSTAQ+/lGCtqVHIBCyue5y+rFMxYhmb5YrUOyp5PcL1BExPomNC4Imokkg6EZDSAlxPQVciskkZWRX7Nm0h142ZDJdhvZOinBO5a6/H6QtguwJdO6RnSgxXVUQpwvYCTl0SyWZTyJrHSl2m2VMJooCxUsjZeYFdExFHz0VsGhX5/tmQoQENxch2br5+U32gskW+vKr909LA5AuD5UzL8wlVRfjRP5B3CN6VPfgPQz9AKvRct5Erjj+aSGSmH3nkgalbDv7sb939vlteXzKHj0yN5O2zyyqVTICq2lTzAWtNkRCRbMbh+VMC3Z5Ex3E5Pe9xflHD91ScMEDAJZOEStEmkQxJGBKSHNDsiOwYU0kYcVxJIe2zaUihkLVZqQusdVQ6TryDIksCSd2nkvQYLETUug5n5rLUuxJBGNKzfU6cz1FICQSBR6enUDcllhoh3R7IuCiygyLEOfabxy3SyRZZA27Z1qHR84kEyGdhcV2ma7ss1yRu2hHgBCX79j3ZI0Oj+1//xZ+9/7ce/tYfTWUz6emRwdFHu+1eQxCE9xS54T1Uwd8MLTEEEALmkROXEEX5i7IkffH2G7dLuXTq9y8sWtNO98L+104vSQnNot31MG0fQVAoZgIyhkIhbVFvaxiSRbWQwAsCnjmu4wUSjZ5JNRXQLvl0TJGj5/NUcrHWUhY9HEdkoiIxPeZw5AyoBrieRxiISKKArrnkUh6qHPD8CZHNwwqG4hGEIaYTsbqusn2DxLFZWFgXqbd0smkXVYzYP+OgKBJr9QgnkOnase1Du6fgBSIp3ScIPFRVwXQkdk3n8YXRYHxy+Jl0JXfGc1r/XCQIDMPg13/9S5GenjKv9ef1D4n3JMHfjF3bxuGNS2nfd5s/v2O3ll9brf0HhO+ounAqsLzi7rVmdINtNphf7lLJh9RaHkGgcHhWZrQs4ocCS/UUw0V47JUEt12nktRjFf1ARiSbBEWKvUjm5zIsNUX0hEGtG3LruIMSge0m0RW4tArzqyJ7tzqMFyMGCyG7J0PmayIXV+IAJ0GS6Dgiph3iOykO3dBmftlgsKT0LdcEdk5azC0r5NIBa+sBpYKL6eUYGRqi3pZeaTTtw7uGNko33fxjrpYo/Grgu42hynujt/5/xXue4H/rgdUcQAP4RYAXX3oCWeJANOe+v5TqfEK74GweSJs88vQsN262sFyBoVwXxxPIGxJjFRHblijlQpZqsTQun5IoZSO8ZOxbfmohQavr0ejE1g6bRyN0JaLViyPGT89pXF6OOLTHpJCBXFog3RJo9gL8EBxfIBKg0YswXVhtw1rT4NyygunFFsiOFxEJOivtBAd2RHibtrBpXGWlmTy9ZUJ/cLGmfUcSo6du3X/3tX7Lryn+0RH8B3HT3jsAnrLN9aeAp3fuDKca9Vp48uxauHnj4MTMTOlXuq1z+KHKwvwqlrOCIqo0uzZhmKDn7Qy9AAABx0lEQVTdc3F9hZ4d9MXBAWEY4PuQMSIKqYCuJeN4IRHxAFNRJQwjDm3qWULfNQsKSStenxUFVEkkl/AgUtHlFq2OShB0icRBqsMDmLbP0MQYvtb8gh3ULtx24ICYzRTFsUCaBR49sK14rd/adwTeWyeKtxBmdx1BMnKedf7A7NlXCJE9x8v9cqvnHfJ8EUFweOX7R1lr1wl9CUEMEQWBbs8linwuLIb8wkdcVuouuWSKtWaA7SVotiO6gchaQ2Ag02NlHX7hIzYXFiGRSBCEKoIYIqDgBxaSPML0lutQFIMg9OmaqceW19u/6/qBsm3LDrZOjj5lWnZzZOQfzt/v3Yx/9BX8hyGRKgI0gW8CrK4sIwicWm36FVWKwrbpceL1y6wvWuiSiBeEeK7rHbrtwG94XuvHBwYdb2rKo1TxiUiQLoZ4gUrPAisU6fRAFlxK1YjyoEOoaUo+N/Ct1YXHf0NRVcX3ZSRJwvKz7L5+F0FgoKqh2OwkVnYK0YVqpXqt36J3Bf5/BX8L8dILzyMIQmVueT57YcGK7rwhoGP6iIJO144IAiWWjIUiPQtUKZ4+3r7LodY0hHR+ukUUrdyw58Zr/SjvGfwv8HP85Bd2nyQAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NDg6MDkrMDA6MDCyemEnAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjQ4OjA5KzAwOjAwwyfZmwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 28}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29441533
    {'hecke_orbit_code': 9007199724503056, 'n': 55, 'trace_an': 180343991690673418674000}
  • id: 29441648
    {'hecke_orbit_code': 9007199724503056, 'n': 1, 'trace_an': 2}
  • id: 29441649
    {'hecke_orbit_code': 9007199724503056, 'n': 2, 'trace_an': 0}
  • id: 29441650
    {'hecke_orbit_code': 9007199724503056, 'n': 3, 'trace_an': 483720}
  • id: 29441651
    {'hecke_orbit_code': 9007199724503056, 'n': 4, 'trace_an': 0}
  • id: 29441652
    {'hecke_orbit_code': 9007199724503056, 'n': 5, 'trace_an': 145079100}
  • id: 29441653
    {'hecke_orbit_code': 9007199724503056, 'n': 6, 'trace_an': 0}
  • id: 29441654
    {'hecke_orbit_code': 9007199724503056, 'n': 7, 'trace_an': -60475251760}
  • id: 29441655
