Newform data - 80.22.a.i

Formats: - HTML - YAML - JSON - 2026-01-21T14:17:17.404881

• 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': 38720, 'analytic_conductor': 223.58187542964967, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [80, 1, [31, 21, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 1477569796526707552657702290801569793913, 'field_disc_factorization': [[19, 1], [9157, 1], [5024407, 1], [1690271145945110539084449073, 1]], 'field_poly': [-601748185512337500, 3799092634739500, -15857319425, -135978135, -2, 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, [3567685663152462120968160, 235606663377749933136, -1170715049155152, -33369346776, 60022, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797388062800, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 37881611550720000, 'hecke_ring_index_factorization': [[2, 37], [3, 2], [5, 4], [7, 2]], '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': '80.22.a.i', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '40.22.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-12004-\\beta _{1})q^{3}-5^{10}q^{5}+(-41708704+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.22.a', 'trace_display': [0, -60022, -48828125, -208546506], 'trace_hash': 1936492474426406178, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.568', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.800', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.751', 'prec': 20}, {'__RealLiteral__': 0, 'data': '46.313', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1206.401', 'prec': 27}], 'trace_zratio': 0, 'traces': [5, 0, -60022, 0, -48828125, 0, -208546506, 0, 18039568021, 0, 22750943632, 0, -545167715334, 0, 586152343750, 0, -6036087913662, 0, 22315605327332, 0, 106422870285676, 0, -348283667305374, 0, 476837158203125, 0, -1457074696331476, 0, -971708206284434, 0, -6355463474203052, 0, 980112900540192, 0, 2036586972656250, 0, -7558333611620422, 0, 50852359175074548, 0, 15926962563881022, 0, 235379099994622578, 0, -176167656455078125, 0, 798085846918449310, 0, 732831466342905937, 0, 993061870763564420, 0, 1531008120581093490, 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, 0], [0, 0, 0, 0, 0], [-12004, -1, 0, 0, 0], [0, 0, 0, 0, 0], [-9765625, 0, 0, 0, 0], [0, 0, 0, 0, 0], [-41708704, -1493, 1, 0, 0], [0, 0, 0, 0, 0], [3607902870, 26835, 5, 0, 1], [0, 0, 0, 0, 0], [4550195926, -18002, 7, 2, 4], [0, 0, 0, 0, 0], [-109033288490, -636443, 52, 15, -13], [0, 0, 0, 0, 0], [117226562500, 9765625, 0, 0, 0], [0, 0, 0, 0, 0], [-1207212292986, -13224121, 2492, -43, -447], [0, 0, 0, 0, 0], [4463141407706, -50856092, -22241, -506, 1492], [0, 0, 0, 0, 0], [21284641658133, -169001694, 29129, -2907, 1306], [0, 0, 0, 0, 0], [-69656779886062, 116071205, -137503, -1966, -15508], [0, 0, 0, 0, 0], [95367431640625, 0, 0, 0, 0], [0, 0, 0, 0, 0], [-291414891614742, -119091042, -143402, -24678, -51004], [0, 0, 0, 0, 0], [-194342231730203, 1476279294, -1807809, 16659, -208666], [0, 0, 0, 0, 0], [-1271097446960508, 11880284170, 1517410, 115900, -84752], [0, 0, 0, 0, 0], [196034874621058, -30736049423, -8564462, -124155, -342097], [0, 0, 0, 0, 0], 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[373580695634082933865686566551267604, -3176702866214533468233779169366, 20768337156346616943540906, -37759374758267635297525060, -28829978523823351679579874], [83484377634466704691037775016115070, -10208055455107132960409879408173, 2185259419333791871244644190, 11899428018669008624338282, 107293570420139826380753940], [248131802212512210544219632355262967, 17171558724722910437411408435343, 851013183032034042862130841, -50578485808544602721350768, 136149685160583250526607125], [-856619264804227568777205581836770410, 15522058951728936874968149163666, -1646818017189331936992134193, 22619470971090514497044434, 65699273052121025219438180], [256672792169928779110050212616419812, 4412899493948047431351227305152, 882509308064966161001249046, -17207238260651033882625012, -228979268600366036563355560]], 'char_orbit_index': 1, 'field_poly': [-601748185512337500, 3799092634739500, -15857319425, -135978135, -2, 1], 'hecke_orbit_code': 36028797388062800, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2600304235425, 66674467575, 520060847085], 'hecke_ring_inverse_denominators': [1, 16, 256, 2048, 8192], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [6, 1, 0, 0, 0], [13924160093, 2839, 5, 0, 1], [19815552822430, 10252877235, -18284, 12339, 7505], [35690673751915174515, 26213873076580, 26047646223, 66262617, 2993492640]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [-6, 16, 0, 0, 0], [1265021407980195590400, 136112879273536000, -172749770640000, -2513071104, 1871872], [604642510926010598475, -868804178712088000, -30416179824000, 10775030784, 217088], [-8506423042176458723415, -159736123191525040, 305885347493760, 2513071104, -1871872]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '80.22.a.i', 'level': 80, 'maxp': 2999, 'weight': 22}
• mf_newspaces •

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

  
  {'ALdims': [10, 11, 11, 10], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [50, 51, 52, 51], 'Nk2': 38720, 'analytic_conductor': 223.58187542964967, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [80, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 42, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098832, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 3, 4, 4, 5, 5, 5, 6], 'label': '80.22.a', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 258, 'mf_new_dim': 42, 'num_forms': 12, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 264, 'trace_bound': 3, 'trace_display': [0, 118098, 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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: 71568
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '80.22.a.i', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '40.22.a.c', 'target_level': 40, 'twist_class_label': '40.22.a.c', 'twist_class_level': 40, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 71569
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '80.22.a.i', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '80.22.a.i', 'target_level': 80, 'twist_class_label': '40.22.a.c', 'twist_class_level': 40, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 253550
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 36028797388062800, 'p': 2}
  • id: 253551
    {'charpoly_factorization': [[[3567685663152462120968160, 235606663377749933136, -1170715049155152, -33369346776, 60022, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 3}
  • id: 253552
    {'charpoly_factorization': [[[9765625, 1], 5]], 'hecke_orbit_code': 36028797388062800, 'p': 5}
  • id: 253553
    {'charpoly_factorization': [[[-167111296004818893382697197430534128519482336, 699846018561235980543396223225750608, -81586009637376317342672816, -1741034570797258968, 208546506, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 7}
  • id: 253554
    {'charpoly_factorization': [[[357570142397118625593764769428204402421431402788552704, 36648390889740979138214360953745099630641152, 194951162299471156562201679863808, -13377069808021361627648, -22750943632, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 11}
  • id: 253555
    {'charpoly_factorization': [[[-4414710110115431223173955486329347505035411665752544382752, 47441155418329382812010701355975932544216856144, -59026123003225190283278722801023696, -452899536138301317805656, 545167715334, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 13}
  • id: 253556
    {'charpoly_factorization': [[[825354703082723346318784423774374830946338002474593966171900000, -90014223071530233584872674556853854705957720206000, -316964131986384279245867897053641466000, -46908183460099816426133400, 6036087913662, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 17}
  • id: 253557
    {'charpoly_factorization': [[[-8073573547302941824143243689871533173193399290732097868308557485056, 510132438941368758718814843819632872525236173389935872, 30478929225457781954116052746141993875328, -1711299397930519048677619808, -22315605327332, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 19}
  • id: 253558
    {'charpoly_factorization': [[[58773407149056700473518988088593265546992758442917203657552764367449696, 821053046807783451189759432110797592848128767679568868688, -14054464759205488340374226994733246888137104, -40888132266035443797721743768, 348283667305374, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 23}
  • id: 253559
    {'charpoly_factorization': [[[-29523752840446932589845135399252974067278141090668632499387225625467118138208, 42952733819326259669154374048377748047400083609989818431520592, -110510637248476328418288932671413920321075184, -13497707354598740006553364944152, 971708206284434, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 29}
  • id: 253560
    {'charpoly_factorization': [[[83191647938990437534580118473337724403424254325611494924295177187125923200000, 199923610887806383998779808752334604143002200850115125880096000, -125715853138676658859578314983702111152886876800, -25476067757135676652343778785120, 6355463474203052, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 31}
  • id: 253561
    {'charpoly_factorization': [[[295391559043338287693130821775294000976113845639870115164039645881710483491894496, 187749374571506279857573501624823714503775898498901768925486444112, -4357795304560804772063521414750281299646706734288, -1734033620920234535771726296545368, 7558333611620422, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 37}
  • id: 253562
    {'charpoly_factorization': [[[53532702635632553951316858012107574651537231523366584981771906644119303356468068256, 10751850352476261808874568535447552537146030699610436710055942366544, -83601292634711581144036707386402818664346464637808, -8962778827006464786381330718819224, -15926962563881022, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 41}
  • id: 253563
    {'charpoly_factorization': [[[3298928397272386478581383565233592643552394911164307064947252136928928637581886319968, -408454669495856519103273974700772291757743334855148977898220604287152, 8210072607207115516200246219027859767785162778985712, -32773363546868846747011706227822872, -235379099994622578, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 43}
  • id: 253564
    {'charpoly_factorization': [[[-153056943081656717957532669078476997415109162113291410560225303002232086682116982292064, -1152683023588795419311411911043884098442154470323934505730064181512880, 104313321076975591384370703513831133465304035740191120, -50985173982521494209400130043503000, -798085846918449310, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 47}
  • id: 253565
    {'charpoly_factorization': [[[-443241672322381633008317141597259734480346325856335589249670399110166358286655628266144, -5991429508729360369915958833791391320027551450892274813667996640154800, 47787012914051673552626228153509304769849682148057840, 485150195724381249966922819751099880, -1531008120581093490, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 53}
  • id: 253566
    {'charpoly_factorization': [[[271829026419843817280548712338275854288906702101714208560096180841814752766295831552039934976, 133985133940108872599962157733561650160482001873258350214428718217550701824, -191057008749625003570563212255558237293920577088358407808, -32003557489171334348596577016640904544, 6772963093747519308, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 59}
  • id: 253567
    {'charpoly_factorization': [[[-1208950096684052576294802848081036125555481274535379836642705729472269274441758250959483380000, 1316844472701841260126637485155919368516217687172376727128572632046302354000, -66874920867488851528757732926310488659845573156513576400, -106338165959009915636172820922925137240, 1805644680693637862, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 61}
  • id: 253568
    {'charpoly_factorization': [[[-29124733139654664468649725536705372951999998287939231281868032839648026686170518265992888261088, 85448664110177094425019545444713533182422977669836121201376975453374383458384, 7176754496122138034936070032196993152807772937730478072656, -445601316804482805287640594089243897816, -24123724578650660374, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 67}
  • id: 253569
    {'charpoly_factorization': [[[-3448073832503435917657122307461220645551086948414401474433877516018121643609913496663731595422720, 284469680199843382232282039174872270051601356022608356994426078241123576345856, 20804266097226660948608017308947977397141970858236885186688, -1540833694684287348666927919415242757216, -6972603954980313628, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 71}
  • id: 253570
    {'charpoly_factorization': [[[6928693059977687323697513158285749834948454305864438079117001397501512283719288257369747524832224, 1955585978946748861554236907409886322291728505528379637164563874086682642720848, -39301750862202578364730787343295293359249722065316652904016, -3865448741742184271299165372144080352728, 3059946791944920246, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 73}
  • id: 253571
    {'charpoly_factorization': [[[-597341278069149654804950242817863942128137198511405298619080088596119124535785626190478506876436480, 44762076260695608068178985260689771104771366571539868856865189875473879164276736, -626437609635464527703064211003439808703371641017294543809536, -9780392622316562731412070707306341821824, 110395469949413515304, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 79}
  • id: 253572
    {'charpoly_factorization': [[[-137113256832368445716471100020107835745807304726375372349514715647905937619568618846682195196630847904, 720364066154367952400154235775655268491593260094464538281266993889611730350241104, 11162402027961784640275259263524374602024572185063485946170992, -53608019597645161289141025610369004691864, -224740944988861348962, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 83}
  • id: 253573
    {'charpoly_factorization': [[[3488679637035804777389263366132285409135834513111792178877270901753083881042727175849924104695669856, 243596084343623504297440343142225888761027639805096663402109897953204815514500432, 888199235575119181978303789171410350116319331448220425754992, -43674544505280187632863023932957266386328, 16094344013092215422, 1], 1]], 'hecke_orbit_code': 36028797388062800, 'p': 89}
  • id: 253574
    {'charpoly_factorization': [[[-1559580475249082195435249567242338976440662035104817525357488997923362220682687202096964724017944504864, -46214762877167465319681017405257131395143431367372601149386222168796507592603765680, -324262520992657631545995860684238635323607566442771897780678480, 53558789829622078052534735160367268425000, 1413244055470697320790, 1], 1]], 'hecke_orbit_code': 36028797388062800, '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': 9, 'label': '80.22.a.i', 'level': 80, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjczm3NMoAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nCTned2Lf99QqePk2ZzzLhaLnAiAOYpipmQly0r+2VeWHGTL2b6+1k82r2zZsi3bypQlyhKDSIIRBEjkjN3FYnOanZmdHDtWV3zvH1XdM7ukHGWTtF0f9meGuwC6u+rUU+c9z3nOK/g/x5/a8alHnkZKMfr6xYmqSYzZNGhhW5JXx5o8dHRA3HuotPTU8YRNg8uDdxycMq9d3IxrS0YH25SKiUjl3hqYucFNDwJsBFYBXwjx7f5q37WH/nZ/gO+Ww5gxgJ1RwOjkrJPWmiGf+eM/Zu+maXZsXMZVNlevfyZaMbf/Q7+18j1amGhq1mZ0QBC1OzRrsT01tfibk1MCkXR+fLLSCmfmFtk4CBOdkEopsTrxtS/8ysfP/8Oz1z8r/sX//RP/dG5q7JNu/Nqr7doFFSUu4/NShqmaA8buPLTp231KviuO/1Ma/oQj8BewHbtvemr2oedeusCmoXa0a6v6K422ftuFCYdWJ+bEiZOUvFX2bKqz2lRMznuQBsRRTH/ZcGHS5vDOhJkFSX8lplx0uDKjSdKIoZJgeiniyK6US5OSgUqKbdu4rmZsQbLagn0jMXu39XPg4FHCxObSlKQdiq8NFsJfHq4oa2jjPvoHNzwVR8Hq9q2j3+5T9h15/B+A58f0zDLAO2yd7h6fWUo//+jH03fc0bfz+tKOvzk2PsGWkZQ0miRsL3JlpsBiU5IaG9cylB3DfCPm0kyHTQMuVU+hRMRQxWbvVkW7A0IGTC1oOiFMLwkUNn4QsXurYbS/hURSLIRsGG5yYXyA5VWPopvg6Ag/SFmuK8ZmU0ZHBjiwawsj1ZDBoR187eTSP9kzPDb2gff8uNT2iCwX5RXgq9rp+3af0u+I4397gP/yf3iS1PDQgBO/fbjQ+nCr096/Uu9w4vxZHN3ASRTztRabhzSuLRiopMzVbLQySJGysS9hYt6lWDC8eiWgHQhcG5ZqsHNIU/AcRodiHjrS4OxYhVfPC85NxNx3OGHTYEqxKNg6usriqsJ1wA8MJy4MUvIkV+dtNvR3kAIclbBUl5S8BGMSNo+ENBoVKv0dqgWP0dFbQRZw3fKF/TutT20YSh5NUp5yBt7z7T7F39bjfzuANxvLaMvpbzcX//8XT3/dPnvpWnL8mn37pj55R+ov8sWX5rn3oEcQFBlfbvBDb5Y8+7rDrs0+rbbFzKoiiASOjjm4JWGkP2C5KXntaoUoFuzd1GG+qbhll8+laxaNjiYM4K6DLS5eL1D2Qs5Pae7ZJwmjgEZH89q45Nj2hHrTYvfmkDCSvD4mWGq6bOiD/Vub2FoSRDC7YtEKYnZvsHjmdcP3v7XGxNQATX+Fe46s8tL5Q+zc2s/G4darzxwXxysDe9SH3veWcMPI0N/2O8HKQF/l230J/qce/8sD/PylCbTW4vkXn2X7BkdZVvlX5xYb+5YWL79hZn5O+UETJSJsqajVbR493uGnP1JHpyM8djxl44Y2oyWP+ZWYjcNw6ooiMiBQbO5PuH1fk5WmoNVxOTemObyrgWXbNNsSKQT7t6Scupyy2PBoR01u3RXS8iusNASvXZLs2xaTCkGtneI5hqPbJWfGNH4YsdpQ3L7XMDoQoURMnFicuGqzZdiwsKQY7G+webDEN16xkO4iP/OBlC8+M8xirUOlkuLZBm33MTC4OTm8Z+cz7ah0caXW/IsbBprJ7be/kSSJTXVg+7f7Ev0PPf6XBPiLp2exLS1n5lfdn/35Hw0+/9sf/7lXjr/8w665EMVh40AQdtxWq8PYrEXdN9x1aJFdGz0uXRvmiROGvoFl3v+A4PjZAb5+0mf3loDRaolaK2bf1ogL122qxRSQCJGysT/l+rzFHz+bgN3mlm0WB7dYrDQFY4vwpsMRShRZbSa0A02tYVBWyAO31JmYK1NrCvbsaHHL7kUs+vjME0NcX0zYMJBml0hAXyHh/JRk3xZBsynYOLTMjo0u33ilyouXfT74oM9gsZ9vHFdcmqmxe3OL2/YUWGk6XJmVlFwXKexOuVw4//YHtltHj97/H770pR/4pR/50V9zEEMdiFIhdny7L92f+vG/FMDrbYPnIRfnW9ULVy/fu9qKf31q4kxcNpcHkmipPL0AJS+mHcCeLZLnTxfxOynnplo8dHuD+/eXOHWxylOvh1QHWnzgfsnpCyWeOeNzYFfM5n4PjI/QAktqrsxqhssJ9cBQcgMmFhLOXk8oqT7edmeL1VqJl84ZDu8Q7NmakMSCyUWLJEnZs1lwaGfES2cFK602b71D4hVnuDheYny2j4IjaLYtBisxV2dtbB2gpMKkmi2jKxzapnj6ZB+vjkW876E6I8UqT59wOXnN5+6jy7zlqM35qwO0g5Tnz6bs3hxT9xUDJZivWWzbPNR4/9s2Le/fu1c3ffcnq/0HXnC9Yg1MKoT8dl/KP7XjfxkdfHFxlaC5vP36tWubV5rWp86+9kTFb18uXr4WcHS3YX7VYm7ZxnJjdo3G7N1epxMUuHBNU7U9PvmYob/Y4Ja9mk5Y5Nkzhs8+1+ZDb6jjuiVOXLbYONBioGxzfV7T8BPabZ/iiEWUavqLio19kgcP+5y8HKOlwLFjnELMq2OKYsli82BIEMOmATi2b5F6WxPEfUSp5vS45NSlbTjKxbETdDXAD6BS9tkBNFo21xcSBqpthiolHn3J5vRkyPsfbrG5Wua5Uy6vX+twcNcKP/CmlEvX+llc1VyajLkyU2fjsMPuzW087SFkyMT0TPnJp8bKn/nKaxzas+uTb3pI1mcX+fCu7TunmvXaeKlS/XZf0j+V47u+ghtjAPbNTz6+8dpM8d8vL5zZ89yrx1W7pXCsgMTY1NoCYUIKlsP0csDmTXVu29vg8NZhXj03yIVxOHk5YnBolWN7QvZt6uPieIGXLyR4xTqHt6cU7SKXr2uk1cGzBa6d0l8QzC5bLNcVWieUvAjHVjh2yOSCQsuAg9s1xy963HekRrXa4Ne+WGCo4HD/QThxyebgTh8pLMYXNI6ycN2UPjfB0rBUt5heVlSKbTwbbFthS82VaUOh0OTAdihZFV45Z3NhymffzhWO7YKh8hAnLjhcnIh45UrCob2zHN2l2TFUYXrBpeA1SBObeksRpglaKhApm7fendx168HLZ8Y7f/4HP/DwjIGL8ru8i/pd++n91gJKW3umZy4eXVnxf3Zu5tJDX3/uEjsGl2kE4HccLkx2uPMAxFGR2aWQ0QHN65cVL1yMObRvlX/8Yw1if5iTF/s4Pw6vXYmYXG7xoTd1uPeAy+xCkVfPKy5Od9gwGLB/m2C4ork6YxElEY6GestCK8GmwQgUSBnhtyWnJjxIBbftCrGsgMtTkoAWDxyJScIqV6Yktra4dXeTNIWz4y6NTgrCxpKSLYMBWqXU2hKtIYo0Y7Mw1NfhwI6YjX2aSxMVXrkAMys+d9zS5Psfjrg+M8rJiw4XxmNOjsV0aPL//NgqR7dXePHMECevGDYOBswvSiLjc9fBmPNjRZoBrNZS7jriYpWOcOvRA0+hrH+5b+e+U1EcXd4wMvztvuT/TYf6dn+A/5ZjfHwaPyxury+9/s9fOXXmH3z9yae3ry6McXYioVoWzC/b7N3WQhqPervN/u0plUKJlYaDkuApw+SczfhSyvaNDUb7oOC4uJZGoXntqmKu1qFcDjm0I2XfZodmy2VqUWDriMgoZlYtZhZTGqFAa81INWZ+NWV81qavJBFohvsjVpqGI9s7SFlgdrnA3k0OlyYcri8ZDm4PmF+RRLGFHyr2bYkQwtBsS0aqMUP9AcP9IZaEelvhOLB3s2B1tcTXj3tcnunQ31/njbf73LPP4erkMK9dtDk7FjO2GFKq1vmxd7Q4tLXKpckBpuYtklgwPiNZaPjs3RYyv1xhYj5k90aJUjGbBlu8fGoOv3Fhe5KY76s1rG1H9m1+4ad/+mdq/+8v/dK3+9L/Vx/fVRV8Yvwa5aI7dO7yzM8+8+KrR0Yri+8fG7/M9UWLd93T4PJklWfPJmwdlmwebnHLLs3jL8Ot+2rs3DDI+EyFqQXJ7GLM5FzE2GKKLrT40BtavOcum8m5Ac5fc7gylXJ+MiKRHbYMh9x3JGXbsGRyrsj1eclKI6UTp0gJfSUYqsSsNDSNlqKvHKKFpq+c4DoRL5132DmaMtQXM7vkYamU6eWU4T7Dzg0hL553sO1s8adUxGARVluC5ZZguJzSX46QEoJQsdLQTMxrJhdjto12uPdIzOYhDUmBC9cKXJ0ynJtImFgOeMf9q3zwDQGe6mN8to/xGc3sYsLsYszYQsyO7Q1u22Xz2EsWR/eEbB6QbB6JeO71MldmQ95yLOHKFOzYsY87DpU/u33X3aedwrZ/mSbtxc1bvnukxe8agF8792lKBV2emPF/7esvTH/0+vSUnF1osnNzimfZLNZDbttvGJsscm7cEJuAowdaBEGHQzsa3HewyvT8EONzHrOLmpnFhOnFiAtTKdr1ece9Dd56LMXTFaYWSozPWFydgqnlBEv7VEoJCw1Fux2TxDECgeN6bBm22LMhpFqJmF0W1Fua3RsjMBCmMDHv0vQNZU9QsAWSGMdJKBcSGm2biQUIUpvUGPZvDGm2E2aWNH0li50bY7aOtCgWAoQ0hKGg3vZYrNv0FQSWtJhZsLkyLRifi5lcjnG8Nm++o8W77wJHVrk4UWZyXjG7mDC/HDKxANdqCfcfnePIVmh3HO7YXSSKbc6OaS7ORty1P2Zp1cZxQrYPxfhhgb7+LWlH7PqjTlL+KSWixl/4c9/77YbEf9HxHQ1wv91kdimh6IlfbNeu3Ddx8Y/kM6817nNES/dVUi6NVxmbC3nrXRFj18ucne7wrrtSWs0iL541jC+EzDcj+qst/tb317hjb4Hr8wPMLBSZWdLMLxvmlmKmFhMWmjHV/g73H2lx936wpYejHOZXXGaXNHMrgnYAcZzi2ilFN6GvEpMCE3MxjRZsG7EoegHGCBA2LT9l62jAck2DyahIrQVBDAbDSj1k07BF01cIZRBpQNm12LqhQ60tmJjRJKlmoCwpuQLHgjgWtAPJ3IpkdtkwvxrjOB2wYu452OK+Q4Khssfyapnr8w4zSzC/FDO/EjO9AleXDbcfXOLv/JllBooFllYHGJ+p8uIZQT1o8ra7Iy5dqzA27/O2Ow3XpjwuTLYoOob9e734taujL/7IB958+ur1uf/rhz70DhPHSVqpfOd2R79jOfjrxz/J5m238ff/3t/4havnH/urL77w2O6l5bnt7baRaWpx4brmlr0xynicHk/ZOiJZXbU5fjVi9xaBI206viEKNZOLBV6+ojiya4X9WzoUXLC0xLYUtq0pepKCJWm3LC6Ouzx+wmZiIaARR1y8HjAysMJ77l/lyO4mt++vM74Us9QWFJwOYzOGeqPI4Z2SWifh/LiiVNCcnYA9Gw2dMKGT2Ggd0VeCC9cdlE6wZIy2wA8kd+5v47clR3YnNPyEiZkSO0YVxUJILTAMV9usthr80RPw2rWE16912LZxmVv2NejrD3nnPU0++KBh12iJJKpybbrC1SmL63MpUwsRUwsJVxcEk7WIo3sX+b9/pMmWgSpLq4PMLJS5MK5pdZq8+4E2zUYfE3Mht++PGLte4uxUzB0HBEFYYLWeyDBobrs+NXG42jf4w0f2bdtYrQ48/usf/ySPfPaT327IfMvjO7KCnz/5SfYf2qReevHK33/0xcW/c/HCuLpzX4vXx10O7IypOi5PnhQkqsW77k5pNFxKBcXCss3pqzGVoqTsKRZXQhZrMYt1uL4q0F6Hew+t8NEHQ3YMF6m1yiyseCyu2CzVBSv1lOV6ymozpeGnNAJDuxMzUI7YOpJ1FR3LMLVgIaTDtmHFjo2GjcNt5lcDTl0ucdseQ8Fb5cyVfkrFkDC0GOhL8TtwYGuHTzxRZd+WmCAwDFYkUeJTch3OjnfwrCK37o15fSxkftlm04DDjg2wdTREqYipJbAtgxCGbSMxfSVJ03dotS0abYuVhmKlBsv1lJV6wlI9Ya4Oy52ErZtafPShJe7dr3GtMrNLZRZXXOZXLOZXBOViSLVoOH1FsFQLKBRg2U95xz0BOinx5ElNqdTi4FbJqauKN94uqfSNJJPLO36hGR/6RwV9Lfnpn/jgtxs633R8RwF8fvYkQhY8nV7ceuXS2EeeO774j2fmpogTl75KSBQWef5iwLvu6VBQZR5/VRLR4P5b2tx7wGK1XmV8xqHpS8JY0Gyn1BoRq82YlYZhvi6YaRkQLd7/QJ133pmyc4NLGBZYrbvUWjb1pmK1JWi2BZ3AEMaGJAElDY4FnmOolg3D/RHa6nB1NuT0FYc0LvL2u0K0VeP4+QrbN8BXXo554LDDQt3H1Yo4iejvgziy0FbM8nKB+481+MoLJXZsgFcvB1gUeNudKbHwOX014dqUi5Y2I32avqLAcwS2LVAC4hTCyNAJodk21Fpp9p3bKcstg58kbNvc5p1313n/fSGkJZZrFRZWPJbrFit1zUpD0PQTosjQ8hMm5mOW/Zi7jzS475AiCap847jE9hq842549XSRThpQLdq0gohNI5tZ7Gz4u9v3H/zkQ8c2T642Ov49txz8dkOpd3zHAPzl4xfxihvs5cUzPxo0zvzq2JUT4vpsKv1QsHOTT6WssUSBx15SXJyt84GHYvqcPh59SXJuus1H37rMu+60mFvuZ2nVod5W1JuCRstQbyXUmjH1Vspqy7DQFMzWU/qqbd5ye5N79sdsG1GUPYtG08WxJKAIY0maClID7Q4gUvpKHS5PG1IT8tirRYK2x+5NNvceaROlNZ4+UeXWPRaX51rUV8vcfaTN1487jPQbzk8Y/q/3NTg/7jDSL3n8hOLeA4qVdoOx6/3cujfk6dM+cVDgnoM2u7Z08OMWXzuuIBFcndKUCxotoO1LUiNIUkMUAzJF2yn1lqFYitiyIeC+A23eclvMQNFlfqXCcs1jtWGz2tSsNgT1/Nw02zHNdspiwzBdT3n7vav8wMOKC9cGefRFSbVvmfc/GHPp2hCPv2JQVodSWbJzVBN0UhaCYnrXsaPmjXfv+Yt79h78ncbSXFgZ2vfthhTwHQLw5XoiSVvvWbz2qd0vnBYfe+b5