    {'hecke_orbit_code': 9007199724503056, 'n': 8, 'trace_an': 0}
  • id: 29441656
    {'hecke_orbit_code': 9007199724503056, 'n': 9, 'trace_an': 173252390058}
  • id: 29441657
    {'hecke_orbit_code': 9007199724503056, 'n': 10, 'trace_an': 0}
  • id: 29441658
    {'hecke_orbit_code': 9007199724503056, 'n': 11, 'trace_an': 24840277565400}
  • id: 29441659
    {'hecke_orbit_code': 9007199724503056, 'n': 12, 'trace_an': 0}
  • id: 29441660
    {'hecke_orbit_code': 9007199724503056, 'n': 13, 'trace_an': -79026950880020}
  • id: 29441661
    {'hecke_orbit_code': 9007199724503056, 'n': 14, 'trace_an': 0}
  • id: 29441662
    {'hecke_orbit_code': 9007199724503056, 'n': 15, 'trace_an': 4627325283375600}
  • id: 29441663
    {'hecke_orbit_code': 9007199724503056, 'n': 16, 'trace_an': 0}
  • id: 29441664
    {'hecke_orbit_code': 9007199724503056, 'n': 17, 'trace_an': -57199393642550940}
  • id: 29441665
    {'hecke_orbit_code': 9007199724503056, 'n': 18, 'trace_an': 0}
  • id: 29441666
    {'hecke_orbit_code': 9007199724503056, 'n': 19, 'trace_an': 355562290954316072}
  • id: 29441667
    {'hecke_orbit_code': 9007199724503056, 'n': 20, 'trace_an': 0}
  • id: 29441668
    {'hecke_orbit_code': 9007199724503056, 'n': 21, 'trace_an': -1933171089411511488}
  • id: 29441669
    {'hecke_orbit_code': 9007199724503056, 'n': 22, 'trace_an': 0}
  • id: 29441670
    {'hecke_orbit_code': 9007199724503056, 'n': 23, 'trace_an': 6588852862675601520}
  • id: 29441671
    {'hecke_orbit_code': 9007199724503056, 'n': 24, 'trace_an': 0}
  • id: 29441672
    {'hecke_orbit_code': 9007199724503056, 'n': 25, 'trace_an': -13512966285544371250}
  • id: 29441673
    {'hecke_orbit_code': 9007199724503056, 'n': 26, 'trace_an': 0}
  • id: 29441674
    {'hecke_orbit_code': 9007199724503056, 'n': 27, 'trace_an': 3757770863228771280}
  • id: 29441675
    {'hecke_orbit_code': 9007199724503056, 'n': 28, 'trace_an': 0}
  • id: 29441676
    {'hecke_orbit_code': 9007199724503056, 'n': 29, 'trace_an': 50363331391885736268}
  • id: 29441677
    {'hecke_orbit_code': 9007199724503056, 'n': 30, 'trace_an': 0}
  • id: 29441678
    {'hecke_orbit_code': 9007199724503056, 'n': 31, 'trace_an': -289592255497320916672}
  • id: 29441679
    {'hecke_orbit_code': 9007199724503056, 'n': 32, 'trace_an': 0}
  • id: 29441680
    {'hecke_orbit_code': 9007199724503056, 'n': 33, 'trace_an': 601148166645981667680}
  • id: 29441681
    {'hecke_orbit_code': 9007199724503056, 'n': 34, 'trace_an': 0}
  • id: 29441682
    {'hecke_orbit_code': 9007199724503056, 'n': 35, 'trace_an': -579950211055058474400}
  • id: 29441683
    {'hecke_orbit_code': 9007199724503056, 'n': 36, 'trace_an': 0}
  • id: 29441684
    {'hecke_orbit_code': 9007199724503056, 'n': 37, 'trace_an': -1026380758945616198660}
  • id: 29441685
    {'hecke_orbit_code': 9007199724503056, 'n': 38, 'trace_an': 0}
  • id: 29441686
    {'hecke_orbit_code': 9007199724503056, 'n': 39, 'trace_an': 4879030784008287487152}
  • id: 29441687
    {'hecke_orbit_code': 9007199724503056, 'n': 40, 'trace_an': 0}
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