V6zBsmRooIOtbS5Opmi3xVtuT1ld6edLz0uUs8JPvtdwfXqQr76oWY4X+aW/MEccDDG/XKbWtKk1NfWWot6GZsvQaMc0WgktP6XeNiy2BIstiJKAW/b4jPYntNqGd9wdsH00JU4kWhrCCJ465TK54LKhL+bMVRfSAvs3K47tS3HcNscvt1lcKnJoe5FydZUXXre4Y4/LcrvG6mqZ0VHDy+cVP/DGFq+c12wetlhq1Vld6efYgTYvnEno96oc2t1ioV7n5XNVPF3k9n2GvVs7IFucuiYY7o+YX4x4+pRFJ1JICUlq2L4h5C13hzRbio19Kcf2QBgWWKkXWKk71FoWjbai3pI0WtBoJzRbCY12QqOdUmvD9ZokNk0+9lMtGrXNPPqyYGKpwU++r4FOh/jS85Ilv8Vb7ohxZYHzExptJwwWLPpLPnsP3R+duGr/jb/8E++8Ui56XxTCTb/d2Pq2e1Fq9YAk7vzwqTMv/XJt5mx/fb7JcL9gy2hAEEXs39HBmGEee8Wl3lhl60idvduqPP16mU8/u8o7blvgB99pcXG+hm032VBVKGlw7QKeY1NwLYqepulJSr5FpahpdxJafsJIkOIHhmbHYWXRZeq6IYxTpudiHMcAAlsZtBS0fYXAIm5rjm4X7Npo2LqpTZA0+eorigtX+njrbQ7HDqzyu1812KLA9k1tXn9BsamqGCy3cZVHGFksNKHoajaPCF67EHJsr8eDty7x8S/52FaJN99lsJw233g55CsvFTl3zWPnxgLbNyQM9YXsGIw4vD1BqRStDGAoOA5DVYcwsmi2bc5ctmh1NG1f0epIWj60OoZWO/vuTT+h5RsavqHmw3xTMbsaM1Jp8LVXDJcnQ5T2+d6HW2zqL/HMa7B3xzIPD2tGymUef9ni3HSLw9tjppdjhJR8/tFXLOX1/fK5M4Mrx47e91fi0P+4tr3/fQFeq/sIYX58/Oozv/j6q1/pn5hZBu2woeJw5ipcnTeML7R5xx2r2LqP508P8MxJn/5yQhxIHn2uwtlrTd50R4NzV+HMWIV33d3h/oMLVIpllutFig2Xsm/Tamua+cX2O5p2oOkEhk6YEkaGKDLESfYKYxuTglQCSwtcW1AtCfpKMDqYsnmkzWBfnUePwzMnLWRa4a23WRzd3+S5cxFhp8y9RwV132dhucg9e1MGq2087dCJFYuNCJUKju7VFEoBJy66vOFYhbtvaXLiogJT4baDNj/27hW+/lrI468UOT/psnVIMdrv0VcqUCmB54ClDUpCauD8NUGSCKJYEMYQRGTfMUjwg5ROkNLupLSDlJYPjQAWW5KFJnRSn7fcvsg77q5R9hTFIrz5toQdIwVWVm0O74zpL7tMzZf48nOSKws+77x3hYNbNGNTVa7NWGwdbhAlTf74S1/vn1ux/t/3vOV+HUed39SW+78fwCenV2j5yY+dP/PsLy5PfWGYpMWuTRaPn9AMllvs31JlctbjiVct4rTJh96wSF9pgLPXikwvJFjDCbbWXJ+q8ltTJZYaknaS8tVXmzxwuMYPvqnO4R1tBqoFlmsFmr5D27dyYKvsFQqCSBLFgjjOHvWZdytbVGoNrg0FL6W/FLFpuE1Mi8vTEX/0tMvY9SJVx+OOg5p7jjR4+VKdx14sc9cel60b2nziCYESDuVSRK0VkBpQAobKbRpNmzT2eM8DC/zhVwrsmnd5511twmiZp08PECUudx4c5p13NNizpc43TrR5/XqBU9dsNvdL+suCgiOwrewmlAKEMKQG0tQQxfnNGhmCKLuROyH4ITQ7gtVAsNIEoTvcuq/GD76lxgOHYkarDlFic+c+hUlLzC6WmV2yaXUEZ6/C+fGYqVqT9z3c5I23eFyfrXJpQlMoLLN7s+KJ4xaRafFHX/z68FAl+cX77rvbmGT5t4Qa+N8D4F/4/CfomEFOHH/uRybn6h8bu3JmsKQDVjuSB47A5kGbS1NtPvhQjXfrfl44XeDl0wrHXeXPPDzNYN8gV6dKTM4pPCei4CQsNTRFBfVQsVLr55NPlnjpTIt7b6nxg2+uceuuOgOJRxw7tDsuLd/CDzRhpIhiSZxIklSQGoHAIIXBsVMKboxjh9hWwPRywJdelVyZsrk21YdKHXZtsDmwQ3Hb/gbKWeT01RKbqgUO7YTRoVVWGmUOb5LEqeHRVxyCtqRajHnbnR2++HTE5FyJfbstZmsdzo5ZbBnp45Ydizz3epMXzgqC0Gb/jn72b3HYv7nJ1dkVrkzDKxcKXB4rUtACR0uKjsG1QMpsUWVMdrPGCYQxhImgFQgaHUEjgjCNSU2H2/c0+MG3NHjgcMKGfptOUGZx1aXl27Q6Dks1h7kli+kFw/X5mCuzCYvtNh99U4v79hd5/WKF508LxpZafPiNCdMLRaZr8MAtLZZWEs6//pVhE17/WCsciJ975ou/Ozaxyg/+wA/+rwvwyfP/mgPv38On/tmlP3PizPSvzMxeqQ72hYxWi8xelvz+YzGzq4bA9/CjBt//8AoP3NqPbTmcPN3HyQstvu/NS9x5sI2th0gSG0yIbcW0fEM1gAFP0AwsVht9fOaZMk+c6jDS1+YjD9XZv6VDx29xaIdhy6giiCySRJGkEtMFt0yxdMLEvOHanKDmpzzyXIHppT5MaNHnKjYOaLaNanZugkO7GqRyiV//YpGVlQp37dcc2lXnG6cEIrYY7pMUCzHtyEYaCUaitE29I5hfERw0BR66rcnzJzw2DtrcdaifP/fuJX7nK01euVik1bFYrpXYsdFj34Y2d+5t8oE3NJlZWeGR5xyW2w4TsxbT0zaWEkgpEQhSY0hSiFJDEqf0DUQcOdgmCCL2bwn40EMBwxVFf8khilxmF13avk07sGj5mmZbs9LQzC3D1emIU9dCjuyv83NvDlHpAK9fKvHy2ZTZRosfeucit2wr0Wj5bB5VLCwXuVpPuTC+yNLq84Mbhrf+yqyzM/rht87+wfl//gn+n7/6A//rAfyzf/xZfuafv0889/F/9+HnX5v/jSdenS3cfxAuTbgsD7Z58JjDlQmP6/OGuWWb1y+UcHSTDz64yh0H+1DK4dJ1ye9+yebS0TYHN/kUvTKlggJhsHSKaxuKoaHsJvR5gnYoaYZFrk0V+ad/0A9pjIhjbjvSZsdoSBxDalKMyZo4UgikEmjL5uKkzfkrLkVXU7IlgwXB0IBkuF+zcUixbUPCvm01ErHMv/psmYnJKnfttdi/PcGPm7x42qHqWQxUDNVSSMHLqFCaSuodxUrLsFxPqLc87j9U49XzbS5MKqpllzsPVvmJ9yzzbz4HJ64UafmGWlMzv1JmdLDAcF+HbQMdfu7DbcqFOq9fg4vXJZZlUMogRAqY7H8G4hi2jybcezgmiSyi2MGYAp3QYm7Jxg+yJ1qXurUDRcuXNNqSpp9iZMyH3lLjgcOSOBrh/ITHyYsJU3WfD75pmdt3uVy93sfskub6XMql6Yi7jzQZrjhcnBTs2nChOrHMb/ziH26L/9Ff+eCn7t79GfPe9/3PaQr9TwH4lVOfYNdu1Gjf773/pVP+7z5zYsltRil9fS0e7OvnPz7hIWWd99wdsLhc4fKkTX9ZceaKwnGavOP2Fge2l7G1YHZJcu68S6cuqZbAdRVCkAM8JYxSgtDki6yUIIYwFnQiSZA4RInLhStFTl2AxBjyqUeUAEuCrTLPR8mBQxug7EGlKOkrKQaqmuF+2DoasGGoRmRW+FefrXB1rMKxnYqdmyW7Nq/y5NmY+eUKt+2Q9JVTXNvHkQ5GCeJEIowhTkJWWy7zyxbH9nsc3dvkuRMuI32Cglvi2N6Un37/Mr/yuZSz0yVqrZRaU7G4qhmsFukre/SVK5QLEUPFiG3HQhwrxtIxSiVIkS0mDNlNFUWKhUVNFCuiWBFGiiDKf4aSIJIEoaQTSjqBoBMK/ABsS3L7XpddmweZnbeYXlRcnYpZaHR4531Njm4r8+rZPi5NSq5MRcw1Qt5+f4Nbdzn84eMltLdEudxBLV4qeMr53V/5t59JVzoDn/3Yr3wy+Rs/85HvfoD/q3/3H/mjbzhq08nahyrO9MdnZq65lvKIOhYvnNW8+66QYzs9nj5exLLr3L+/w91HKmwaLjDc77HYkIRRzKahhNRY9JUVQWhQSmJpgaUEthY4VkpoG8I4yVSReN0rgTgxJElKkpLx7ZQeuIUAJUFLsCxwtMB1BAVHUiwoKgVJX0Uw3B+zbbRNqVjjs8+HPH26n9pSmSNbFds2WOzZ0iERNR59pUDR0gz1KUqFDqevkk3cbzG0A8UteyKO7DLMzSYsrtr4nQJvv6PJs6/7XJ5WFD2JY5c5vDPlH/3IMk+d9fniU4MsNwzbhhNW65pqWVEpWpQKFkXP4Dopjp3i6CTLbJGZnReyKp6mgjQVxKkkTgRxLIjirOMbRZIgypSXMBQEUdYhjZMUY2C1IXntkksQGmrNiLnlGM8yVHWZp48XODeecn2xg1ts8ea7O7zlqMOzJ/toBB3eeUeCZ3to6TI2ecmt9Ke/98Dt6Z+97VDfp991/6eSW+788Hc3wOuplEK3v298cu7fnbt8ze0ksHtTm4+8wePi5ACXJ2OqJc2+DfC15/p4+kSTH3v3Mod2Nti/vUDbt/BcCKPMMtpX0vihIE7ApIYkFcSJIHIUUQxhJDMFIV6T/eIkJUkydSExuVKSqyVCCKQEJQVa5zeLLXEdSdETlAuGaillpD9gqK9JbGp86lnJ73xlgGHX5chWwdYNFts3pmzbsMpnXzSsrLjsH1X0laFUiJgflyysOtg7IIgEQxVJtQqXrxlWGylzSy57tru88bYmX3rGZaAEjm2jZJXDuwQ/+c4FLLnAF57r49y0y0gjYrgaUykqSp6i4Ek8R+PY4FigtcmDiUCKdSAnu7GTFJIkO4cZ0CFKsqdeFKVEcZqfv7SnLCUJdKLcCtCCMLH4xOOSVicglQEHdvr8+Lt9CrrCxWv9rDQl+zcrwtYgn/6GYHRglftuSWm0zrqry+I3Jmc62nHkfySrM9+dAP/Xv/l5UpP+yNT02D+buz5W9jxNWNe8fKHF976hzvsftllcKVBrSvZssXAswdhchd/+os2x/S32ba1xYGvMyKBBGIdSsUi96dDyrUzei7JHfpTkFymvSnEMUQJJkikJaZotuNLUdGc4c3BnAFdKoJXA0hlAXAcKbkrJi6mWYoaqPoN9NZ6/EPJ7j3lcvFZle8Vi1yhsHrXZPAL7tjZoxw1ePl/GUxZDfYpqCaqlgL5KjG1rhMjA4gc2K42IWttQb8UsrNpsHS1x9/4FHnulzcXpMgUnwlI2QlTYtUnxQ29e4vZ9C/zeYyVePlNluaUZLsdUCzEFV+K5CscSOJbEsgRaSZQilw8zlBuyGdY0pQf0OEnzp1suLcZpryhkUmP29AsiQzsQrLQFiy2DVB22b+hwbFfMgW0pt+9WJMEIp8aKTMxCrRZTa0teOhezb3udOw/GLK30ESUdlhbPlZXa9q9uv/WoPX7+j39n+4EPfPcBfHq2jpTyx//wj//4F8cnpweUkbjKcPchOHO1zFdfbHFxc5sPPljn8K4iV66XqRQtBiqS8VnFqXMOz5yIGR3pMFAJeM89Td5xZ4vl1Sq1posfWARh5heJ4q6WnYE9uygyr1SQppLUsAburEmZV27QKmuY2JbBtVM8N6bkxvSVAzYMNpivt/nVRywefbWfldUiu4cEW4cFm4ZtNg8LdmzsoO0af/i0Zux6kb0jkr6SpFJMkDJgetHgaIkUYIwgjDTbhhu8QkKjrVhtGOZXPPZudvnAQ3U+/Q2b8XkHS0cIYZGaIlEsuW3HKtu+v8GjJ9p84tF+jo8X2dQnGCwmFN0E1xY4lsC2MvqmFdnCWYqeJ8OQ3WSpIVNakgzwXZDHeVGIEkMcQxgbghjagWDJl6y2Qt581wrfc0/AQMli04BDo1VhbqHAtZlskOT6QsylmWyN9cGH2uza4DE+PcSZMcPerSmuI1hdvj6wsLzjY3c98FFlTP03hfgf4yn/HwLwdruB1tafO/7qM79YXzw3fHh7G1KPiYWY0eFldm7o48svlDl+VrPUaPKGozXefLTFcP8AY9Me/RWbuSXF/IpidtXmlXHD+QkPbc/y1luXsKwqLd8hCC2CSBFFiijpcktJkgiSVKxx7VTQYyUmq9xSgFKZ6mCpFNtKcewEz4kpeQGD1RZ+5PON04Y/erLCy2eq9NkWhzcZNvRLRgZsNg5JNo+E7Ny0yuvjPo88O0RFaYYqgnJRUC5E1NsJX3nRpWQbhMiA5Qea99wb8OWXMk9MvZWysKrZPFziffe1ePlCk/OXbYpOjJIiA3laoBNmXP+H3lhn74YF/vCpBi+cqzK56jFaFlRcQ8FOcXWKbYFWAiWzGzmr5NC1H6U5VUvTtSdcnGZPvWzNAlEiCCKBHwuWOpJ6p8O7bl/k5z6U0FeoMLVQ5sK4y9ySYm4pZXY5ZGw2Za4Z8uBtNR68JWX3aJkzlyt8+UVDobjKbqO5OC7xU0E9uDBc6zzzi/fd93C6str47f6+8nc2wFvNOs+fX+X6UvzD58+8/Etff+IbA6OVZdodhzPXAjYNGr7yksN7H2hz3xEbLV0uTUt+6wsei40V3nBwjtv3l7lWrTJYtRhZddhYS9iyEnNuqsQvfnyEg39nnJ2jYOsCncgmjDRxrNcaNskawFOTV+50zVMmhMkXlZmPQ+sU20pw7AjPCSl5Pgk+Xz8h+YMnqpy5VkFEDtv7DBuqhsGqYqjfZnRQsnEoYutog+uLTf79F4vEgcfmzYJqSVMuQrkQIayQhl+kWjIIITAGoljS7yjiNKYZ2TTbCasNxfSix8GdJX7qe2p87D86TCwW0SrKbwxNHLt0QsnogMNtuxsc2dni7MQ0f/Skx2PHq8zUPYqOomRD0TLY2mAp0DJr5wtxo7suBUya3XRJKkgMWZFIM3CHMbRjQSMWtPyI/ZuX+Ls/1CEINvHimSrzy5LFmmF5NWJ2JWZswTAw2OIDdzT54AOa1fogr10o8vK5BKwmb70LVusWt+1v8frVKlcnVqkUHh0e7E9/6bbb74iNOfsf6vVtVKul70yAN5o+d+6pvvfMmZP/5itf/3q53azRbitu3RNRLbrMLCosEqbnAw5ui9jdcLEtwcSc5AtPDPPUyRZ/7fuW2bm5w3C1ysySx3Jds2nYplyJeeoifPUVyc98uEa/jOmENlFsZSBPdA5uSZJKUiMxJqMEpregBClSlDJolaJ1jGPHWCqk4UcsNiL+5Wddri30ceJ8FZPaDHiC4UHDYEUwUFYMVC1GBiSjAzGbhtoMVFd59GTK8XNVjmwW9JUkpYKkXEgpeiHCCnAcjVbZ+2cLNokfaPxORJwKmn5Ks2VYaVjMLZe5Z1+Luw/W+MPHXbwVhZZRBkijiRObMJL4gcVg1eX2XS1u393ilQdnmFiU/N5jVRZqBaaWHWwlKVoCu0vDZLbw7BXyLlUhq+SxEUQpxKkgSMCPIUhSiEJ01OTdd9dJjMWLZwpcmzbUmyHLjZTZVcNKELN5tM7PfbRDf6HC1FyFa9MOE7MJ00sRB3Zo0qhA4GuePWXTDENu3Z3Sbq1y6pUvD/gd99/cduzO1SRuP/Knick/NYBPjl9ldHRE/eKvfGI3nSvlrZUaF5uCWt3whRdTfvJ7Fjiyp0DbdygXBI4dsXeLouBYlAuSvlLE2FyZv/FvHd5wdJm/9L4ZBqplmr5HJ9S8/d4mP1e+ztdeMfz6Z212bwm4+5CPRlP0NAhFkkjSVOWcW2SzkfkhMAhpUCIhiAyGGGTM2WuSVy9ovvRyibOTJcK4QEkrhjxDf9HQVzCZDl7W9Fc0A1XBaH/MxiGfDUOrPH0m4Ne/NMyGqmaoDOWiolwUlAoxnhPw/CVFJ9RYxQxUxgjCWOJqxa17fV46Xc2MT35CrWGxVHOYX+rjp945z9TSMi+9NoQlARGRAnGsCSOLIJS0fE1fyaVaLnL33jYPHmnz/Q8vcuF6ypdfdnn5gselsSKx0ASBoh0plJAIIW5aeOY9AZMSpwaTplgioWKHeCLk7tub7N7iU28ZPvIPSrhWQr9r6ESGemCQts9Pf3CJBw/ZrNZHOHOlyPV5wcxCxMxSQtM3nLqsGZtKqYcdXNfnJ98bEbRK1NuCV05HtMPHyoOFa7u3HPtRdf7i1eTAvl3fOQBfnD3D4Khrnz19/EdHKuafnbk+zd6tAXeUCkxMO5yftPj4l0DbIW88tso2B0ws2bnZYai/yHB/gf6KTcmLuXhd8PgrQ1yeXuX999c5urOOZwuWWyGPvGTzsT/ow29qRkYiDm4LGKjEfOiNHbYOh0SRyPm2hHWVm5x/SpkipOAzT3m8frWI0JqJmQLT8wVcT1FxBNWioeymlF0oeYJKQVEuKfpKmoEqDFZjRgY6bBpukJgan3m2jN8qsmezoVxQlAqSkpdScmMsK+TRl1yCtsQaBpmDKYolRU/x9jt9njmZ0gokLT+h0dbUmpq55QIHdpT40AMNTpwtMLFSQskUiHK+bBEliiDKGjOtjqbesil5BYpewIHNHe7a1+H6Qp3x2RraSjg1pvn0kwWEUhm4b84fNCmQYtKUOErZNhLzkTe1GSyn7N+WMjKc4rcM1YrFk69rGh0Xr5zwpmNNPnC/z87hEhOzw5y/5jE2nTI5HzOznFAPEqp9EcJO2LCxzUeOGlxZgKifsWmL8fmQxPjUm4uMT+/7Z7Xo1bZwtv3OCy+fDe+969B3BsAvX51gemZh7+WxyV+9fPEpecsOeOWSSyoDHj6SsG20yGuXK1ydifitR4osNmM2D7f53je0uX1Pm40jHltGPDYPe0QJ1Nua82ND/J0LVfrLbbaPBpwdr1D3XaSwEBXBfBPmTxmMSPj8yzFCJNlFMildZBtyiUwIhFAIIZFKEUcamWosLSk5sGPIULRSCk5KwYGCIyh6kpKnKBc0lZKkrwwDlZihvoCNQ00SVvmXf+zy3Olhdg1AXyGv3gVJyYspeCHFgo/nFXCURMmcg5PRgSiy6PgCP0hoBopWJ6Xpp9nIXNFmar7C/QcDfvrD8/zypzWTNQchUoyJSBOTUzNJJ7Bo+YqSrym6NgXPpeAUcJ2Ikhdy254Q24q4Y0/MD76pjVZx3gRKEcLcSMpzSpemEiEkjq0RSIJQ0VgRKJXyt74/5i99YIZz45ptI4b+ok3LLzO7WOXKtM1Tr8dMzodIHWEVQt58zOf9D3TYPGixvFpmtVHg6nWP1y4bFpttHjzWwiQFXr1o02o/LY8dE79a6Ws9G0f+mT8NbP53A/xrX/k0aex6ly+fe//V8VPCK4Qkqcu2Ic2XXxb4QYPvvTfGc6uM9NvMLGbt5qkVl9/7csQjlYDdm3zuPtSg04lp+C5FR7KzX1APbJqhw6Vxgy1hpLQmd6V0pS4rW/3nstf6o9elFKCFyDqVClzP4GqDqxIcCxwNrm3wHIFnSwqepODqDOBFQbWU0l+OGagGDPe32Di8zK9/KeUTj42wpaoYLKWUi4pSQVEsQMHLcgpnl1Ouzjq4dma/ha7TT9AJNTtGU0YHOzQ6Nn7H5FVcUmtqSp5LqVDlB9+0wNjsHL/xyCa01BhSkjQhTg1RrAlChR8q/EDSdiWFjsZzLDwnod7M1hi2lWDpBMtK0DIblJAya+eL/JVZVwQgcpAL6k2Zr2GysT3oPgkN+zZCJ9RMzdu0fZsgsiiXAgZHAip9He4/3GHnBslAySIINnDmksf8isX0AlydjlnptHnvgzV2jZT4yvNFLBXQiQJePfmS2L0rfv+enQeufu7zX/Df973f8+0F+Gszjp2Gs38zqc38zTiIZNsvMxEopLDZMZxw4lxKtVjjB96U4DoD9JUtFlcUm4YSluuChbrNhStFTl82KGnodwWVAhRTqBbSrG2cy1ZJXpx7Oi4iB3mXS4quxA2Qd/KyhZWWKVqCVpmyYCmBpU2mG2uB60hcW+I5Cs9VlDxJqWCoFBOqpZj+csBgX5utI8u8fCngD5/aSJ/rMFJKKRdEBm5PUnRTim5MqRDw8kU4daHA7iGT8961trkfKO7YZ9iz1eeVM1XagcHvJLR8nYPcouB6eG6Vj75hhVOXFnjp/CgYRZommR02NsSR6flJ/EBT6Bg8V+HaKY5t4dgJjk7ROsHSKVqlKJWipEHKzBqMMAjW+JzJwd4Fd3a+BSa3FKdp1mALc09LGEnSFIYrMT/yJlDSJk0K2aYAV22W6pLVBiyuJswuRlyei/n+d65y1x6XV8/34VqSbcMapas026FMgmt/v88z9s6N3i8A4bcN4K1WIIOg9Q8/+bl/9Vd+//lZe88mi/sOxWghQBj6yoqiV2Rq3icVSxzcISl5JQYqNisNi3rLsLVtaPkpQZiSmjXNNslN+2GUgTzrqolsMZRLW6ar5a7/UKar99JrVXcbOkrmHUtF5mPR2cCAY0kcW+E6Cs8RFDxByTOUCwmVYky1FDBQ8dk4tMpLF33+4cdHmJyqsnMwpVogm4DxFEUXim6C50bYVod6x6CkwlIGKde4QJIDJIptyl5EO05pB9n+PO1OQrMtqXuKQtPBdUpsH434Rz9a5x/8ruTF8yMYFKlJSZKUOIkJ45QwUnRChe9IvEDh2hLHNlnarU6xrEzv18pkAFcZwFVOU4Qw3zSgm+bg7lb01Ii8xZ95WMIwWweEkSBJQQgbKT3SVNAJoNXJFKJGPvS9VEu5tiSwC222DEqeOTnAxQnDajPBCIHWcN+RiNHyVfv50/pvfN+HftoKguDvOo7z39zO/28G+MpqiyAMf2Hs4ld+dnPxkrtv0xCdMGF2tY5lddg0tMIb96W84ZhmprbMyash77tvhkqxyuJqmcWaS61h0WxL2h1NJxK5/yFvMsSGIEzzSZSUMDRESRbhkKSsVe60h2tgjZaI3sIyoyhKCpTK5DKdj6JZWuLYWQCQ62SRDJ5jKLoppUJCuRBRKYX0l302DtV46UKbf/A7g1yc7Gdbf6awlDxJsSCz6u0ZCm5CwY2IkpDff7yEVApLGpRYkwlTk4EkTix+6K2rfO14SDN0aOcAb/mKZktRdzSu7eBYZfZtifnHP7bM3/sdwQtnRkiNJEnTvKWeEkXZ+QrczPLqOALXEjh21tm0tel1bLVKkSrTxqUwiO7P7glcd0LTdQBPUpHZIqKsAdQJJH4g6IRrE0RJAlGcEobZaFy7k1JrGRYagtkGtOI2Hzq2yG9/tcTMfIQxIUd2dhgelHiWwlYuk7MFvnriulssPfGXP/w9bxOB3/pbjlf8nwvw189exhhz98mXTnuXJwqMDjTZOeryyvk+Ls/E2FaHx4cSAiQrzSEuXtM88mKLbUMBP/jmFvu3OwRBgeW6RzOfsFmzbQr8QNLqSJptQ9tP6FhZdkeUmJyqZJV8PbjXA1wKEDLLD5HrqrfWXd+JxLJk5t+wBa6TZZ4UnISil4G7XAypln2GqnVevtDmH/52P2cnBtncJxgorqMmrqboZv4Vz43xnCwyeXq5D0sJlExzWW5tkZkkkjhWbOgzxHFEI3LxA0MnSPE7Cc2OxGsrXNvCtlwsXWH/5ph//OcW+du/BS+dGyZJZQbwxBDFSV7JUwInxQ0lHVv1KJhlgaUzipb5VAxaZny6y6u7D5n1GO/SlTQ3aGXzngI/EDT9bIi53Uny2dY0H5HLRuMaHVhsgp/EbBhq89feu8rWwYRD2wynr4UsN5YxRrJ5QKCVw+VJjydPGnZuafDQEcPE1ePe6vLOu+V/x44T/00A//JXH2HTQLPwt37pcfvQtmUObLeYWzaMDna490iF/pLN7JLN8mJCo2PoBDCg4fJVl1fPpTx3ts0bjja5fdcK9xxYZsOwSxw7dAKbdsfC71g0fc1Kw2JpVWX0QkGoM5dbVsHX5idvBnfXRCUlSCl64FZSorVYR0/AtcCxUzzX4DkZfy54EeVCSLXoM9hX5/jlDn/vN/s4PTHExqpiqJhS8QQlV1JwFQVP4LnZzZG1+kNeOi9odWxcRd4uzzh4dwghSQVRrCm6insONXn5bJl2lNEUP0ho+4qmo3BshW3ZOX+ucmBLyj/5iQV+/tfghfPDRKkkStN8WHptBjOwJY6dZtU796ZY+c2dvchpyhqNk3mX9+aju25I8g5nEEK7Y6g1Y1bqMavNlGYH2gG0Q2iGEKQJRa/DnUdb3L67w4NHEkb7XFp+lWbLYUNFU3UljbbF7IJiZlFwaSJmsRWxbYPH+VnB6PA805c+bfveBwrPP/vl9n0PvOt/PMBPn59iYHBT9fiLv//vi4XmGy5PwEJfxP0HOkyvaLYNLzPcV2Jq3mV22aLWSGm0E9q5DNbwJSvtMl98qsQXn4sY6ve5fU+L771/GWk0O0YFG4Zsak0P1ykTJwX8UJGkmXEoVuZGcOe/iLwP3QN3bjJSPYCDyh2DlgbbAtvKpoBcO8VzErycXpS8gErJp6/U4LUrAX/vN/s4NT7MaFUzVEipeFB0BUVPUfAUhV71TnCdmFKhw9OnbGp1l76+tTZ5tyqmaT79niiGBxRvOtri6VdT/FDQCdN1IJe4lsS1NJa20dpDypQDWwy/+BML/PyvGV64OEyUaqIkJYxNbnvNqqkTyZ670NYSrXMTlhQo3T039D5f7yaEG4Fu1ihhnEAUQRAY6s2YmeWY2QastFO0E7NzQ8CICPje+9vcttswXLVRlFiuF7g47lBvWzRbmpYvaLRhtZkyv5xwfSkmJWDziOH8lOSegxHVgmJirv4Gu3Lpt9797o/8+fbqtVqhb8f/WIBH/jiLszM/36pf/b79GxYpuA7Lqx6fe9rj8myHHZtbvPueRW474LC4UmF60WGlYVNvGprtlKaf0GwnNHyotS1WGjaPvljlkWdjjAl5011tNg9GtFodyrZgpOxgjMpMR7ZC5/7k9WpJ94IIyPnkmsdbqTXHoFZk/gxtsKxssNi1U1w7wXNjCm5E0Q0oFTr0V+qcuBTwN39tkNfGRhiuWgwXEioFk4M7r96uxHOy6u86MQUnJE4DmqGDUBKrW8F7HFzk3g+ZuR8ji6LdyewCoUtfF+SdhLat8i1RJJbWWNrJ1A9hOLzd8LE/P89f/3cpL1wYIUo1QSIIky5NELhRimMZbEtg6zR/esnsaZY/0bLzI3qUTq5bv3zrSp5JskhBf8Wwb/cKTiGk2U7ZPBjztjti0sQlCCu0Oi4z8y61pkWjrbPQobag0Upz/03C9HLCfDPhlr0N3nVPh90bbK5O9nH2mseliRgtm2zdevX7tm4/eTWMwr/9P7SC+60x3MK2bV/+4r840qrPkqYul6ZTNgx1+N4HLE5dLPLcOZff+XKTt95d5+EjHY7uLTG3VGS5brHaVDTbKvuCftIDfKuTTbo0gwLHTxV5PjIIEjb2GY7uTBnsS7MJnnWroO6v37So7D5u8wkdlS+mtDZYKgO2rU3PPehaSc6bIzw3oK/cplJs8tL5mL/164OcHBthqKIZ8hIqrqGUg9tzMzmxC27PSXDtmHIx5Py44akTRWwpsVQ2WSPWISYDOESJIk41D90WsXtni6uTHkMF6IQmewUJ7U5ehbVCawslTd40MhzaBv/kJ5f427+W8uzZITqRR5BIwthQiDPK4lhkINfdp1eaUxSJVEnvCaekWAdwcQPIbywk2d95tmDbqM2xfR4bBgXGyEwXn7NodzTtTgbqZltloG4bmvl1b7QSlhuGmZrBK/m87b4m77pDIs0w33jJ4/iVmC2jTfZuEUwvFrg8ucjXn3/+yI99/1/cdv7yxMSBPdv+9AFu0usgKtvnpp7/F5cngvcuzoUk2GyswnOnFPpYm7sOC2zL4dTVMr/ziMOJS6v89e+b5/DuArVGicXVAos1i3pL0WhZNNqGRjvNFyopQT5NkhqBkoqCI7G1BDJpT6tuhb4R4FKuA7cwSNWVBTMwaJVXbW2wdYplpThWimPHuHaM64QU3ID+SpvVZptnzsA/+YNRXr8yyGAO7qpnKHmCoit6WnmmvKRZ9bYzgHtOQJgkdHwXV2U3mewCplcJc1UikcSxzri8DghCgx+JdQBPse0E29JYlkQrhZJWD+AIuGWH4J/8+VV+6T/GvHBhgJl6mU5RUk0MpdjgWgYnf1k9imZyuZB1AF+r4L3Pm/vIs88uejSmOyASRJqLE4NMzWfNozTNFqF+qGj5gmYbmu2URjum2c4K2mId5htZcu3GkQY/++E6t+8qcPryCKcuW5y8ErJ5c5sHbpG8eMam4CRI2aDA8nufePal5PChW/7yybMz48cObfzTBfjFC1N43tJdr5688v5Hn5mkVLS5Z3+Mqy0ObHKZmbc5vDXi4E6DVhotDScv9vMLn1C8+bY6bzjUpr/qsnXUY3apyGrTZqVuUWtJ6i1Fy88uaBSnmDTTjW0rGx1zHZGPYnX5oln3KDW9qp3ZYE1OT0zuGswqt9Yplk6xe/bYDNyOnYO7v8Xiqs8v/n6BR14cYqnVx1BFMuTm4HYz3l3IF5aeIyk4Jq/gGfd2nRAIeeI1m9XIZsDhBj82Yn2jKuPhYaQpO5o3Hmvz0sWQZuRQyQenO2GKHWRedVtnANfKoKSFkFmDBgP7t0h++S81+PJLPr/w2yNMLfXhVzVVW1CKUwoxOFEWvWyrLNDI6i40pegtgrs/u+e2y8kFNy7atRJ5D0IS5jxfykzVimLwA2h1UhqtLAtytWlYbglmVqFQDNHFDh+4p8lbjsUc3lbitYvDnLqkuTQZEoQJ2/tdroxbrNSyInTXwQiZXKKxsvX9q0uF3w8Cf/xPtYI3m22KRW/P577y3M/88aPn2DJksVQ3NP02KybhzXfXqRQk5WLMrs3QV3GZWnQZLkrOXerjzNUCn3mqzdaRkA++ocZ9B1fZHBVZqpWYXSqyVLOotzI9PIqzEyUEvTGyrEmRSVxSrVXqNUpieiqAzL3PmQyWAVurDNyWTrCtBNuKce0Ix44oeT5at3n6VMJvfaXMl54bJkzLDJcFg25GSzIJsKuTq/wl8sq9vnpHaB3w/Lkq7VCzoWDyG+7mCt5VJSRRrHAtxd0HfOI0A7gfCTpdNSTMItcs3ZU4VQ7ErPuYCTOCwarg+x5uUXJm+O2v+DxzboC5yKPtSsqxoahNBnKdr0OUydclJgd5XhiEyJ6SkhvoihR5dc9viihOCSNJO5Do/PulJtPA/U6WfbhcN0yvwkIzJUgD7j3c4gMPttk+nLJ5QCOpsLhaYqmR8tylDtdmsu0TF55WDBTr3HUwJkkVlnKZW0rZVjzBxoE9P7Nx2xtOhqF/2f4vyD38zwLcRJd45CtPMTRQ2Tg5cfHBgdIM9xzS+L7LhfEKZ67FXJ9NiYTEj3VGG2JJY8VQLRjKLtQ7NksLNtNzKRcmQrZu6HDLDp93373Ato0dHKsPx3JoB9mcZZIrJFLkj1LZfZyanl6bLYrMOoBnvyuZ5gBPc893Dm6VeTEcK8K2I1wrpFDoYNtt/uAxzT/9D8NcXezHclxGS4J+J6HsGIoOFPMJe8/Jup1u3hDK/CtJ/iTI6MlSI6EV2thKYUvTW2B20W3IqndqWNcVtPCsDqNVn1q7hB+JPG4tWytYVpLLfCqXO1VPv15buGbOx/c+0OKOg4v8k9/r8IlHh1iJi7Qdi6IlKevMg+NosBW9YQjdbfr0aJ34pifkWgXPbgKpMvuDlKI3vd8dffODlOWGYWrV4JVa/OjDDQ5vT9kxKhkse0SRy/KqQ7NtkRrJ1pGIH35HmyiJEUAYaxSSkarDmSsuX3kxpR4aDvt1+obOPXh9Rm6Mw9XLz79+nftu2fLfB/A0TXnv99yyfera5V9/8ukLmKTMi6cN0grYucHDtYqMzzrUmyl+mE2vWwpKrsC1sys6lGQRxH4oaXZcpicdxifKvHCmw4+/K2DncEiUSGw7m8ZJ07WFpBB5de6a9cUamHsA71Vug5Ip8obKneQgj7F1RkkcO8CxfMbnY37jy0U+9+wAY/N9lAsW/S70OQklx+St9y64ZQ5u2WsKuTn3duzsxikXAz77vObyhIerRNYx7K0Z1lDei3EwGQ+PYs3+bfDuO5r81lcHaBU05SjzWzthvm5QKVrLTP1QrAO5ta4aZU+FrYOSv/UDbY7smOLXvtTP2FyFldijbWmKSlDIgW5Lk904ucq0VsXNOm18feOMtWuw7s96Brh8kLkTGRq+4MDOgB9/d4cNfUXixMHvWFxa0bQ7qpcJCQLX1gwWLLROSZKsybdS17x6FhZqPgd3dVCiQBI7PPPyZY7dc/TXd+y67x3tVvM/S1X+kwBPkxghFdMTJzafPHV115lLqxTLEUd3KhqtEn3FlM0DERuHNKsNi1Yny9MwxmQXtDfBkrVxb84qiRKH6dmUkVKCZyc4VrJmmuq61+iu5s06tWQd2LuAl6ZnIsrG0boGozib3NExjhNg64BmEvKrn7L57S+PMr1cJVUe/RVFv22o2CmFvHIXeu17mftUcmqSa+c9cNtZ9zKIQi5PObRChz4nV3F6ujy9Rs/6Zk+cSKJIUy5qdmwOUU6HZljCtwVeZAi6ANdJ3qhRmY4tuxbgb7V4VQxV2vzUe9u8/6E5fvvLDX7jMwMs+UV87eJqRUELPGVwYpNVc2lu0MXVuu5m91yvV6zo/s7arGtXvk0NlFzDtv4CyysVFhZlrwMadWMq4kxTz7CiEUJnFCcytDvZNjILqzFFT7K4VKEZ+BzdU0eRsDRzfld/ydn88P3HxoMgxnH+ZBj/JwE+OzdLqVgcWqrLTz3xwqtWsRRwcUqS0OF77q5RLWUa7ZZRm0bLpenbNNqZsy1OBWnSjSaQmRsw95mkJjtxrgPDfQlCZAYlrdIbrJsZyEXvxHUBn907a244kYM6ozJJBnCdoFWCbUW4dohthdQ7Ic+/LvmDx8p85tkBOkkJ27YZsAVVO6VoGwqOoWCvgdt1JI4jcXJqkjWGcmUiB7htZZ3Pa7OGZ44XCCMLp2i+aYHZKxw9Dp55r8NIYVmaN93R5A+/3uLiVBHfzfwegWWwY7CiFCvM5FIlRb4YlGvhPtyksaeSgqMZqfr89Y+2ObA14BOPlXj1fIVFv0hH2ViWwtUST4KjDJY0WN2kAbG2dpAiG9agd+7Xt/FZd30EkswCUHQNc4vw4uksoTeLzDBr0/tpPtGfZMa6xEAQQtM3NAJD3U9BJ2jfUI+avOvegN2bYi5eD2jMvmI9dP9tn2o260d9v7n431zBN24ckFevnL/r1GuPVfZtabJct7GEy+yS4De/EDDXSLlld4Pb9tXZPlxj86hG4gA2LV8TRIo4zvwlvQTX3D+iZKYfV4ohlWKA54RoK16LHMsft9kA8Zovea3Bsw7golu90wzgKsHWMa4donRIvRXz3BnBx79a5rETFVbqJaTnUvIUVctQtlMKlqFgGzybvGpnldtzJK6tcO2McmUOvTQHd4pjZfxb6YBLUzBdz+ZM7Zzf3tw46U73Z3OQGcjjVBKGmpGyYM8Wn9OTMe3IIsgzvu2QTMNXSU5Ruo0auNmn0b15ujJklGT+8I+8yedtd67yjZNNfvfRMq+eL7Pc9KhLh5atsZXAlgJHZhF2ljA9qqK+1Q1qBLHJWvdxavLvJVDC4CgohQY/Mqw2o9wPv/bvdpNvgziL+OhE0AogJQGVMDIUcOvOgLv2RRza5rBcKxAGJc5fkUwuhMyuBpSe/Ebl3rveeNeWTXu+yn8iPOg/CfDGyrRTdPh3cXu2+Po1h75yzP1HW6SJx+WJAhcnDRcveXzjlZgNwy22b+xw594Gh7anbB0WFB1NEGqUVKSpIknX5iQzX3KMEBGO3cGxQ5RKMvnLZFkmoBBoOoFFFKt8Sn7tTGde7zSnKAlKJthdNUNGLDZjnj6u+cpzJR55psJCo4hwXaySRVlDxcomeTyLnHZkDYzsJXPLac67bYHTrd5dgOsY285uJGMinjjhMDHrMdgvsGSa81ixptt3j3zSvwvwJFH4gcW2EcGbjrX53IshrcjCjwSuZbDjrIoHUdfqmmQcPFc4EPIGmpK9JGmaDWBnXVON5wR85GGft9yxzOefbfLl5wo8/XqJhXoBX9j4tkZbCiUElpToHNxKrJl+EpNZlqMko09GhkgRZwQ8G6FCKoUbKpY7Er0i0UJkoaDkgympICUTAvwoxXVjtowEHNnR4fa9MbtGBJsGCswsDjA57XBhQnJpKiIlYP+2gFsH4PS52eLhg+bfTc/OHQD8/2qArzYMYdz5M1fGjldnF/1skdBSnL4as397jTsPF+krl9kwl7JtCSYWKrx8qsyzr0WUSh3uOdRmqBwTxSHvvCdgoJQtIDJ2nqkDM3OCF163aYYKbTmI7qolTUgiw6aBkIePtdi/DZLEIYp0Dvz8aSmyDL6MisQ4TkQnSLg4DeMzij96vMJXXy2zsFIE20WXLQpKUrIMJZ3iWQbPAtfKwO1aWSZhZjOV614i/3uTgzztgdy2svG0qzMpp685YFnZom2dgiJu6n13H+tdJSVTU7I458M7Ag5ubnFhuoDvCgqxwIkMgSKX9tK8enfVlK4EucZVejp7LkWmqcqjNSw6oYXnBfzI2wPefU+Nx463+OTXC4zPuFyYLhDWbGLHIlAKoWQvjnmteiekcYyTBhzZ0eShYy02DiREocysyyLriGpL0AoVz53ymFnSWFb2X+kG9PeXE955T5skhsGy4Z4DKVXPIY4rzC6VePGMy+ySZGI24cqMz2B/wL4tGku7WdRHWmNy8hxLhcJ/qkb/yQAX6YoQafjTl66eqyZJgkg0kRSkKJ4/F/O9961mW3B4HtWSTV85YeNKzNyqxWLT5tHnyrTClChNePZsSMGJezbXrIJDraUYu+7QiTRKZQap7iIljFIKTsChJ1f52Y8s8b4HG9iWRRwrTM71bCdFyYQ4TphdFjx+UnN1yuOplz2mVz2uzhTAcVBFC1dLihqKOs1UBMvg6Cw43rHIQdx9yfylcoCTc+4c3FaCY2XV29YRrhtybRHOjxew5I3yYI+isOYH74K7OyGT2V4VcWxxcJvPnuE2Z8Zi2rFFKRIEGuw4s6GqdQCXUiCkvKGSr1EIeqFH3cVsnCjiRBElFoFlU/FCfuitHR44Umd6tc4TrziMXbf52okiM8sOiW+RSAW2XCPeaYKbdHj/w6v8pQ/77NuscWybILSz4mNA5BnrYRzx7tsT6q3MDdp9wqSJwHPg0A5Dkli0Oy71psv1OZe5ZZe55SxIaG455NJ0ilXscM+RBu1mfx5HZ2HZhomJ04Mf/OCP/szYxOTHdm7bav6rAL4w8WmiKOXk6dls4eVlsQKjAxHTywGxaXJgR0Sl2M94tcR40c6mY+yIgVKKH5DpubFFc9Wm3h05w4DJ7matYOcg64Ii86BHI+jEkpV2keOXHP7uv1eE8SwffbNPyRYIK9u5YGxScvqa5vGXCpy55nDumkcjcAgCB2wbVdY4SlJQUNAGb50O7OiuT6Nrm8184U5OS2xbYdsyvwHMGve2kqyzaHV5foRJQ+ZXJIFx0FpiS4Ne11292bzUBXmSD/hma41MDxdohvpDpOrQiizaWmRKR7RmGNMqvaEDKcV6oT0PO0JgUrlWyZO1YCQrUb34iXZgM9oXsnUk5LadAX7o82evNTgzbvH4Sx6nxxzGJm2iWII2ODrho2+t8/f+XJvRSoW55Sr1pksYaRIjwHTlw2zRX3ZSBgp515U1pSeMFeevZalkQahoBYp6U7OwIpici5mcT7i6YJhcSbjrcJMwiZheFWzuj+l0DKUiFPVS8XNffen7jFAf+6+q4P/+PzzKV19uqNriaeFHkuGqzdysQoiYY7t92nHMv/1iia1DkgdvWeTojlXSdAONVpE0Bc9JCNZPeaQmT3bN3a3G3CA19Tpm+RI9zRchA15CJ5FcnXP5rS8UeeNtAasNwe8/5uEHitfOOVy57rDUsgliGywblIUqZ4smT0FBGlwNjk5xVG48UlnVti2RNT3Wg9vK9Pjs/4Njk6smWcvc0im2Fecd0QjPDVlYTXj8hRL1pkNfReQNENNrjPxJzjyTrlsQppIgUAwOKN52T4evveozWS/iWzKjKRqs2GBFXc0619hlksmFrM86kb33SI1e9x6CNK/kiVbEliJKNFFkYWkHx4oo2hEPHI6452DA+x7qcPm65NQ5i3ao+P2vudSagh/7nibbRyQz80Um5/qoN+0s3N+IXu9ivaTbkxNvpk/rBiiCUNLqCFYbCZOLMRfnWxzZ3eTHbgnYNtLi1QsFFmqCg1uyXTLGZhX9JZ8h55J48J5D6icmvhgPb3vPfxnADaB06VeVadwSJxCYDts2Kg5u7XBhSvBHTw5Tb7hcvgqnLsSM9BmGy4IN/VAuajxX9bTvJJeDTGry8advJfl1pbR1erGANIGh4Qa37l/g1t1N/szf72dm2WJu3iYVmshYpMIGy0I4GikVjsz0XVcZXJlValuZXovaVuQpslnltrtzmT1wq3xGU/Sqt22l2HbXoJX0qrdtRygV8uRJxedeLKFsjSNNrilzg4LyrSp4VwvPeLgkShSdjsV77vV55PkGn3iiQit2KeY83Ory8Gitq9udFhJC9k5c9lZyHdcXN8iScSKJdVbJLa2ItSaKY6JYo0MbpbIg/QEv4t79MXfvCzEy5iNvbjGzovmnv1fiKzsUR7a7LC4WiFPVu5Y3f2fBWjHrzXfmbsqs89nt6GZ4sSzJO++FHx5IGOmzGKpqbMtl+3CHT369xuOvuuzdEiNtDUhmV8JbBvqKvyoEP/VfVMGn5xpsHCmVf+U3P7ev6DbVnlHBpakys7WAWt1wbc5j0HLZu418TxiNYwkKtsqqnZNV4u5GSGtcMB8zyx9jNxL+GweEtcoGEvrLCQd3RRzcFTK1EHNt0mKm7oG2QWUvITVaSRwpcKXBlSm2IgN192ee0WdperbRHri17A0erwd3VuFzW63VreDJuleMo7OZwuklmzBwcSoSO297q3X+jV4XszvR031UG7EO5JIkVYSRRV9JsWUwxBYd/NjBjwWezrICux6SzAac5uazrr1V9t4rew+ZU4J0XQh+mucPrlGjOE7QWhEnGq0StIqJk4QottAqRusIpWJ2jAa4pYiLkwUee3mIfVtcjm6OqJSyyaHMIiHWrQluil0xYEy6DhPZ8Ep3iFwIcG1Ju+3SsCyiwDCzkFl8+8sht+3tMFQ17N0smVl0uXw9QTlN1fZb+7bt+2jZmFpDiOp/GuDt1grXJuofc5Lxhy9MKA7saPNnbw05c6XK3HKRfRvgwMZsD8kuD7QsQcEBzzXYVtLb7av3RYzohTyur149fPfawZnnxNYGz43pL4dUijFKZvtbplKD5YLlIqSNlgpXkXXkZIotM0B3K90NP3U+Sa/It96jB+5srEth5+C2NT2LaVbB8yquU+y8O2pZEY4TcX0p5fe+VgRtY0mxtsDs0RPxTRV8DeT0QkIzsCmSJAP5D77N5/NP+5ybL9FKLAqxyL+b6HlHlASR78nTe6/uCUWsdRdTuc7g1X2lPS+M1gorSXKgJ1m3NM6yG7WKsWKNtqKMXycRRdcQp5paWzCxkNDXSvCcfDtDJXrd225Vv6HTacy6RbDp/RlkBcG2BI2WYnohuy4yV4uUspCyQBDCF8cMZyY6HNwRs7uqePKF6YffO3j9Y3GS/IX/bAV/4fknUFLa5y7Ps1yDaqXDkh9QKMXcs1ljKZsk1kSJIoyzx42Sud86jyMQvQXF2iMpTdcCZbqGo/WVvGuaUnmUsedEVIodBqtN5lcC/v3nSqx2CmAVkNrGVYKizKhIt1Jbcq3C9YxEmnU5KBnIbb02Vb8GcNmjLY5teiNttp2uC86JsfLqbesIKUMm5gSLDRehdd4k+WYFpVvG1nXq17JG1gMv58dhbDFQDtg26nNhLsBPNJ0EnERgJQYrznl43G2np+vWNGrd3SR64Mp6CN2NAMQ6apSik5RECbSW6ET1bA7Z7xlft0wWh1eyDf+/99X5Rx8vM9foRwuJH6YU7BRbr8U132AhIA8cY03hMWZdzs26T6uUwFJpxg5U9lmDKGMDYWKwrIihgZBSX8RSy+LefkiDOR5//AnbfIt+zzcB/LHnr2Z/IWoc2ZXw3Otlnj4zhBYdHjja4p4jdUaqELQ0e7am9JW7n1D0PCK9L5WrBFGcJ76m3ceyyNNfs71iuqlJUmQmKceOKboBfZUWcys+v/Bxjz/8+gCBLmNZNkUFJZ3i3FSxdW80zfQGJLoDtrbKcjesG8Ats592F+jdxWcO7u70j057FMXSGT+17YiYiC8/7zG/6GFVFPZ6D8d6BQW+udFjbuTH65s+nSBLsH3nfS2ef71DI3Zpa40Xp4Sq206/0RCVdXRT1iaHugtN0ZMls0KTZ6oYSFT2nlYqMoAnBq0SlE6xEolW2RxnkuZbLaYSTxj+zNt8pJ7hH/0OXFusslLMIvAKFr2IDETXppFz7m6KbRfcecj+WnBTN1cr7XlfMNn2MVs2xLT8lOGBmPsOJzx42IBxePaMxdkxxZHdNfq8izfs3vEtAR6ufAKr4tz/a7918o6xawmtULJtSPNjb4GpxQIvnHN58WwHx41othPeeEeHnRvjfBGZ8auePyF//CgJb7kjpL+c+Q7S/ER1H8slDwoumXQoDEKmhFFCox3x5Gspv/vVAl96fgBfl/Aci5KGkjY4yvTArbvVWq6X0sQNv1t5For+VgDvLji7vFt3aYnJ+faNXnLbirCtkLl6yokr2ZpA5/RErzModTuY4iaEZz4bs1bJU3p6eFcTjyKLY7sDBqo+9dUC7VhRUGDFGc1Sicle0Y3+eCHStbfqRkizFuCTLfbzYqPSHmXRSmaVW4m8oqd5RV+jTmkO9KKRfPghn5I9ze98tc3xq2Vmmg5EGt2lJhgsN6HopSTG5IFNmR/FpIb+csy77gxQMsnXZ1lfoOs/SlNIYsGOjQlvuj2m2bIo2jZRUObrrxSYXhA4VoTnxUwvQivhjrj44P3//Dc/99xf/fH3fWuAj10vYVnWuzxt37pYC1luag5sa3D73gSpHa5Oe8wueTRXXPzI8KWnq1nbNk7z0HRDlBqitLstdooUKV8+HlApJNkXzG9jYwxJZLj3aIdjewOEyfZ2TIzgxHmLl06XOD3lcW2+jOU4VG1FWRsKOs3Ardf7mbNGgpZkTrtvAnkO7DwPpTt8m1XvnHNreny7KwlmFXsN3FbPnRghiPjSsw7PnykhHY0tRZa/3XMQrpdAb5gkvfEJZ8S6Kt6tlgq/Y3HPIZ93P9DkN75UIkwcWonETbItRbRccyv2aIqUeRVf/1Z/UiWHREus1JAkIrcXrwFdKYNOUiwl8318ZK9ZlCQKz7X43vt8btu7xPnpFZ477fLaeWddp9lwZG/EA7eERKFYi7TOn1aVguHew3GWYpbI3nfv/vfjWBHGijT1EGicgoUf2MzXDGOLAYu1kLv2dti9xWFqXtJoFW7ds0W8K4n1c9+ygk9MzlAslt721FOP/8Dr55fROHjS4dp1i4XFhCSReLbmwDaJMZm/uxMY/DDNwnpiCHIbZJRmJpok51nnL5aI8yyTJO3+eZat99KVmFIhyWWWFGMESw1NrWVhO5q+sqCgoajSrDmjTBZgI02vQqt1wM6A3gX5zQC/EdxZnMJNlTuf2bTz8TZLdwcO4nWviJCITz5RJjEOqte9XL/A7C4uRU/ZuIGD57sRm7RLUyRpLhdmFVMjsPjIG9v8/pcDammEn7j4icCK6VVxKQ0yFrltOM3lwpu5qFy3uBfrQC5IlSHR2W51iUqJlcnPmyFWklhKdJISxQpLJ9k+m1G2TugEDoOlkLccDbl7T8RqM8rfIwNpyZNUiy5RrPIdpfPs9lz3X1rJqWvS3d5QEUWSMJZrUXSdbGooiDKhwnVi7tmX/fslxyUKNFom2GqVDdXOD9x73xufetfSzNcGBjfeCPBOEGOIdpPWdu3aOE+1VMax4mzavW0TJ1lrOEkFYSToBCLP70jpdBI6+Rxh5vfOKnrXAP9NlSPfDyZKJK3AptUWBLEgSjKeZinYNAB2dxGpu3SkuyXHWsWWMkuNlV1g51JVd95Qrw+7yYGtlVhTUnpyYDZxnw0mm7xyry0w9brq7VghJ65ILs+4GGWhpMSWaW5OWk9R1gj4zSpK95WBe20Aonvxk0QRxRa7NkYc3NnixUsekbLxY4ErwUoMOs7ceyq3tso45+FIBOmNEh03BWmuuxZJKjKQJ5kpKlGGqDfpI9Fxd1eMbLo/1BodJdjapuW76PwJV/EyWhonmjDS1JsWs/nms91Blt7Tav3QR7pu384o27S3Ewj8DmsYC7P9T9MUlMyeJs1ONv+pHY1Sq2zfVdslTLhbmOhr31TBp+ZXKBQ6HL8cYpqGTlLj6ycVt+8NedudKbWWhyUlfSVNvZVlXdRbmmZb0vIVrY7B7xiCKOl1MNPU9PTv3qIqX1EnaXfKx2QZdmEG8tR0dx7OK7S8edG4flD2W/y+7u+7wFb5YqkX2ZaH/2RxZqY3ad6Nk+gOJ1s5uG2dNXayqaAIQ8SnnyiwvOwhHI0twRLrFn43e1C6J/kGHZw17rnOx93TplNFFGkG+yUfflOTE1fKBIlLW9l4ScbFtTB57iI5uEVvoZZp4mZdNZc3+OwzoJke2JIUEglKZ00XJSGWaa63i/xnl6dnBSDQmdGtO0UlhOn52/18z3s/yHbCywB+k3qUf/csjzLLPOxEGY78Tkyrk9JqpzT8lNUW1PyUaiUGDc12xLvvqnFsb8qjJ4bwdMjO0SVazXmiqP3NFGX62m+DEBwY7TBrylyftemzBWcvp7x8xjC1mrJ5uMH9R9rs3Vzj4DaLICiw2nRZrjnUWppGS+IHkjCGOM4BbtaKVlcPMjlVieKUlp+y0ojR7WzINk1Fbzq+V6m71bgXB7EW7rM+f7A7Ga6k6BmSumNe3Qpu67VGUrZ1YN7h1Aar14pP89+TG15aZZM75ybgU4+VCKSNkirvXt6YyXJzB/Pmbv36YK4beXjOxZOs8eIkmg+/tcPHv9rm9TGPSFm0pcRO0nxhLZBJN1+wG6Ypcqm2e8LT/L1u3LfI9MCd0ZJECVSeaJDRLXXTxFTukuzucZQn1ep8kkqIrJEXhIpa02a5lkVBh/G6m5m1m/yGxKw8SbgT5sFQbcNy07DSNrTihAPbW9y2JeShIxEb+11ml0r4nQ3UalmW/Pi8w7/+wzE2jv4OSXeotwvw1eU5qv0jhQuv/vKO46+P8drVgG0bEt6+XxIEDvPLFhOzMLlg8x+/mpJqnwdvrfGuuxbZs9FmoFJidqnEimPT6ijCSOTy0Dqte52i0L3oaapotlM611JafoKjAWF622orJXrKyBp41w3Arp/67mZ65I0GpbrAXgO41dXEu+Dutu+t7mBymmWG9EbEujOdcf6KUFbI5WlNM7RBabSUufb9Ldrz67/vt2zVr6MN6Zq9da2SZ1y8aAn2berw+uWQJHXwUxs3EVhSZKpNTlWibhXvRSGnvUUm5EI08pu4uFZ5PyPNB47X3ay9cbt8uKSXN6NkHuS5HuzZTZWkknZHcHUqq7TpGt7WFtzr/CmZbTjbeLbdSVlpZqFArThm59Y2P3x3g4ePSKSpMj4zwsunbcbnUmZXEqIk5MB2n2P7Ep4+NchKc/uOf/0Lf7HwF370r7W3bd2QAXx6Zo5arfbW167u+PnnTo2RpjZffkGwtNqiv89weLti62iRxRXJ5FzC8csFvvC0y9eP+7z1zgYffmCFjUMAZRw7y/HO/O/rzTfdBZjJG0PZTsIJHZ6/5NIMJCUnpws5GLsRY+sBvtYZFDdIcGuT32tJTUqthdRYilwHXwN3BuC1UCBrPT1ZX71VPtdph6w0U/71H5dY9l2Ek3m/7e7TpjeiJm4A+Z90rEmqIpdZ13PwXFWINeWC5i9+oMk3TpRZDmxCqfGlxM7XH91h4bXZSZHTk0w2XNuPJ123UYBcd3OBSrM1TNJLnL3x/K4F/9wYqJTRFYlet0AvehHFYounzriIVFPxsvXTzXt29jT7bhVPDH5omFoVVPra/NCDdd55R0zBKTI21cfx80UmZg2LtYSQkIM7I0b6I+7ZB6+PFTm8LeSuO0d//vyFy89Fof/5XgV/9KlTOI7DpStjLKy02bfN4rbdmnanDz8yOLrD6MgKg/0CtyAZm7XYk0jCtMDTLxcQoc9H35QBplKM8lvV9LTZtUFgg9bZ9h7VUsDkQsgz52FqZRQ3zehId7febkOmC1CV20KF7I259kCyZtjqVh+J7PFv1jqbej3nXg/utAduK5/lvLl6WyrCtkP+6AmLs1c9kBZSSpyuNVas7SbR2yM+R8if6CZcV83TdR3fLk2J02zkLI4tDu9q894HGnz8qy6pdvCljSNFr+mjpCAS3QbTN1fy7kBE1u3Llepu003m773eXpCDez217C6WVf7E1Hkcc7dvkNrZd9XSsHGwxZH9DV44W+HC1QJ9RUnJXT/gTM8otrY3QLZWKxfgI29QPHRLPys1i8U02w367PUm43MG34ehPhttFNOzZX5/3NBf9tky1ECnF0lahjQO1ihKIiDGoKyUhp8gRcLwoE8rtEiMoBH4vHY84vykhyWyDZA2DEiKrsC1FRXXZWo+YcNQB8+J85Z9BhLXXuOvmQoRcG3e8Pp5ySMvFPny8/2MFDRD1bQ3KuY4+Z7rusuhZY93rw0N5O7EdO2S9QJqetV7bWGaATyr3Prmyt2jJ2uVuzu0bOWf23VCVuspX3iyxFLdATdXT4TpVbQ/iaIgxI2V3KwD+U2yXdcjnsmGXTVF01dWfM/DbR55vsNyyyFUGj+RuTwpcvVG3BCI1LvHMlFyHV0hl2TljZ/jZnvvOo5sci//2jnuboEusHXml8/mbQ1N32J0wOPv/sAyX3xpni+94HFpxuXcbD4QomR27hQU7Uz61dJkFmfbsG1AUq/18fTJLPux6KWUPJ8Hj3V4WAVcnUq5eL3ItUVNagI6kaC/ElApttHap1LuEIU5wFcWLuO4g9vnp5/66dPlMYpArVHkmZOw1IBODFoo/I7AD2wGy5Itw4JqSVHyBKUCDFQTBqrZZHm50KFcDKgUA4I4ZmbR0I4S/MjwqSc9WqHDpSmPixNF0sRhtCAYrRgqBUHJW8sfyfwha93H7uNt7XGWa+3JWhA+XS4uuWGBmtGezJfyLcG9jp70QK7WIie0yjqX18YFlyZcUhyEzNST7miaWu+I7K0N1qWhrN+Xsvvk6VXyNZ9ON4e7y8PTNFtsYjT7t4Xs2tBh+YKHSeysiif5OmWditOzqeb2CfItZbgJ5N3SYFTGy6UBadaeOEm+tXf2Sm/YiKq3HUwesB/Ga+uu7P2LpKnkzbc2efiWNhemmlyaUvgRfPrJIq3QJjWKqUWHNLRwPUW1YBhIDXYj5fx4RH85pZTvntFfLrJh0GawGjBajrllh0SIbH+i5brC7yiOX1Y88lKdd7yx/6ff/sb7Xzt1+o3jeqWeUEz80cuT+m3nLrfZOuIwXLVQQrHSlNRbEOfmnmx0S+C5UHANJS+hXIyplAIGKz79lSau0+L1qwmnr0kWGponXyrRCGxiobky4yLRFC1JyYLBUkq1kIValjxBwcuyR1y7u7VIrnbk4Oyd+IR8Cw0IEcTd0IJebDK97mZvV4P1tEStB3devVWefqXWqnfvpSOUivjyiyUuL3lgr9ETq9dNvNkH/c1xEd+KpqTftODsdjS7akpuow01OwdD3nlPm1fOFSC1iJOMi1tJ3hNIbqRKPaqCyfnuTSA3a0A3SFQ3CC7fcjxODFGUEERZ3nhXnZAifzp2u8FWpl9HscinhjRxIggjRaVk018ucuuODnfv6yBFyNuO1REyphmmfP1lh+W65sRYgZOXK6y0beqBpBmk1JoJJU9ScCVzrmB8RmFbRVw7m2qKY0O9Lag1E5SCduLiyhbbN4i3QWe04Kbjem41ohCGLDUjZlcsggR2bJ7Dcy2qfYodI4Yodmh3LMI42+/R1nkWthtRLXUoFdosNwI++xx85tkCc8se0wsFjNSYOHskuRq2lbPp9YKdUrTBc8g3fVK9QMssHo1e9kivCaNNnseXVe9mO6tuUby2COptNnUTuNdss2vg1uvB3Uu/SvOWdYKlox739gohL15UfP7JIn7HhoJGS5FHK6yr3jctMNcrR98S4NzEv2+SDNfr4lGkqZQ173uow1efb/PyRRtTtPATB0uste1V7/1N72f2QfKfXW38priJbs6hQCBkVx7IlJlmO6HlZ7tIdKt3dn7TfGAkK0hhrIjiLG8xiDK5sN3R1Jo2Bdej4EY4dsxwOcuFVDpi/2iEtjpMLfrMrCzxx8+W+PrxKmdnCpRcmW3y5SR4FtgqRkpBmAiagSFNI7ZuCGlEkrIbs2fUwpYhA9UWI/1tWnYLPVpNKRQS6n2CsmNzbcrma6/YrHYMnuXzzrt9gjTk2K4Od+xLCSKFEmnGSVsxf/CEQycRvHCuj9culOikDgUtqTrg6gzQjs7a7HY+SeNYmbHddcS6xCiJ52bDqG4vmD7Ftk0+B5n07LhSGuaXHRZrHmFmU+5xzi5FUOsqudYme6ns51oVXwO1peK8WmcLS5Ub/207JAoTvvpCgXOThWx6SCosQU8evDEv8Vu7CLsRxF1k96p2vrAyN3T5RG6I6prSFEmqCUPNga0xb7+vxalxjyC2SaSFnyrshHyxa3pd1K5tuVvBewpLrpELnX3mNIVUGkTaHdLo9hYkYZiwVE+Yr2X/bDet11YitzdkcRpOXuW7O691QkknzHZay66vxrXttYmo3MTm2RG2FTNUjtgyGHDHHp9X72vz0nmbdqz4/LNlFpftPMFWEEUpd+5vc/cuMLHh3fdEaOXQbHlcmXS5cE0zPuNS7Je0Wxo9cflzSGGRRMt4xSb1ySpHtzkgBO3A5dT5PqZWYr74XIhXDInzkql1NlA8OWsjUBQtyUjJ4Gkye2lXilP5BkhK9sbDbDvfui+nI1nIDvkuCWt5256TJUdlGd4RBTfEsQIuT6ecGCtz4bJktH9tWIFcyup5UtQ6KUutAbubNrsWzpmgrXRtMdzl3yqrNGcmBF973qPtW1C0kEJk6olc13j6Vl3M9cb/myt3r60pbuz0flPDJ19sppIwtChXQt5+X8AjT3c4NeaAsgikxE9EL8dE3lDBQSTrbziT1+n1f9+1OoucgmS9AtuCvVtjrFKDmVOKK1MerlKUnTwkyQLXSnHCLI0gsAyBk9IJFR1H4gcqD04y+TB3ZmRzLLPWUNPdeOhu6m/M/s0Rt+4KESLkA/fWCOMUrU3OuTUlxyYMq0zPFzlzSdHuSKQwDA808VXC73/xNUaeu0qUxOhHn22QGoVrB2zqt3jXvTFxahgdSMAoGi3JC6clL5yxaSw52V6WeYW0JOwbXEtdyhQKkasWMh82kL3Nj7p7xXQnZ7LdzQyena6B2872ylkDdUS50MFzfNphwMlrkr//20MsLZU5ujmm5KlcssquVo+D35wPrtK8ener9jopMOff+gYFJZvaiU3Ml57zeOZMIduxSqrMOXgzPblBtbjJJivWQ3udo3D9hFNXtkvXhpETs77xo0iMouNbPHiozTvvb3N2wiVOLIzU+EJjJTd9nnVSYS8TTMD6nMceZ+9FemRAtxSUPUOlCD/+zpD33r/K3/94kdNXK1xdLVC2JFUPyrahYOVZjZbADTMlJAgFnSDBXzcGmNmSdY9y2usW+9lTNGu6rcVdZykGxcLa1uPGEfgdm5fPWjx3Gpp+hCBmpB/C1EXpiMPblumvNIlig77rUAtLC1bqCReuWsyuapZaMQ8cWaVaFHRCydX5EmXPZmO/6TVbsh0BumCXvQgDrdYbnmTPpqr12orbsQy2Da6V4Njd/W2yHco8O8Z1IwpOSLnYoeD6tIKAJ08LPv98ma+dGCAJCuwaSLEU67emv4GaqHXS4I205EZqkvHtmxaVKkapzPf92rjkU08UARukRgiVTQ51pcF1YfzrGxii267r8tpvQcBvnu7p+sKz6ZuUNBGkKqcpXRtpojFG85E3+jz+QodXr2ZJAnGqaAuBTm6q4t2mD4DoLjZvrPBSGlS6NkNrupRKGuJEMr9cYfOI4d/+pRpPnGrwyPMFXjpXZXy1QNnWVD1B2TYUraxY+bbADdalEdjrJqe0wLLWFT29zmPUnTf9prjstfx3pQxlL2bH5jpnphVuBEPFiHsPaZbrhplFuDoLnes5pZpesLGUyMLKV1JG+wxDJZunX/FYbWcXr68IGzZkHLnbyu1GPKwpButa5uuMT70vsa57mOWLdBOiMmB3K3bRC6mWfAquz2or4IlTki88V+TzLw/QbJYYKEq2VTPnmm3JfMh13fv2TlR2Mm6o3lY+irVODuyCfE05iXvVO0pjnnrZ4/QVL1uxSisbbFhXvcX6inlDrvaNofff5AVfz8W7AxDrPdvr3YWJJFWyZ6UNQ83hXR0evCur4n5iYYQiEBZtIVApyDSnJqxXUtYq+dpNaYhlipQSuc4gl+T7YnZCSaNtM7dcZqgq+fCDTd5xZ4OvvtLkkeeLvHiuysRSkYJt0V+AipOFmHqWydJ3LZH767MZWMta2wir6/Tsdp2717CHpXU+HpGvbywFnmsxWNV89A0RUkCtaXH+msLQZtNAgFQendxCrIM0ISIbXu0rJNRamqGK5vZ9giTN7hxLr7XOu0pGj0eadRVp/UKvV0m7/g6DrfIxsG46lL0GbM/J9qWUymdyIebqrOCTT1Z55kyVhaUSZU+xvd/Q5yaUPZPnj3d1crnm/ZY3Vmp9QzMnWadzp+u07vynFeULzAhbR1yeFfzuoyWCyM7msUS+uFynWtzMd9ff9GtX51tLKDdo4eun7dN1jr/eglOQmIymhLFFwclC47/0TIGL0xl1ShOJLzQ6WZ9JvlbJu+E7rO909sCUPZF66a+JyNyegaTR1kjhkKaCdseiWnb5vodbPHy0xQvnWnz6yQKXZ8qMz5dYatv0eTLbPECneDYZwPOBkmzwO7kR3D3//I1d3+4IWnfKR5DjSglsS6G1RgpBkoBUKcN9klrLBhHjeZn3Rt9624+MjF279HeuX3+BkhsTJoKCZzi4LcJz4zzSOHuDJMmM59/kYU5ET+LqPnq7jxWtumH0+fiXTnqZfo4dUS5k2/ZJ2eHseMLnnnV44vgAs40Sk4tFKrZiU7+h6qSU7JSCIyh6It++L5unXG+B1fnT4oZNp24yT93QsewtKBO0TNAqQuuI/4+6/w637Dzr++HPelYvu55+pvcijXq1JFuSe7exQ8cEBwI4CSUJJASuBEgoxoEQMO3nio2L3CRLlmVVq4zqqE+RNL2X03dffb1/PGvtvc/IBoIpfvd1bZ0zOjOn7PNd97qf+/6WMIu57UGXFw5YUu6jaDI3KJelqYU3+XkHy8GKfnlf3h+lZMvbk3Soig8EublmNU37AoE0VUnTJJeNqYS+ziUberz3xg5/8gWTXqqCohKngo4iEMnQgXKochfHW8GgfelzTGJpCxfFClqkEhRkNUWTLglpMQLU6HRNyp7Pu67tcfXWLvPtFg8+Z/KVnWV2Hykx37KwLY2qnQNdz5MlNAl2LV/19zsCZfmFX6juC0uJwrTTzx1pizuTpoJtCDavUojLGt1ApezCNVdd8+vr1m35Ge3gqeOV2aXFN59ZWqJe8jCtCN3q0kl9SKWULE4V4gjGyimXbciIImni6IeqjMLLZ5+FRXKWFVfbgE5ZAMrMge1YAZ7b4/hMzMGzGV9/3OH+Z8ocPu0SJRZlU7C2Kq2NbSPLn7nzq6lgW3nigq4OfEy05XPzQrhQjKSM/ABp9A+TOX1AHWwsNVVyvvefFtzybQeEDkICXFcGh0uxbIJyHsiHZt/DVX24RRkWPVCswvuC7IFOcyBlG5qqCJVE1chSjR+8qcfXH/Z5+aQGigqJIMKg06/fg4Ot1IEWs/DllXwQPJX26Q5CiLyyCjK0PJ1ZLnCCUKMbGNimRckJGK/6bFnh86Yr5vj2c0t8/TGXM4suJ894mLaGbUpvSEeTnpC6KocUxdhXye9ehRgmTBSC/OmHyGVTErNxdchYLSWOU9IkA0UgTI0wS4mijKoHrt0miU+/eXaGijZdDjGjhBOW4MjZhIVGSoLA0EvoQkrNOmFGqxszMRpw1XafbjfiovUd3nhFiKaoJLGOoRt0fYMw0nLFvAS4JlJpt6DFOFaIUEKSLOSFQ/DtFwwe21fjyEmP+Z4NmU7ZUiibKY6eDDm/KoNM+dxWTW48VWlOP6TKMYaFC31tZe5nkt9BJLCTwQGzAHfensRqzJ2Perx8MO+9FQ1FiFwHWRwuv7Pucrj3Hj5ofrdH1jfpyV5lypm+6m2uXczkkisMVbZuCHj7a7ocvsUkTGQVzxRBgNY/Xma5Zj1V5fv9hc/QBTBIzhj2WQEUkd9d5EUWRSKfc6tYQULP0On2DEzTxrVDVo36fOBNAe9/XZMDpxo89ZLBvc+7PHOwRNu3AB3bENia9BGXKnz5GsWZ9LNshmCZAWkaoYmYN1zZ5aJ1EZ2u4OrtCVM1nVbHpusbRIlAExm2GZFlKXNLKodO2hw+aVBqKmivnNFYXFAYKXfZujrk2ZdrrBgx0VR50Oj6MNdImFlMmF+0+PoDFRp+xh1PJvzVnRFxEjE90uPn39Hgyi1Q103CSN7SpCl9jCIiwiTmiZcU9p9U+ex9VWYaDo2WSyZ0XE1h3CI/nKR5tmOxFMqt1Yb9S/JVvnSALUzpi9SF3OJBK1xg8yWRHvdNe7Qh8peaE6rk4TLC0CMOn9H4i6+X8BVNVm8h2xNdyYZmzUMBWK+afQ8WO39LC76cTUhBm10uRO4Lk/utiuir25NUw0xjfv49HW592OHw6UGcRAb4aKQMb0nPG00WMeh9e7WCu5KCMvS95UEEcawQ6jJ5wg8zTF0mMVuGhmkkdHoGlmHJ8a4Zcsn6gCs2B/zYGxaYbc7z+fttXjph8/w+j0Zg0UNDFQI9P00GcYZjdnjN9gY/+8420zWZBF0vKzimQadn0u5anD5nc25BZ35JodOTfuW6qjA93uHpgzElu8M1qzpUKx7alvGMoASnT7m0fIerd2TUy21UIcXESqbSbJm8fFTn3GJEs5PRCxXCWCP0NcLYYd/BCh/6wwr/5p2n+OUfXKLuCJbaCnNNqbD/7N0Oh8/JFiSOLRLVwNYEdRc8vQA1Mhip7/iqDBZDxYhRF/lJPDfpGfLsNo3langZDJXmFscS2MO+JmqxuVSj/tZS0yJaQcbH73A5PWvIkYwi02c1hSFDeL4jqAc9d26EOWBavXqCwuCQWfTdwwufrG+UNGSalInBhjPNbRwSjemxgJ9+Z5vf/2uNZpgvKPK5dpBpJEIQZeAMATvtDw+zZZfdoJVKh/rhLPdOlHrcIFIxwqxfcCxDk4XE0DH1BMtIaBuDqEbLCFk3HvJbH/CJknkeeG6Jo2dV/voejzCReanNloZnBfzSexb4N29V8P0a7Z4FQmNhSXAmUvEDjaW2zpk5lVeOxbR6XVIy/EgOGY7NKNQ8nVOzFV48VGXVpIemaz7HF0O+9BCgy8mEkpkEMfSChCs2tLlsQ0atXCbNwDGTPMsy6/9iwljh1KLF1+8v0e4GXLw+5dGXHL61y6OXWHRaNmBg2oK6BbYu7R8sfcjGOHd5HQa2noNZ7yvhlZyeSR7JPWT1UFTuPJ7bMIrqHfefhSJeUxMJcCHfqmqMKiJUI+ar99l87CseQazKrD1FQ1EEqpLn1ijLe+7lSxW+6/M7TVCGK3g/wImBZ+Eybsr5srasALnA1BT+7fvbHDhu8Kk78iDRLJXsq0wnznQ6mUqUKkQpOCnYxRQn/yYKn5Zhi7XCXzJJMmI9k/13zu4s3MEMvfBxFH2Lu76HumHkZ64Ew4gw9QjLiHjz5T6KEvIjNy8RpxH3Pq3z+Es6F20IufkqOH5uFWdm6gSR2r/YkxTCWNDuypF2mMZcc3Gbi9dD19eJYkGWxThmTJjE9NQIPwMtyBRcN+MtV/pYuiDLBLWSjB7xQ5WlTo2TcyqaBp6jyZV4JnV/MgNewTbgraNtbLfNJ79u8cefHUEp2WiGgampVD1ZqR0tN7IsPLp1OYI0C1AbytAioDDmyUeBBbdbG/AhluXO6zlnJQe2mWdXSpMe+VZXo371lmSfhDROEUqCpscsNFRufcBhKShyw2X1VhQFjUGcR59zLb5LFT9/evLdWvG8ag+nMvR78fS8NmUY2JkY6tPlAqhiJLzn5g5f32mx0AK0fCUaJ6BGZLpGIHTiVCNMBXG23O03K+r5MkOi3BgoyYiSFE3IxV2xxCvGx7IoqTnAi5W8mhccPf+9GP3ggGbXxsqtp10z5ANv8vnZ97d44FmVD39qCkeUGKtoWIYYokrLiz6MIE5SVowI5ufr3HpMEETQi6Be9iFLSely8UUR1VqAtv+4ianobF6ZsNDqEUYKkxMRugpdX+GbT7ikOIy7Al1XsS2Rr1RlepZjpYxUIrat62JYEbd82wOvTLmkUckzcBxdJioYOagHrUdx5S/3CSzely/egE8y2FLmus1iSpL320Y/FCrBzCuGaci+2tRDLDPAMkMUPWZ+AeZasHVtJMceGnzjfpOndpukqDnbTvJbxFB7UrQh6nnz7+9UxQuWY4FvZXkRf/VzeJrCEH12COjD/6/4e2kq0FC4+sKQt13T429uFzm5O2HLui4zTZXFBbnxTEyTrq4TZRpRJkN3B0DP+m/lHUOKw2M1Q40VhDJIl9AKS45lHjPLK/qwcWnfetpIsYrfUU9W9E7PYiTTaC6FPP6Cg6poXLAqoFoSOKY8b+m69LVRVYFtwli1jVA7PH/YoOUrKKqG7UIapZycMbjpmoytKyO0d17dYv+xiL++vUqmWNS9mOcOB2hKhqUJFhsmFVclCKHiQcmVGYiOneDZCWU3ZGKkjaYt8NFbLZ54ZZTRisaoneHlIz7ZihT2aMNtiGxBBn118fGBDErPWYCvymzMpVqykhdVuxhDFoGvEaYR4Nk+puGz1Em45UGD+a7OgSMaJ0+rvPbqgKqXsGNDzC332Mw0VDCWz/cEA78TRSyfeZ8/A38VuL9Li7JsRDjkvlsAa5kz7/BsfChkqrBHzpDG9hOVhB95U49DJwU7NiSUvZQbrwo4cVrlwBGdxY7ObY95LLYdQs2maRnEmSDJ0qGLLBua6uTVWx2yhhumJYuBFV7xOyzW8f3fcx4PIwGv5kCXh1JL17BMHSfSyRBcsanJz7xvlj+9zeClsxbTvYSyneRhvAqOpeI5Oq4tQLGpuio3X6qgmwkoGWmsMuKl+EHAkXMGB+c8tD0nNY6dUUiShPG6gq4YlD2LejljaiQiygKOnYmZW5BjuVopoVaKqHgh1VKPsVoLRIuPfMnmM3ePYQqbiZKMwXZMhkZ8DB0SBxMRmbKg5H00/XZDjvYGicX9uOi8JyOfs2vLAD58sAmwzADP7TLfjLjvEY07Hq7w4Ise3VAnjCGLUu57NqTmBfzuLza48oKInc+ktOLhvkJ51Yx7oDgfEjv3K7rou1m9aqP5HfC9bLqRDnJ1ihakEECkhe/jkBKffHYMkjfS8gVP7dXZuirht36+Sc3JEIpGskMhigP80Odt13e5/RGb+3aVOdMo07Zt0kzNR4lZrvIp2qZMipCTwaE47VsdkzvBFrK1dNnvVdeUwe/XEEPnJZFnHcnpixXGBJFGGKuMVgQffPMSQjnNR24ZY77jMlVWGHVlLHwlBl2X07NTcwmP7hEksc1UHerllJITMd9QKHs91k/4qEYPrd21UYXJtReEXHvBOSAhSjLueMxk3xmbwE9oNi02r1ColhLGqgHj9R7j9SZCbfPIvpSvP1HlvqfrVAydsVJK2coGQapGYS4/7MM9dHUPpShYRpoDvTggDvgiIjeVCSKVMFJJUwmwQrBg6HF/iWQZAY7dwza7HDsX879vqXDbw1UWOy6JaiCEACMj1RPCZpvta7tce2HAe1+XMjOv8unbNfw013D1YV5sLofiw78Lyeo7U2aXl/Fh45tsuB8equDnW08Xfx6eeyh5EG6QwWfvdPiTz3tMjKbsO6Jx08XQaLgkiY6iKBhawtuuCnnthR1u2xHwkS9GHJ6p0Mk8MrTBBGhoupKpcmqYFsuXSG4VRU5X6O8d+qkZ6bI79PJnTpXW6O80bFPO1INQWsLVKxo/8roWY5UZ7njc5pE9NWY7NisrGXEizZiCSHDltpSNa7r0/Ca+H3L7Yy5BrJOhcel6nbeMKJTLoLW6GecWFXbvdjg3LyBLaXQyTs8JhNAZLalcsEZl40pYPdVj1XgD02jw/OGQj99d5vmDFdLQYsqGupvgWeRrdKUvPTPzbaOez7OLxUzfZN6Uo70iGtvKK7FlygxKXYvJSIljjWbHY7FlE8eizy4rtpXFSMq1e+h6l8/fp/CRL05wfK6Knzq4roqb6zNB0ApUGFF5+w0+m8ZAM+GH39Dl3qdsDp0zlg31llXv4UNlwao83xLhPH5Ff+lz3ix6WRpalqEWi560cIIadqIaAH1w3/4vFQAAdMdJREFUY5DLtCNnVb54j8di12bpHNz+SMT2lTFJVKLjm5KXocrXyLV9fuimHjdcPMuHv+BzywMp3aCMgooYumMNazzjBBa6CvO9jChNyVDRhYKn0SdX2XnPbfWLV3EnHmpHh6q6FL4o2L6gZ6n4gUov0KiWDG7a0eX6Czq8cPgUn7zb44VDVRq+SZAkZBlEscvUqM10LURTY3709SpLbUFGxqpRlbGaim0LtLKrYEzAatdn3XTMQsPj9GyJbatl6GnJzRipBIzXO3huk33Hfb70iM3jeyaIQ4u6DbV6RsnO8l5JYFsDXWWRM7kc1EXmzaBaW0aCZUZYRoxjB7iWT5QEtP2Qh/ZofONxFzL44dfFlG2VNFXQ9QSRm7UXkxLb9NG1Ll95SOHXPz7GuVYV3bIZdRTKeoajp1g5FyIuZbz+moAfuVml26sggpCrtvv83s83+ODvWbSTgrcxWL+fr7ns2ygoA0V/oYoZXvgMmpNBfVwG8v4Gk7yCF6PBgm14nnZziEjV8TN+7S/LPLnXA88BxeQz9zrUHZ83XuaQpjqqKg/glhERxhqOpbF2vMPv/nSLNFX4yoMK3aiMroi+2ZKeAjmFVQiF9asi/usbT0MWcecTFo+95LHYdZjpmpRNkW+gcyahjiw6xZRMTwd6AEP031qGkIl8gXRF6/gaHV+j1TEpezZXbepy6YYOj+7r8KWHy7x0pMJCJ+PMQkq9LCg5JpZhAnBqIWa2k7GiavMuRzA9kaKNugGtJOTYGcHugyXG6xkXb5nHMGIUJcMyI3pByL0vqBw6q3LXE9NomIzYUK1mecVWcHLZmZWrdKyiPTEKYKfL826MwcFQVusIzwmwTZ+MHvtPpnzuAYdv7pqi0XaxhM6Em/JtW+PybQa1UoympaiKTJYwtLzvtrrc8Rj86l+MMdutY7kWdQOqRopXZNHnWtBaWWPT+CjzSyaB08WzupTUjB3rQnQ1lqvcIWAP+30PZuHK8re5EWhB+5RZloOD5/C0JFWKp/QJTFJpnSard5ZTZRVSdfnkZNn0UUlJEnjhiEWo2qi6S80UjJoah45WGPN0RsoJjpXg2BGOJdM5JL9cUPEU/uDnmvRCwW2PaLSFhykUTC0j1eRh3jKki8Ll23UumBqlXmlz80Vdmt0z3P20ypceqLDnRJmFnoWnq1RsyQ138pGwke87JGU2HUrVKPSceVS6qeJYgnZXpWnpuG0Dz3aouCWu29blhgs73LWrx8EzJk/utjh10sA0ZE6oqamsHFG5dK0gijLpTtw00PzUoB0ZnF7U8SOV47Mp6UsaCz2VZggKBlHg8PIRG9fU2FjL8MxMioVNgWUOrB5k5DU5uLMcwEP5Nnq6fFad59y4tpx0hLHP3uMZdz5p87WHa5ycL1N1NFaVUkbdjPGqwDZ1ur6g5AwfNOUq3jJ9TjViPv2tGnOtKpYnwV03UzwzwzXlXca1BWVXZaymk2UZswtyr6epCWYcYuoRa6cjlg4PbIhFzuxYZvAzpKjvAzuv3n1uc2FYNCRdK6q2khteikxeSyLnYCciz+4575kNTVTIJJ9EiIzDZwRBqKOoJo6mMmImTJVlyT89qxDHOpWSIEoKCdzgQlHIqFRSfurNLZ7fa3O4qdNRTbzcDVZBOhI4lqDb03n5WI3JukWt7FMtdfnJN7Z58xUL3LqzwZ1PlNh3rMKxRZuyJSibAkeXTEKrsMrT82CwXM9paHmxG6JfSDKdht1RcUyDBcvEsRxcu8IN2wPeenmPm3cEtIMQUOkGBs22DmmMqcJiE0aqUK8KtNPd6cbpmeDuRtd+1/rxkEyotLsmzZZC3EiIErllvHpjsW0cnJD77YdRiIXJRQxZf+5pFqSnoYQEXZN58gWw20HIi0czbnvE4bYna5ycKVM2NdbVMmp2Ik/QnmCkrOE66mCCMQxuI0A3fP744y4PvDCC7trUcnCXzAzXkhxy1xbSt9rT8ByBpsW5ba9GFMvn5Bj84E0+uw9AkqdOKsPU2POMNpfbxTEUtV04cg0OmwXvpB8nkwzW+0LkPt190cGgTUmHZ999LrmComZ8+QGLczMmwlZlhKIm24okkYp4Q5dKpGVtjiIbJSW/SG64qMkv/PAC//nPbXqRTlcXuPn3kuWJaO0uzC5qkNkEkUYv0Gn3TOrlHh96V5v3XLfIXU82uXVniT3HyhxbcLANlZIl8IxBEK+hFrRZJY90ZCjpTuknTFvG4Bxn6DqmbmHoHqaRUnISxpyUKFEI2ipBJ6bVk0fkTasCrr04u3vFZrehec2vz2yvi99ZZYl3nZvP8IOM1VMxFUdnpKTlc045ntH6BydJ0ygOEkV2+3CGu6kVYanDDq3SIarshWRZyMFTCU/vF7xw1OHB58rsP1HBsXRWVXJhg5VRshVKjqDiqZQ9HddWsMwiq1IyBE0jRNd8Hnpe4auP1EmFS91QqJoprinbEteUHHLHEri2Jq0qTDlnL1xRi0qpKFIr2gde0Z4MzeKHHW7VvHqr4nxfRNEH+DLjn1QW4GIa0m97EvrVOxluU4oKPjw6ZFCF/TCnKCu5V7oilzVRnOEH0sFX11RkYGxBrtLzc4QEuK4l/MANbb7x+CL37zFpRw5lPQ80iMEPpUFqo62hCo00U/reJ0Go49oGVa/Hz76zw82XLfHg8y12H7V44pUSB467zKcGjiuwdYGdB4dZ2tBWW8s30Rp5YSz4RgN5m5K/5nKLKvLoQoW5pYRmp8uqyYxeoLD3mMfuT57+HTg5oyWppEeGccp8W2O0pGDrbU71XEaqLlOjCVVPjt8ykH7PkfSe1vVCJZ1gmnIObRtx7n8RSU9tXfI/dFUGNy22U3buEbx4VOPOnRWePVSimzg4QmeqqlApKm7eTkj3LJWyq1NyBJ6d4ZjFhSS/L88JOLcU8bufrjHXLlNyNKqGlE45xmBkaZtC+q9YKraZp6lpWT8ZrgBap6uw76hGKuRMuzCZV5f13vRXyOcbfvajQLTCci4v1umAxA8ZSirt0rJ8ISQvGLmlTYTSD4karOmXr+qLuO5taxMsN6U3VN2TPFImiFL8IKWbg0EVAiHU/FyQoQoDoaaoqk3Fi/j1f91k/++6nJq3aBsKbqwQxBl+mNH1kxxUggw1N64XhJEgCGV4VrtrsnK0xwff6hOnLV483OIbj1rsPWLz9H6Xc/MGiqajChVdE5iqQFcVbB3KpvTMsbRM6nV1cpmjfH3CGHqhrAymrlB2BZMjKq6bcral0PVVyqWQoCXzoBQFtFZHvmCeHTBSbrPnmM3MosWKus6lWzp4bosgCfHsAAVBEJaJIhvI8ulHhGNHVNwA2wqJk5CZpZQoiLGVhG89q/P4Xh3Q0XSdhabO0y85LLQtGj0Lz1KZdqQ6uxA3FJsr1xK4tornaJRcgedINy3HSnDMQuoW4FodvvCAyfOHa5iGQU3P1T9Ghm3IA2VxVpAeHVL5bRppX8VdmLhrasqZObjncZtEVdGU5XYMfQGsUJaJHgbgFoP1tSbvdKKgnua+6XGckqbyc6TqwMhBXjQKsSqpJK8Cd1HF+2QrQRIL3nxtwEe+EnNsJiXOhBSoJBlRDGGUEYQJfiBk/qWqoKpq3wa50K5qIsXQHXasjfiJ1y/yPz/r0QwdPF3BDjMMX6qjNDVGUTQyVLJUulhFeTpDFKmEkUYQGtiWhWsHXL7RZ9vqkEbHZ9dLTRZaAlWDTBE8ttfiwedtTFOFTOPUkkUU65i6QtWBkllMZGTx6SYZfhoACbalc6apcnrB4NJNKpdsVBmrdth9RBCEgslaRpSANlnvomuChaZPEMD2lTrrp1M0bZHdJyKOnE15/qBNzXWZqgiu26Fx4foIx/YpOT0cs8d8K+CrO3UMM+PkvMbdT5TxAw1VF5xb0phrqnLQpsinisDWFFZUM1wtG8xRczA6ebV1bTUHuKDkQMlJce0E15YeKbYZUHE7vHIy4Y4nx+goLpOmgmcmsnIX4DaUVx2E5TZtubpezZ8ZGc2uHIWoioKqyGi7Ik1BHTpg9lfWfZP9gmVXVB/JnSlm2t0ko+cn0o87T37LMrUv3FaFzL8cBnk/03JZuzIIbipbGSoxWZYQpBpRClEiW4sgyjCiDD1M+m2TvDBFDvTC+ddA0+TB/y1Xdfnqw4u8csagoevYQ0ZJhZuCVOCoJLkQIk5kXGQYS5D7oUYvMGgbFrYZUvci3nJVIsUUSgpKxlsv95l9V4BpJHTDjG89YXJyXkc3BHfvKnFo3sLUDeqWFDNvX6dw7UUa4/WEammJFw7DoTMGR2YdTs46bJh2sI2Atp9y8IyKEAlayCQoGg2/haHPsGKswSP7NM7Oasw3TGxdY8JWGfHkGKbihlRLDQxjid3HIj59j8eZhTKvHHURqoqqyJhANR+bmQJWlgZraUWRdGWzCJXSJLAtvTio5rN0W8WxNNzc4NNz5MHCs2NcK8KxA2rlLo2uz2//dYXnD9eo2CqVwhbOoH9IsUyBmU98LBNsM8MyB9mXRS9fKHrOLgkSoaNkWm4RMeTB3Y9LWd6eFI62hQ9MsaGVUyT5XGplnDiX0GilecKEQmpI9ZOiyMOzmuRuBHmGe5KPD5NXpbENeOFkgqlayMHTEVFiEMSSwhxGMiYmCPMENVG8LQS/OcBVvS8tbGkxF66N+O8/ucgv/ZnNQruOpQr0wuReDEJn5cgzv9ASmc0TJ0J+7cLCLQe6piVoIu2LibLcpHO0LD9n3U34qbckCBGj6wE/eEOPs4spn7y7wu4jFcJEDj5OnXFQUpcsLnPBipDLN/jMNkPOzPk894rOeDVj8yqXKBtBIULbdNG7KJdc2k/v4YGnv8Xckk3VhMq0RjYlsA2FallhvJYwPdZlxcQie463+cJDNk/smcIPLMoGTHmyYhl95t/ghZBxJYVrKrn7ay5C1SW4LVPqLa28jXAsFceWPXepALcT4zkhnhNQcnqYRptvPKny+L46hmpRM/O7Qa7ftIxiFi/yk3k+vjQy6chU8Jb1GCPP3wmziD/9WolOz0RYg3gSWbmzfhux3INlqO9WByxIy8xwLHnXmaj7zLW63LnLorGoM16V+4OBp4sEXKyClkileGHdMDwqHBgBKX2fFM9R+YUfaPHMSxX8xKabqP3e2YgK0/+UQEvQgvzwqwqpuFLV3GZDz1mbcpN81dYmb7x0gc89ZLHguxhCoIoE0XepLYCqkWZSYSRbo4EJZxTLGbeRC71lho/8WJyHAxceLKoYuI0ZWsLKesSmaZ+rNnd5/OU2X/h2hRePVFnqZkyfVhmvalRLOrblkmYpEHHxupjRyhJXXLOdiRWXEQYtNNsycWwby9LpxTEHZlKu2xZx0VqXONFx7Ziy65PiM9/ucd+LCZ/91ihnZlymKlCqZViGtGgrIvyKJUehIo9iGTfYC+StU3JIyH3t6ANRGm/m4DYVXDvDdVI8O8F1Yjw7lE+nh+e0uesJ+J2/Hudcs8xECcpGimNmg+ptipzUo/blbVbemphmcUiN+1tQzwm48wmNx/a4JMLAEAJTDEJmB5V7uJIPfGC0PE25oAXbZoZrJZTdiNFqlzBbYqFXY65lYhtJfqiV8X+qqqAl8tAmD5fFoXRolZ8MEpHjRM2j9zTixODaC7u86Zomtz7q0tEcvETBjBXZnuQmSLJKJ6jh0AUpQFXVoSgSE1VNGKvF/PoH2jTDGb7x5DTziokmRB4bLgcTy3g1haQuF54XbVWcCGJdSICTESWCnq/TDeQFkGb5llgMfNY1teAmJbh2yA3bO6yf6PLpe2NOz9ocmrU5fE6jbAs8UyFMU7Zv6nDBhja+nxKnOikWSRai2YaKJgSTFZW3X56xarLHUtPGNhMmR5eYaYbMdkJu3Wnz5N4yaWwzWVa4Yi24lpJfoYVxS27aMhwShUIYpcw3IqJE0tLUHNxWTqUc9MdqPunIwW2leHnlLjkSgJ7bY6TS4vSSz8fvHOHAmRqjNSFHggay7zaUwSa1/7nz1sTIsMycGpBvUU0jxLYCekHIrQ85LDYdFMPEEvkdafgwWRw4h1uTZXEpeYpEnpJsmQmOJWf+RtsnTmJagUInlH26VijM41TmUmpSVV6MCYfBMpxpnySCOJYRJ2GkUyupvPd1Lb71TAU/MmhpKqaqYPQ9GotgL2mDtnykKQ+gqtBRRYqqmiw2E1ZNRPzbt7fYu3+RQ3Nj8u8o5Gb6ch07cOZS5TPNOeap6M/yCys6Vc2IY8FCS2NuUVqQyGXdq/cLMigswzJszsx51MoB/+m9bWJa7NzX5fadJu2eyamzBlNVjZn5Eh//lkfdjhhfYzGxQhCGGtpcW6EsjHPnmtm9iSi/8dx8AyE0Zlsdnj0SctdTNnFcodM2WFdXGS2B5wg8W8XKkxiGvbuLue7wN2no8PALMYsdBc+QLDRTBzM/TPYrdw5ux5Ku/q4te+6SnYPb8amV2jS6Pf7i6x6P7h+hUtKpm5lcJJjZoO82CtqAimVIl1sr772lc600HTJNCfCS1+WuJxUeerZEJGwMTeCo2TIflKJ6K+I8V6s+0IcSJfoWFoMWSFUSlCyVc+VIIYhSTJ08Ri+Xh+WgHmgxB0ueJBMkSRG/nQenxiphZGAaJjde2uX1Oxp843GLtu5gRcqyuHNVzVC1ND9Mk/fgxbxepqppqt5PUVtcTLhiY5Offc88H/mSxnynjlrYLiuyIme5djPt60nVoWWUGMz5BehaTLXU48xCj92HPWkfkZs2CVEYNufOW3kMpKnL6Zfr6FQch5FqlWs2dti+okeUNvjmUyYnz7mYqsGoB+tWekyOJfeOjIpzrpmiXX/ZBh564IvH1o9ZH3WTiTc+/FSD2aUUQzc4eraEEihMlgQTKwXVkqDsClxbGuBbRpZLwCSHs+i/skxerZaR4tkRk6Mtvr034GxjhHWjea6LntMlDTXvub8zuD27MAfqUS+36YVtfv/zNp+4awKhOdQ9OV6UrYnSr95yy6rmlZwhk8/cAzEfM1pGSNnrsdgN+fTdVU62SgjTxFXBzmWZRYxhEc408BBZvpIfto2ThqSDQCtVjVGElJFFaUaYyHatD+7cUSrN7dMKkBdtSp8rng1CquI83kSNUvzAZNSN+MCbWzyx22Guq9MURj5nTvsRK9L9q1DmiP6dp/CXLPwAVVVW+nol5Wfe3kDXz/G//kZlrl1FBs3KdWyWK0mlvjPOhRLaUACZnNoYuhzDjtXb7DvVZddBkxUVKFnyLq6q8uctXo8Mecc0crKWbYmcYmFx5LTF5EjMaCXgTRdHHJ1JcfQOB08raNYGXj6ifPSFVx479kPvf7/M6On5EXEsCIKEqptS8TJsU6ArKWlisGJcY7wO49WY8XoX1w6xjEgGpeajtSQTLDVtzs17RInA0OQ4b7zWYaG9yEvH62iaghBpPmXIq2x+mHQsBfc7gHtQuTv4YZv/9TcWf33PBJnqMepkcmqS9922Qd53i+V9d165C3AXVnGWGVD2urT8Hv/nFpcHnq2D7uDqCl7foCYbJJn1hQ7DNFhFhl4phattXilzL3J5kJNz9mKLGGUQ93vpLD9QZvmKfsANH7Z5KNb1Sf/fCdRYEAotz7GUX+N1l3T4lR+f5w+/qDPbrWIIFT3fcA7MLdP8wiwqucgXQAyNDgfe57VSyk+9uYkqzvBbn1GY65ZzvxTIsjQHdbqMIUmm9UUfmioLTpoqxLHK1jURqt3m5XNlVpRTGU6lpYSxwtlGykInJcnktEcXA2mjZ6lMVGCsonC6prJywiUh4OCpCM9KWOqAV80giyCVqhUNYNvWbei6Q60coKd7ObsY88LhErZpsH2NwtrpDiO1NrNLPvc8r2KYCpqaSBckIbeBtpZQNnRGyhmuHuE5ISOVNrXKIp+43+LYTIm1VelA3DfxGWpL3DwSxc2lcK4d5hMTn1q5TRi3+K3PmPzNfePEosSYU6ziGfIXHwL30EjQLjzH+9VbArzs9gjCHn/6FZO//PooraSEY2uSVjvkwLQs/q5gF4qh95UBhWHADR8EqC47mGUZSSZNbvoHyL48LWOgy2QZd6Rvi9c35FSIhIoS5S4oeVRjxU342Xd1idMZ/vBLGg2/jCGE7L2VoUwhkfZn+GLoqQqBUNSh7z3L9wApH3hjC6Ge5jc+CXPtCgxlcEqpW7qsTVVyPxlNExhhhh+qtLoWq0cN3n3tPB/+kkaUOkx7GSVLXnxb1kaU3HY+ts3y11VFVQWOmfDkHouDBxwmyhrnFjW2rlVYP53ywmE4PqdzwY5VbNi4nXanNwD4iulJVHPFfV/4xrc/PH925L+MewHXbc/oBh0sN+DUUoePfsMjCErMzKkYhlzT9kLZL5UshVEPtq42uOoChZXjHeqVDiVvkT//hs5n751kxFapWCmuJW83jlWMAhU8K5PAdhLcocrt2j7VUocgavE/PmXyhfvHiNUKo47oMwQdM8PJ09mKmbdl5dvKIXDbQ+B2LCmK8JwOj7+UcusjNVphBbekU9MzSnraZ78VYudhcMOQj2X+n8JAfnBYyvo8DyVPAS5ma1mf783Qs3C2GnK4GmaRF9tQBm0K8bDlRM4wzDJGqhnvucHn7icXeHivxqLqogslP2QWdIAsL1BJ/v1qA4Avu0DTXI+ZUSll/MTrWwhxml//BMx1ylIXmldy+bMVYJeEeaHIPl9XBZau0Wyb2GaZn3j9Ih3/HH955wSK4qBrCivLCldsdNm2Tmek4uNaISgZvcAgSRUsI+KaLRG9aI7bdho0Y4v9JxSavk3FhTdcAqvrxz+8bfv779t/4IwcaAD89v/6I051rejcYrzRUKJ3GEqbbhjw7edSHnjO4cDRElloUbFM1k9ZbFlpUHUEkQ8VSzBZFawYtVg5oTNRj5gcaVMvL/Dxb6l89NYV6KnFVDmj5imUHUHJ0fAcLd9QysrtOUM9tyvbkpFKmzBu89ufMfn8/WOEaoURW6VupZQsyRB0i82nJYUWtqXlkxgkycrOcKzBhVMwGCulNq+cDPn1j43w7JFRHNekbmZUzGyZC0AxHuwbVAplkMKsFn4the91vuAx0txyLsHM+33PDZhvhtz5uMuZhkfZEjh6QSEtfEbE4KkXJLeBz3lfgK0UFg+DhU8hQi5MUidqCRtWdHnhgMLJeZNU6OhKHtFNQRwb4rL31UeF7G5YtCH/f4b8ni7d0GOk3GHnbpNG15DWGgWJa0hp1JfA5Z+7z41HoeQoXLOtS5L1eOxlG0PoVB0wNI0ss0hSCzIdPzB5+ajLK0dd5pc8FBxKls0l61Vu2BEyNR4w19YxVMHKMZ3pevS5A/vuf/za6987qOAA/+aH3oqq25w+/G12PjZPN6ixfaXg4rWQIZldtVLGSDWm7HW559kMzphM1gVTozqTIyorx0OmRzt4ToOP3SX46G2TaJnFimpK3YOyK8Ht5uD2nAzPSSjZgyWOa8slTrXcoRe2+Z+fsfjsPePEaoURWwzAbWb9ECurPwrUcj6xjENxrDQf08U4Vix9OGwfz+nw8vGA//KXNR7aM4blWoya0sHWMXKpVS5aKIhLRSJwkha9ce7nPVAeLPslF5YSRfxq4RJYPFLOb0MGTlfLbvMMqmnREyuKnLBEOUdcKBlRLIgT2edmuQXbtRc0+cN/P89/+guVPSfG0IUuK7kCQi367HQZt0YaborzTPQZugNB2VX4iTe0ybLT/OZfp8x0KiQUdNys7+0ibYzi/IJR87uD3v85JkcyfuHdi6Cc5XP3TXNiQcPUo9wyUCcILVaMt1noLnH/8w4VW2OkrFL1LEzDIsPD1DM2jSbMNn2M0kVcfNW1dLo+8HvLAb5ivIZpOjROW8QorJlOWDvpY2gJYONaCbrR5fDZgG8+Ith/xGVFRWV6zGDFuML0WMj66TaV0gKffzDlT2+dQMdhZQ7uiisoOyqeq1HKK3fJSfKn7NmLaclItUWz2+X3Pu/wmXvGidUyI7agZuVMQ0OqcqTgYnihI/tuy8z66/hBaxLimPLzd4Ie/+Wvyjy4exTTtfvg9izJX7EMebBRAD+UZjNJLgRWlCw/IA45QDGE3fMdrXKgD4xRsj6Q+5A/D9hFGewrh4plU58PkpKkKn6o0gsEigKGpmLFSQ5w+hfUay5o8pGfm+XHf8dksVfLN5JpfzPbzxcqWhUxkN0pQkER6lBaW/9HoOLBT7yhTRSf4fc+nzLTqJJ4Wv46pbnvYdGTx7IAKCJ/6v0fdWoUfvHdC6TZWb70wCTZWY00jUgSuSV1LIvXXNilWplj5wsme487mKqOaylEAmwtZt1khm3F6IaLbo6jJ73+5+8DPEUjE8YhVPewIrz1SdLkqVdUtMzitZf6nF5s8cgehcf3uHi6xYZJjXVTGisnYPWEz8rxFqmyyJd2Znz0tnEMHFbXU+puDm5Po+xqlDxBxc0oOzJjs+TKAFnX9ql4XVynw/G5Hh+7w+Xj35wkU11ZuXMa7UByJpZtP7/TodLJq7dt5X2300PX2nzlEZWdL9fRHYcRE6pmlrc84BZuAKZAUwVBFNOdjVlsaDiGBI2mQqoNz36/G0az/tvz/8YwuM//twW4izm7KqR9hqHLpZFlRMwtacwsGPRCHV2VF3QUi77yp6i6qppy9eYG7752nr+5T2cpKKELZeiwWfTiQzN9Rc3bEzF0sQ7aD9lzK5Q9wQff0iJJZvjEHRGH5upEmSndb7M0f31yuwsiyHIWYqYOeS8KpscUfvFdi6TpOe7ZNcIrZy16YUScpMSJThCOsmN1i6u3LPHYSz0efsFlacHjhgsFipCOyBMjLvWqe9hzjUNZFvVfR7V454//zx/xwR+79vBI1Rrrdc+99qXDPusmHC7f2uPIbI+P3WFx4kyFrVMWF6zR2LhSY/2qlK1rOqwYX+DYbJOPfNnim0+OYGQ260ZSRkpQLQkqJZ2yp1H1BBUvo+IllN2YihdR9nzKbo/RWhvPaXL3Uwm/9ck6dz49AYrHqKNIcOdtiWMOVPt2P4JQxbYU2Xdbki/u2gmuFePaEZ4d4DldSm6bL9wPv/npCbpxlZqlMmKllKyUkg0lS5Gtk6tRKWmM1XQu2hQgjCUeedlARetnbmpakXyRG91oRXDtQFhtGgVPXh6a55oRdz7mcWbJo2QpuFo2mCrpy20WCqG2zDCSiXOuHVF2feqVBnc9nbJrrw25IX7hhKXktxA50ZETa0OH11zYZr4V8+x+h6Tox/sH4uKCyBMWcnAXUjuKXrpotjJ5O0pSuQG9eH3IFRe2WGpFvHTEoBPqIJT8ID6whKPflomB7VwqCCIN29S4cpPPhRuavHRK4dAZnXZHIYlSur7KUssiikpcvE7h0i1dDp5N2XtQxdYsVowGJNokXmXzn+1++fjHr7js0ldXcADbMjAM5671K9J3vnJEuzhMejz4os+BEy5rR1w2rRCM1hTGqikrxjvUK03ONbvcfp/Co3uqHDxaYroqmBhNKTsKZVfFc1VKjkbZVSi7kjRVdmNKrmxJym6XkUqbuVaX258UfPgz4xw6W8Mr6Yw6GWWjaEnyntsQ/Ux7u88SVHKqbT4xsVLZlljS/862fKrlDqfmQ/74q+Oca1apl1RqhVbTIue+CDxH8s+rJZWxWsq2NQlTE10e3K1w7PSInNgk2YAnUjhBfadO43xHq/Me2Xf5/+d7HaoiyxPHYuqlLkfmenzrmTLdpQyVkCjRpXlPJgbqoHyCoypyUjJajfml97X49rMLHJsZZzHPG9KGSGSDSp7kf1Zlm9Jf7GhDsrnCkF+l5Kpcva3NipEGFSvmgefrnF2qECQqUZqSpGkeuV7EgiOXVIkgjA3CSOAHGmNVk2s3N6n+cIude7s88GyJ5084nFyAlXMKx8+oHDheY+Mqjzdf3uHwmTZzCzZhonL6nPbCtgusuzrd5a+qOvyH//vRz3HxJZMnWh2unG+ml75yJGV+yeOKjQaXb4tZMx2yZrrN+pULtIJF7ngq47P3uDyxuwqhzYZxhaka1Msq1ZJGtaRR8TSqHlRLKZVSQsWLqJUCKqUeI5U21VKDw+d8fuMTJT577wRnmjXqFY0RKxuSnOXWXaYYEi+ofRV2UbltS/JXHCvBtaJ8lu5T9TrMLHX5n3/j8dhL41iWxZiVUbEyOaK0FDxb5ADXKXmCWgnqlZixqpzmPL8/Ze8xj5Kdm7drw96KBUVWyePOhyp4bodR6ldwh9NLJVnBX+WDnlsq5KlkZh6Ka1spjhXjOgHj9TbPHEz46sMjaJmOZ6ZootgYClm182XUMLcDoF6Omah1ef6QxkzLRlUFel/MsdznvF+9lcFdoWi+ZAUfTG6SVMrWRssK117gc+G6FnuOZByb1wlTHaW/ui9GpINtbZQoRJEMj+34Oo2OzVhV5/JNMRdv7OI4PsfmYw6cVWj7KY1WxNEzgk7HYvsajdFqTLNngOp88/jJQ3/2yz//wWUA186vHmtWr0RVFfYePcmG6YgVEwEoEXuP9Xh8n0DVMkxLoxfUWFw0MYXG9imFmgeuLc05bUPks25wrYySK6ckZUfeYktuj9FqB0W0+NNbdb62c4J9J2pYmsFUOZOsQD0nRumFmFmCwBoiZvVV/MbwgTKRi5y8ent2D9Po8qdfs/jSA+Mohk3dzCiZaV8U4eSxKI6l4VgCz6Lf4hh6LCcpcUqUJkSpGJqkLDeS/44Hxv+HR/8cOlyF86eaq42EmqDqkCkKQQzdIKOTS8lksJNAE2q+li/EDEVcYswP3tSg0Z3lP/2VRSPwMIb6cVFw3hV56OynNiNyoIv+tjLNCragIvkwsSrjxj2T11/aYfXEPF/d2eYvbh3n5FKJXiKIkpQod6qNoowwzvBDQa+n0uzmnJOGzsyiSa3kMVHv8QPXdrnhwh7dsIVnx5iqwqO7PQ6cdLn3GZ0VdZPxcRNVX5WTwJY/XgXw6XVvQdO0MHnoq0TBPHsPp8w3HSaqNuNluTHyTIWaK9g8oVAvCUquiufI5UoxtzU0sPJeuJSPACuuT6XUpVZusuuViI/fVeLeZ0fo9FxGXEHVzHCNPLBIL7aeeW9rKFj6wFpAcruLNXweRJq7YvWnJpaPa3d46IWMu3dVCRWXCUvJLyCW02pzYpa0LJCtjmlIsXRKipInJcRDi5n0VcO/f5xHf0NaAH1ZXqRcqEQZEEsrNT/M6AVFZEuRSyrQNRVN1aRiSUvQVBvTiHnzFR3uenKOe57XWVKt/qazv55XssE6Xxm2vVDIEMu3qX2Ai1yupuM6Bhsmu/y7d3a5YNUpPn5Xlcf3jdALDcaiLBdipBLggaBrphidgkuvYFkKJdvk9KzBSNmjXglYU/dxnYAXD5joONy4I2a+neD3Ii7dPsbWS28K0zTm1z70dwBc1ccZHSv96qXbN247fvDs60Tmc9V2nzOLCtVSgN8rM1pRqXgqFU9QcQXVUkrZjbDMlDRVCCO5x5Z83piSG1Bxe1S8Nr2ow2fuV/nruybYfaRG2dFYW8vw9KTvRCsNOcmXHUqfu2IYIk/NLSwFZPUekKgSWblNSX+tlrscm434v7dU2X+mRsXTqOi5VrNgHprF51LzXj4bcMZz4/woTXI75WF3qcJYe/kY5HsC+3mMzOUm+vk2NJflZ2lKmIAfQRBBECV5urAU8RYHYC0Hua4aaCKl2U5YORHxyz/c4Phpi5fPjmGoWr7pHCJbCVDy9b5sW9Tc9iKnvyaCKB0oh4xQ4IcaviHlal3foGRbvOs1bTatWOSTd3e5+6lRTrRKdGPBSCwB7oQpViArr0zwk0WncFKouBqVkk615DBeC3jxSI92t8ez+zXGKhZjdR27tPWh0ZG1vwrzf3cF37CqzL33398arbn7T+vi+v3He2o7SDl02mPEdbl4o5qzuqBeSRivdSm5Pr0woBtm6JjomotQFFw7ouT5jJQ7WGaLb+1K+dhdVZ45VMdSLVZWoWImuKYUTRSedkbf9F7p6xYLm+WBFwt51ZbLHMtMpZehGWFZIZ7tE4Q9bn3Y5IlDNWzLoGYMFD8FF132zYUPx0CrWVheaGpMSoIiDIZN2CSYs3/06v23YL4/nivIK1FKH2BBqBAUEjxdwQ8LkKt9PWWhuzS6Lpeti3nv6xb5s69bNP0qphB5pAt95qFQB0sgJZ+sFD24ZP4pRJpCEGa5jUOKaciokV6g4wc63cBg1ViP3/mpFj9880n+6ptV7npijE5gMJlkVBKZzSkE+KQkImGxDcfmNCpWwlhFUCsJPFfl5DmTmqOxfqLHESdlrLJIJ5hKkqyy/6kn7mldfe2b/26AF49Op/2hKPGu3Lxi8ZKzDYcVYwmXbAzxTJMgEoxWAuqVNhEdHt8Hdz9lsf+Ex6XrLd5yhcqaiZCK5zNaaxKmLW5/SuG/fXySXrfMmKdQtzI8K5Uz7UJapi8H9jARSMureGHeWegd+yDP+d22GeHZPpre5VN3anzk8+N0Mo8xD0mrHQK3VVj7Fh4cfQ2llLLpubttpkQI4fRZg/1FzJAX66sAqQxD/++4DLLv/tcGE5qBL3iaQJbEhAkyai+W/Wxx6w/CFENTZVEIQVdlaKpsVQy0bkK9HPErP9KkHc3ysdtNlnxneatSBA70yVbFTUzt9+BhXAg/sjw6Xe2D3DY1ur5Gz9fp+Qaea3LJ+jYf+ekGphLx0HMjHG+WWJHJC2rVuOANV0dcvLnBgdMB39xl89QehzNNg1FXZbQUE0QKlhtz6cYQQ1U4dKrERVvd3d1u50OO433Hl/Y7AvyNr389f/nXX0xqE+uzcOEEjtXl2VcMDD1gx7qMNRMZCQ2eOhhy99Mu+w56lE2Dy1cJ1k/oGFqCY4eM15scnWnxx1/1ePilEbLEZk09o2IluKbUJC53oRX9BNxi/ipTZen3Z3quVu/n8uT+KNbQttI2e+w9EfG5+0doBiVqFZWKnubi5uLAWkwr1PyuUEw/soEbV56fGaQpSSZXzVLRkr1qBPhdR35/jyr9nfr4ovvp/yEdCHxVFFQlIkxSgpyDH8bkIE8lyCOBHir4fSsLFV3VpHhYS2h2bEbrET/2+i5Pv7DAk8d0lkJdHjrVgUxPK7jh6sCGDkTfvrp/qSuF0KO4G2bYpnSL7eUVvecb1MoW//3HWzx11Wn+4CujHD1dx9EFUahw5GQJVXFZM9nhF9/Z4oUdDe55Rufloy69eYvVEzHb1wdsXxey62WDTFHZunl1pmud5Opr3/f3BzjAu9/6FuI45M6vH2dL+RV832D3IQtDVamUm9zyoMaufTXKusFFKwXjNcF4TWPFRMqK8R6rJxc4eLbNb36mztN7RqmXBBP1lJJF3/fEzpXuZr5mLzJ6VJXcIlc+04yB46kG+pCJ57D0zM63lX7c5Y++4PHskRquZ8golaI1MQZ03aKf76dK5Ha/fScuXaaw7T6s8twRG91QBr7gQwg+P1BteUb931K9zyvy2Xf4WNGWFIp6P9S4YF3CBet97nshJYhVwljqXqPzQR6q8o4Y5kQutTh0GmhqylIjYceaiF/60QX+wx/azAc1bFXqJ3UxkLppsXw/VlPURORkL3kOkV9X8hbUnHxWDARsS6HrC7qmSseXFb3rG4xUDN5yRZOqN8d//0zGwRP1/MwV0gt0zs2XmRjxWDfR5Zff2+TJ/Q2+dL9g0yqNS9bG7D3icOikynWXjnS2bXvNLZZlfdeX+LsCvFopZWEQfHTV6o1/dPbo/kqcwOaVgpUTPb72iMaBwxUuWqkzPSqolRVqJYXRasT0WJfpsQVeOtXh924Z4YUDddaOKYy4clsoVTvFHLswW5QV1DZkjr2hpWSZQrMjWGjmJq9KIWMqGHiDVDXTGJgAKUqPOx7X+OauEXTdpmJIU6HC0nc4e9Pog3s4SDYdAnmMqUccPyc4etqgUh4krQ0Hvg6X6+UVO/tbS3i27L1csDW0+h+Ae+APHkSC9dMZqycC0jjGTzTCRJHAjiGKMiJdglzXBEGo5IfO3Pinn5qho6kWlu/y5iuavOO6ef7mYZOlyMu1nBl6rsgvAK5rGWma5mQuycdpdhI63Yg0I3cTEH01lR0U5qwKji/o+jnQA41Oz+DitQ1+40ebfPiWjMNnajIINghYbGqcW1A5cdZlesxm23Sbd18fsGufQsm25axfF2zcuHX+pVde+ZPrX/vO71pFvivAbVOlvfTSFy67aNX/+PL+SkXgk5Hy7Wc1NGzecJnGqomUqhfn1rwxE/UOKA0+dbfgjicmWGp6bByB0ZL0GHQdNSdIFVbLCpaJtOuyJPvPMWM8R4ZGPbXPYnbJxrUUtJz0U8x39SG3WsuMsMyAktvj5WMxH/nMGCEeFUul3A/BKiq3rDCmrg7M2Ierdw5uI/ccb/USjp6TmZmF7993jQvMwTpcyf+uRxHlVwRALavow4KHobTjKNZYPxnhORF+ZBEk5OO6LL/rpXnktvQkDDQFPRSyIhejw9wHpa3ZlNWYX/lAm2cPL7H7iElD1bH6IM/QNYg1JSdAySWQqUO9lLLUDth3KsPSFMpWsU1WsIyUXl7AzNxVrN2TbmWdnkavJ6ct21a0+OOfb3H7kz6fv3uUmYbNVDXGsxIsU6HiCFZPeKyasrj5si5zSxlZorB2qoRd24Lhlf/W11f72z7oViaCNF36ua2bJr6878hR17N1tq3SmR6LqZcbjNdaqFqCoSk4ZswzBxL+5gGXFw7WMDOTDSMpIyWlPyd3ciFCYa9cCICdYlOXcy1GKk0efznlzl1jeKrGyjG17wPdJx5pRSqETIFwTJ9mx+dPb/M4OlfFcQ2qepbbt2XLlkVmPyyp4I8Mcu6LyBRdkxfOydmMB562Ab3vj7IsfIqhw2afQTi0sGHAKhxG7vmChn5L8ipgD78vdZig8YYrenzhPp+XzniyD0+kVVmUSLs2PU+gC6P8XKMV6nkpLlZVvW8ToakJq+ohv/DeRX7lYw7toEpbFdLTW5MXTZxISZ2MaAfTgKmxhA1rWpxoxjy+t8qEJ6jnbgjO0Bi2OO8Ud2u3q9LuCto9jU5PZ9WEzk/e3OCS9af5m/vLPPNKCTfIsLUIbUlwtm1y5JzGihGLWiXCMSNia6LTDbKfW71mMvgHAzzqNdJSbeOuiy7VmvsPfsJtdWNUTeHRfT1Oz5hMVi3ONlM6WZua3ebJPWNEqcvqqsJ0NWOkrFIpSRah65CHUmV9wx1DT7HMFMfM/Q29HrVSk0dfCvndL0wRdQy2Tafyl1rkwvRtGYqRWB5b4nX5s69p3PFQHaxBa1JMTaxiAmMMk5ryA2sBbjXNYwmTfvpxoqT4oYaqFBU866/A+9I1MQRqpZCQnQ9soLBbGGpPlrcjxegxG6SrUWRmDpQ8aapiaRk6IXGaEiaqFDH3e3GFKE4JI0WCWFPzg6M8cA58UPTBllN3edcNDfYeneP/ftmiqTvYsYIZZ1hxRpwUFGH5nUvhBaweV/m1H1ngt/4m5JE9Y7RDjdEoxQ0kf8j086lUQWvIt9yerdLqanR8QcdXmRoxuHrzEldvneeJl2ZxTQvfH2NuyWKi1uPkXMyB4y4zDYUwsfmRH7q5uXLVul3d7kL6t2H4bwW4bk8DxlwYHnr/5i2XPLj7xV36UidDw+W1F8kf4NBJjfv3auxeKqMkJTaNwnQdxqoa9YpGrSyoelKSZpvS4Uiy8WSVNI1ErtSdHlWvxRMvR/zXT06ztFhmy1iKrg440eqQssXQ8uptRpS9HsfPRnzpoVGamUfNEHJb2V/150kTRXSGruahWLL31nVZ7eT3NlhrK0pCo63gJ7pU8ihD8rWC73F+wvEwyF/1GF7G86rzZ58+Oyw6HjLeLHwJo1hFVwVOKQJi/ESVLUpCXsnzViXKiLSUMBy4bmm5RYQm1L49hKYmaJpNTQ95/2u7fP3RBkdnTNqaiqNlhLo8TMb5zFpGrAjCWLDYtFgz5fJ7P7XIf/5YyqN7x/Bjk7qV4oby9ZeFY0Aasw0Fx4opuxrtnkrPNwkjaYGxZgpes32es/OCh54uc/BUhmO6rJ7MKHsJM/MJl1x6eZRkyfvXTlXmuoH7D29RFMUkDl9i1doVp6Kkc3jX8we2BEGXkUqXxa5Co6vhWPDbPyG458WIBx6HlSMKU6MaEyM6E/WU8ZpPtRTg2iGGnkg1Sl6yNDXF0CMcK8Bz2zy8O+U//uUU5+aqrK9LIpShi3z1rKBpQ8nGedirY/mkdLl1p8WhkzUcy6A6vNAxhiYmeVyGWSR96UVbkvZv6UVsoaEnhHHMnTsNDp2wcCs5Z2PYD6UPamV5b85yDrUUC7wazcOVezm3ZeAjXgiS5QZRtim9QGP9SnjndV12H4rwY5MoyR1lE3JnWYVIlVVcVRXUcNhHUeTKfxVNaKjCyC3TXNZPxbz/+iX+5DaHZlDB1QR2nPQnNXGSEee9fhAqtHs6c0suK8dj/ujnlviVv0p48IUxOrFN2ZDENF0UP6ekAZhahmtCzU0Za8vkiCDSyVKHWsnnjqcVHnlmlMu3qIyP+AgRsdRJ0RWNVdNl1qzbctitrDv16HNHuf6ydf9wgAOoquDgvieO1aqln7ns4k0Pf/kbz+CZNmUPRqttmi2HIBa02zorRxSmx3RWTqisnYqYHmtjGB0OnAqJsxRFSSnbCZdtkouINAXLCrGMHg++oPCf/nKa07M1VlYyyra80s2CXddvJYo0Y9l7V7wetz8m+POvjtKOHaa8LG9NGPik9Ffyxbpfwcizgwyt8C5J+wevoj2RVsE6ZFLqpeXq+EKjORwdeH6Gz/n1+vzzZqFYXMaTZohxdx6hqzACSnNPFAVVruyTmEhkhClExXYxzojVjEgDLU774BY5CUsCfWChXCTVqVrCiBnx8+9tcvjsAl/ZadMyDNxIwY4yooj+WDAMVfxQenK3uyazSy7TIzF/+HMt/uOfp3z7+RF6gYNhqpCAqUdcvqVLxY4ByUA8ctxitqWxopMRRjqgUSmVqDoRpp4SBClNP2HC0yh7Auigj1zJuSXlZ46deeLYJRfu+Lvg+3cDXFG3kCYtFOGdWdd46JFrLzx4Qxx3ePFoytySy/Z1KXc8nnDslMel6zXWTatsXuNT9pY4Mtvj8X0q9z7lEUUGUaKA2ubXf+wsH3hTgGUoHJ9PefIZnd/89ARHz9SZrEgTfGfIBsLsh4emeWiVZAyWSz6dwOeuJ0vMdMrUHJH/2+w8C7dB4ptlSHD3q3c/TVlWb+n6JN+2/YwzizpoYrm7bN/8RxkYAA335DlvZJkSZhnCs6HYbGWQLpxm51VyZeBqlQqSrHCZlbZtk1WpVGr5KWGq9n3B47xV0WJloNgJi+9b9M2LRG6GP2AqyvNHtRTylms63PNMi0a3TskQ2FGKFYEVZQRhih+l9IJi9Kdj9UwWWy6rxhL+6ENN/udnIp7aW+b4rLQB/MGbF/nVH45Q0gpRqhAlIXft6vD4PotTpz06AfnK3uLSLS7mdQ2e2iPYvlYQZwHPvWJTq47xrmu3PvL6G647s9jsUa843zvAAYRa4oldDx+0LfdPrOqmG5548inKjs1FF3R5eLfC2RmPGy60WL8CNq5s4XmLfP7bGd9+tkwU2GwY1ZioCmqVlJPNgI98scTJGYWbLu/x1XttvvpYnflejZonKBtJ3wqiYPmZ+dipYAxK64cAVXS47XGNb78wgqGZ1HLVj2tmkjhlLvc97NNr+6lv2RBPI+1bCGtqgioSDp1UuGuXjWoINIZ8CfuGP+ePDTMEw4ugAciHW5Phit3vudPBITMtONP5FKVvLdE3t5Rtypuv6vKXdwac3Z8SpppsT1L5jBIFLS5osPmqXUny70f0JWkDU3/pS6irJpbp8todDd59zRK37HRo+BauBo6REYT5M0jxA0HPl1XcNgwsI2ZJt1k7GfInv9Tk1sd7fPVeh5suD/jBm3rs3L2KmZkpRsoq47WIN13c4oYL29z/fMCX7qvSO2JJ+m+3zFUXZGxd3+WRFxx2rLPZsrrHhRfvYNUK/U9273vo4EUX3Pj3ge7fD+AAmb6GRC/tGpsIblu3ZvE9J04d5r5nUsKgzHuuVzCtJheuD6iWW3zqHp17nqgx4ZlsWqcyPaaydjph46omzxzp8M0nRrn9UZO1K86w/6TBzKKDUdIpadnA29sc+HrLPw8U8rYVUqt0eeVUzJ99bYzTjRIry5JrImNLBlYSVl/WJtX2Vm7AaRjF1jLtpxwM9IkpqkjwQ1ho6Rj2QPmiDI8Jzz9oUvTg2VB0YJ9JMlDsZnKekmbD05NXK+yH048HSceyF08SlaqX4RgxpAlxmhFnuZ94vx9XUOOCVnD+sEGOfqTuMm9X1BRVS9FaNhP1kJ97T4e9R5Z44diErOJhihVm+KHku/hBSi8U9HyVnqnSC3TswKDnm4zVe2xaGbJ2WuMd18BoqcIju1VefDlm85RgzaTB8bOjbFrt8bbLF4iiBp/5FnQTjVSNOTlf4toLQt5wRZP5RY3Vqzdy8fYtt61dv3IXtP++sP37A/zaS9bQa549dumW636xOfuyuv/Y2XfOLWm87pKUvSe66EJlpJJw+5MaDz5VZ+uUyeZVGmumYOvaNn7S5K/vg5Pnqly/1eUdN8S870Z4/lDEwy+BIcjNdrKc612YaEp+tmOmuf2DdKRabPX41Lcc9hyvMWILqlau/rEU7NxcaKDXlOKLwl22iC4pem819+4rTG5E7kIl1AyhSSW4OnywFN+h/x5ytFrepmTLgF6U8eJPafodDphpNtR7D1XxoSAqOU0RpGkKpEM89cI0X97yw8IiM5PmPMXXKkBeWM9JgBce4SmNtsuWlSE/+ZZF/tctLvN+GddQsIMUy5B22GaYYgWCXqDIOO5IJYw10lQlDAQvv2LypfsmILV5zzU6b7+yx8Xrz/HVhyocnXHYtlJlrmGxZc0Eb7pkgSRr8czLZXZszDDUWZ59pcxrL9bQVZOEsTu82o2/+Mr+s8e3btnyjw9wALs8yeNP7jq+ftMVe7aea7zz0vUv8NJJh3bH4/odMafm2nzr0SoXrLS5YL3KptUhK8aX2HWwxyMvWhw9XmLLCpPLLxZcu1UKiF93UZevPxTQ8D2Z/KDlM+u8pZD2ECmOXcjQAkpOh288AZ+9exTTMBlxpELHHYo/cUwZNuVaAseWn8M2i9jwtJ9YUBjpDE88+txrRSErfAeHYwSH+u7CLnpZrPdQnn3hlfKqO2L26spdSLkGVm5DrUk66MfTtAiiEv3+JjlvAlMYWYIUZiR9D8SUNC28S7S+lYO8OHMLZTVFVxN0zeNH37TIw/sW+OqjNkuGLikPwYAH5AcCP5TPMJThsooCs0sZD++26QQ6T+6zcRWDy7baXLFRpeK2eWR3l+deqjDbNGh1dPygzruunmN+vstLB6tct0NnxWTErTsFb75uLddefcWe2TNPHd9+4dX/L5D9fwM4gFeZZN3KFR9+bPfB9edOzvzQ6pEGm1eFvHK6x9GTLhevdbl8i8IlWxocmWnxO1/UOHG6xphrcPlGg+3rFC7c2OTbu0O+8PAUH3xbg3///ib/+5YqQpFe40ZevaVDldx0ulaE64SUnC57j4X8+e01orTEeJ7f4vTZiTIqsAC365DrNOVdwMxn8UL5DqCjmG5Irz9y5hwoiFcBfJCROfj/2dDHBpZt/So+hG7Zoih5r00OOqUPdDlJOb8HHxoZ5nHeWfZdflHKMGFNHpD1fGETJ8pQJdfyXrww35QLIDm7TnCskA+9q8WBM4scPDmGqytYmuQBWb6MW+wF4AdyLp6mgiBK+eOvVnjxQJ3f/KDP2cWEZ16qECUGrW6NTastfvbtixy5coYvP1hm516Pjm8QJ6O8/tJFXjmzxM69Ho6hc9WFLhddMHnLpi2XfLjbPP7/Ctf/d4Dv2LqK//u5bzVK4+s/eOiV51Z41fD6B583ycIKq8d0Lt2cMlJf4rGXO9z3tEe3ZbN5QrByTGPzGoUta1q8cKTFlx/w2DpdYm6uzERlNifbqxgGQ+DO+qFTniNbE6G1+fx9Frv2jTBSU6lZSZ5irPSV8TLbR8V1wLOlib5r5f27KSPABeCHGkEkhgzmB/F8BUgKC4ZlOZnDMd79sduQJ2EhLyuq+HDsR34ZLfcllM/kPCAPtyZFBR+O9B7EesuwWlWBgTOs/EgYQy+SrHVDlS2anWTLWhVFyUEuhnN7UnTNZL7pcsXWkJ98wwK/82mX+Z7bTz6zjBTLj+lZgl6oEITSXStO4dSiy0ipwspymRsvXiBOmuzeXyaKDXqBy6oJk+mxDh94Y4d7n13k5cMera7NJZvrbJgIWVnr8eJhlQ2r4p2bNq764MlDX+6u2viD//QAB/jFH3sLTz37ZPeC978zfOax23CsLpOTOptXZKxZMc/tT8DTu8e4eJ1KdYNCmuqsnMjYsLLJ80cafOZul6mSw+aVKrqq0IsEhlDypLVBFXZzcJaciJLj4zktbt0Jt+wcxfbktswbiueWNsx5MpvNsmwfaS4UUnYDLDNgqa3TCcp0fQNVSEjretrPoKQfda0gGFTnwqdv4Pw08BcZ1jT2e3kx3PIMRijZMKD7oJa2Cllho9yffWfywsvjA7NXATyPOsw53IYm1VGqAmECjShjqa3gGCo1O6UU56zAfHIjaQUS5NJKWRrhy8WXjbkU8wPXLfLcwRm+9OBKFnQNS0sx8vOM7SdS3BCo+KFGkmhYhrxzvHJcZ7RW59+85SyfUFIOHKwgyOj6Oi8fK1ErObz76g7jlS53PZahCpOuD/WKQsWrs+2Sd4UzS6K7fuPN/xCo/sMADnDlpetJ0/SpqHPJtXNLT9on5yNUrce9zygcPV7lbVepTE+0ODunkMRVNq3qcqa5yF/d4TLhuWxbo7F6MkXXOzz0goYuVDxbwbEkMavkSPersiPNgUaqLWZaPf7oaxN0u2WmK1CxUjxL6VNwHUsmGHt55KB0z4oouWFO4uoQpR32ncy4/dERJjyDqZpByUlQlAzTSGSWe25mSSYjV84fBxYHTSEUmSY3lMKm9v3BpcWa9CUZsm/LK3icIefaaZHHk/WrdpJmy8HfvxiUwXRl6HehKIrkbwsp+DZ1ZICurbJtU0p9dI67nkjZe7JEZ8lmvFRYN0huTN9ZTtH6QbHS31xyVXQtYaIe8UvvbfPk84ucaIxia8qAzZnfcdtdQaujM1q1eN3FHZ5/KebEOcG+IyauNcrPv+sMv/NZlQOny1RKCqnoceBUwqmZElds0/Gv9Dl4XKXkxcw1HLZffHkvM7c+lRapEv+cAFeUMQI/+PXtF74le+yZs7+8XrxoHT6tcvL0CG+/JiZVm9zxeIKrubzxyhDLWeDhR3XKhseOtRprp1S2rG7wyukeu16uUrcUqp5kHpZdhbKXUCmFVEo+47UWC602H/5cmWPzNanA76uCyMFdVG6Fkp1SciW4K55sbcZqLeK0yZ993eZrj46jJzaXrROo66T/tKGnOLEqW5W8SvYr+FDvPewVPhzl3W8NCmCLgfm9EEke2lRwY1PiLCNKB2FTSVpk8xRG+GkeFzicslbEmuSeJAN7ztz7WxLRLF3e0UZrOheuTblsi847rpzj64+3+L9fGedkoyQ/bzZIaCicsNRctaOpUsspAW6hqwmTtYT/8hNz/O7fqJxu1DFUgaEVm2VBw9bwWhqjHZerNnfYsLrJy8frVL0Ey3C5yhzntRc2+OypHidnVd5wleCKbU3ufDzjzsc9XneJIE4SDp6Cm69Z5b/+xpv/WDfs3/A86x8KU/7hlwZgWmb68M7Hf3PF9OQfpPp0qGLwQ69vUqvPc98zINIqN1ykMz62yOcf0Nh3oM5l63XWr9DYvq6L683xjScNtNRisqpQ9aRZUNXLqJUiqiWfqZEmS50m//OzHl96aIqSajBiD1qTIn/esXJwOxLcZTei4gVUvC4TI01Slvjj20z+6pvTRD2PVTW58PHDDD+UI7c4lhvDYddYRSlalOHnefEfak4Ey6cympr1OS1qvjQSQt4N5JgjIU1T/BTCVOkvaJLcMStJB5EmRZxgEV/SZxlmeRuV31bUfNKjq+RBtHILHIQqp2ZLWHqNf/OWlF983xksrcmpBsx3Bc2eQqub0u6ldLoJnV5C18/o9ATtnkqnp9PuGrS6Fn5Q4gduEPzGB84xWlni5JLCQlvQaGc0OzFLrZSFpsa5BQclLfGOazo0wx77jsccPpny3CtlLlpb5ofe0OXkUo9HnjdJozo3Xxkz123yxQcViFQu2TYalsoTf7DnhZ2/6XlW+g/F5/dUwYvH0bNB6LoTvx9knTAVnd/uhIviwectKkaZay+LqJSX+MojKi8drHDRGoMta1R2bOxQr8zxybs19h6osKYumKipjFQ1RioZI5WIkYrPqvEGC50Gv/85j689PkHZMZhwpZegk8veitbEze2YC3CXvYCK12O83iJOG/zhl20+dtc0jmYxVZY2yaoYzoUpqKh5mkIObmDZDPz8CMEifa1wf9X6rETJSNRzTosQCYi86U0isjSml6j0YgVbU/okqbgAdpotq+7LK7kytAACyJbdXeTFJseXcQq9QGN2yUFVYz741kV07Qz/+5aM041KXuPSPIGYPNJEkRrO3FtF1zQ0zUQR8rJ/xzUN4By/+zk4tlDJWYoJuhahawambmDqVS5em/Cv37rI5+9VePEIpJlGmpW5ZJ2CUDp8+5mQu54s85oLK7zx8ib3PtujVrbTS7ZO/faa1aN/tNRYCr9XfH7PAP+lf/sebv/mnb3J0fW3JT1+6+W9C5iixNte22T38ZAvPWxA4nDFRpMdGzK2rl3Csuf54kMqd+6sM+XprBpTmRjRGa8pjNcixmo9Vk0s0fSX+P0vlvjGk+OM2jojToaXx5Y4Bv1ljmMJPBs8J6HsxJTdkFqpx+RokzBp8odftfn/7ppGVRzG3RTXkAY5qkp/nNbvd1H68+Q4kc32sox6ZRDfPQCTzOPR+rf0GF2P0fUIwwgxjQChRGSJBmoKSgCxRiQ0OomKkyhYOYckTiDue/hly8C9PPFY3mk0NaOw5Cn8yIvzApkMkvVDydhbatmMaTEfeFODJDnL//lSxonFKlkm8y+LeEFNjfu+KnpOL9ZUHQXph5IkKm+5okmczPJ7n4Oj85W8XUsQSoQqdBRho2t13nXNPFGywC3frtLZb9PsavSCElvXamx45xLffnaR2x8tceOlHmsmAtZuujwrj6y67dhMr3fV1T/yvcLzewc4wA2Xr6I6Pnbg5b3mh1wj+4sDB58UO/cozC24VAyDzat1rtjmU6su8vjBmNsfdVha9Fhd1Vg7qTI5ajBeg4mRkPFaj1WTS7SCJX73i2XufWqCFRWVESfF0OT4q5CemYYEuGsreLY09Sx7IfVKj4rX5NDpNp+53+NT906iKzZTbopnyOg+XZP9pjKYtPXlY4oC7Z7Cp++0IVb+1nxMTQwALkUYkmprGhG26VNyuxw+HfPbn6oShAr/9YNNfL/Nb32ixsFTCh3Fw1FlFQ9jyeWO4zycKk0HqcbLqrh0ZzV0hZ96m8/zh7OhlmrweynM++NYIQhVur7BQtOlVoJ//ZYWln6OT94Xc3y2jtxq5ucHjRzYcqMchCqBnqIoOn6o0u4ZVH2DN17WgGyeD39R4eh8Od8txGRAkugksUMYC95+5QJXbZvl1kddXnzZZb7p0OrabFljsGWFT9kJefmUwWuuvC5dteqCDy2lmw9Eytl/DGj+4wC8NnERL+w+FF504bWfOHxkn9MJxv9P2ZpBH1EYLWlcstln/9kmB3fpPLW/RqOlsGVcYf20xvSYxkRdtiWj1R7TY0160RJ/8KUS9z45weqqYKqaUrIFYZzR8bN+BqfMUMwDrPKJS63co15usnNvj//xqRFOz9cpGbJvd42CgK/0ed3D+5fBlERWz2NnNZQsX9OLbGjerfQjTDQNaaWsFtTbBFOPsIwAofT41DcFX3xonIeeLHH55jarx7tcvilhorzElx6K+PwDglbo4WjIViUetCn9diUpxA6DmXiSCECwZjLEEEn/UHy+G0uaykS3KJHOU6owyTKFkqPxo29s8fqrzvJfPpmw8/lxmWqWq5rkdEQlCGX2fPF1m22DIBIstUz8QOONly0SJfN85BbB0fkSSZoRxTF+kOV7BouNq+qsXwk/ebPCc6tCXjkV8dyhMoamE2Uq882My7aOUC0r/+k1V132ibmzR5KxqU3fPwAHuHjHBuZmzyY33fSvDpWqu1p3fOvOkkmPDStjdh3o8MzLHq/ZqnHTjh7PvWyyeZXBljWCleM+I5UAx5YHwm7Y4ve+6PKtJydYXxesHoWJusHUqIqmtXjgWQhjDVWVBynbVPK4cXkorXgtdu7p8asfqzPbGGGyJKjbCaY+yIlcppt8lTC4YACmfUengVn88mx6tQh97YugC4V/SMXrct+zKf/tLyfppDWMio7m6rQaCvNzGZdv8rl4S4vTczr3PG3Q1A25JYyzvjIniYcOmgn9hdSySp4WEX5Z/w4ELHsfZPsVxyKPBlHp+TqlQGey1uCPfmaO//j/KTy5dwxDla650tU2IYjk3UPXU4TaZdfLBioOU2MmYSQnTu+4eg5dO8fvfwGOLJZo+BnnmjEzjYSltk6cWFiGy7MHQtqdEm+9osOzlUUOHa8zOQYXbTa47PLrW5u3vubQzMxMMjG1/h8Llv94AAewbYejp9p3bNx09b/7qXLwx48/dl+902vwylGd67drrJpu8sjzsG6yxOXbE6bHlgjTHu0oYGLcx3EC/vdXbG57ZJwNY4LpWsZE3WDluMbmNSGTY7M8uKdK5EsJmWnIVb7nJJTdkLFam2MzHX7tEzUWmiOsqQnGvJSyDZomaHUhTtKBO6zE83LJWU6UEkKqaxWR57krDG0tZYuiqwM7BUneSjAMyZc5Mx/wqW9V6VJjrKwz6SZsqLmcPO3i6jIacaQKP/WWJruPOsw2RugaCk5cVHGFKM36/O5lIM8XPkkq5Kg+S0lYru8sHsXcXsvF2lEsmO8Y6JpctoSRyuSo4CM/M8dPfFjj5Kk6jpFiG9KGOghVkkSOH8OkzUN7DaZLGnGqk2FIRyutynuu82n2zvLbn1aYV1VqIwmdTOOV0xGtnk3ZdRgpd9l3pEX6YpmLtjQ5dDqgl9YZW3PzwpVXXP1LcdC8Q6H0jwnJ721MeP7D9cps3zLNWC367LYdN/znjRe+bfbI3CSXbjSIlIjbHjYYLdV409UhtrPAgy8G/MnXyvzSX4zz/OGEWOux94SNYxpMljJGKxrjdY2VEymbVzfYuQ8OnDRyg05Jf3Udafw5Uu2SKQ2+8pjFQqPOmrpgRSVlsqawYkxn+zqdsbGYRR96oQRLOjSAKohWQpFUWUVPEKqKUAR6bk1WmA9pfQkdfambrqUYRoxtRGhaj4/eZnHvk2OULQnuySpUXY2FpsXZeYellkuz4/HGKwW/+N55RBbSDKUlcsEfSeJMXpA59TVO8gqeyJV4kqpEiUoWJ/3FUTqM8Pyi1VSZYVN2O5yZ77L7kMbxswan52zOLZQ4PVNnxPH44esXUdUOZ1uCtp/R9SUlNojkQXXzyoyrd3R56VTKmdmQc/MpMws6c4sO7U6ZbSsT7LTLFRuX+KOfbfML7wm54bIe7bjN3U+lzC6M8u7rUxTR4Zl9Hq+71OM9b37d7I3XX/efZ5ayz+rONJXK9zHAi4du1nnlFJ+aWnftr914zdZZocacnlO5ZIPNBesTNKPBnY+ZnDg1xusvUNkwanDq3CSdpTqmqlG3UqqeQr2iM1GH6bEeQmuw/4yBo2s5JVayBEtOQq3sY+hNPvp1nc/eM8lkRTBZThmtCsbrOivGDS7aBD/8pkUyI6Lly5Fcn4vBgAVYLGgOn1I519Blj91vTWR7Ior+W82Wtyd6TMkJOH4u5qHnS2SmRc1K8UyZ/aOp0mat01Npdw06XRu/5/LaS0JWTrZo9aCX27BFMfmBk34actwHuazeYaQxWlZYsyIkSlnGKCzo5yIHuGuHhGmLz307Zs+hkJMzKWfnNWYWTGYXXc4t1PjRmwU//wMzdNKQ2Zag00vp+indHnR7Kl3fYeNUTKgEnJrPmFuMmGvAYiufk8cmluexolrh+JkKjzxfYe1ImbdfmxHSZc+RhGf3V5msq6TE2JWLZm+68Ypfq5fbn5oYKX8PiPtnBjjA1lVlRtI7PnH1heqvlsorFq7e3ME2I47PhXzzCZc1Iy4XbArw04iJesIrR+ucPjeKgk7ZzqiWNEargol6yLrpRb70MDywq8J4KaPkCDxbUHZSym7I1EiLZw+FfP7+MeqmznQlY7QsGKlojFZ1JkYyxqs+21f30NSQIM6jAfPvVVEG2kRJFY3Z+bzO8ZMWtoGs4P25t5LbLwwsLAaTkxjb6rHnmODsfImyIfByO2Zdl21NkkIQC/xApevrdH2LqbrKpWvbhFFEJxoCeF7B4ySTSp1EHhjj/JAZhBobV2a85pIuJKlsZfoMxKwfIKuqGaaeECcR+07ozDZSZhYiZhdSZhdVZhdNZhZcWt0aP3ZTzOWbFjm5pNDoQrsb0+6lNDsq80s2b7xM41/dvMDBGZhZTJhfSlhoqrS7OnFqMla32LrC5NwiGIbPi4djTp0p8darFFZO9OiFKY+/rLJ+7cqFo3PlX/2dP3/0E4oy9k8Fw386gAOMrP4Rjp1KP3PFjun/UKqubR2fSXhuv8KKms7kRIc9R6DVsYjjECWTkX2GplL3VEYrKhMjCSvH2xw80+H2x0s4QqdeUii7GhVPoeLFTI92OXSmy1/eUUPDYWU1Y7SsUK9o1Cs69QrUyxElL8AwAhRlOZNuMNfOdZlC9tGqCiLTsfptyWCBIp9D/iyFCZEZ0gtDbn/MpRFblAxp5mnkhqJCkcuZOFYIYxm+1AsMDGHyjtd0Mawe7UjBjwVhMrBpSNLi7XCLouZ+MRokKVkcE6ZKf46+nC04kM35UcJiT2GplbDYiplvZMwuqcwsmpyZ9UiiKj//zhbrVjU5uShodVNanYSltsJC0ySKSrz7mpB1q5scX4DZxZi5JVhoWESRga0noKhYRkjZ0ti2PuH4gs+5OYPLN0dM1Tps3bC6lWpr/0PNDj7zG//uXf+UEPynBTjAyRkrjeLJW1rxup+2K6v99ZMw3w6570nByqrBhlU9okiwbXXC/tMx52Z11kyoTI8rbFjRwXHn+YuvOywteKysQbWkUvYEFS9ltBJgWw3uekZl35EKk57CeEVhtKozVtMZrUC9JCcsJSfg0KmMtq/1lzRCgFCVnAOd5XYRMd0g4ZXTJugappr1WxQtr+CqWlTw4fYkouL63Pu04NEXy+iK1k8y1vK8+yKOO0kkNSCKVIJQI05MbtiR8o4rG3S6Gb1Y6RuPJklGHKfLWpQ4UYhjQRTLbJyNKyI0M6QbK7JVSehvQ9M0t59IBa4FG1YGNHyFtg+Ndsx8I2J2MWNmQePcgsXcUpkL1ti8+colmlHEbFOh2Y5p5Gv407MuYyWXf/eeBRqRz8GzGWdmI46eMVk1orF5VYdXjgk01eSV0ykzsy5vvSqmXunw0hGDi7ZP+9dfOvHTqyfGb1kzoX1Pa/jvC4C/733/ijt2zSf37XW/Ojkx9eOj42v9c4sC27aoVkIe2yNYN2kxWu9w37MaY57FhpUqG1d1Ga3PcM/zCi8drzDhCUZKigy1KinUShGTIy1mWgE791aoGBrTNRitaYzX87akHlHxpLWya0d84wmTswuFBVvebpznlGWZEQvNmLufKKEbAqNwWO3zTpT+9lLPTYj0vD3RtIAj5zSaoYOnK9L6LP+3xcixWL5EiUzCCCINPzAwdZ11Ez5hGuRtikI85EWSnNeHx4kgSlR6ocHbro6oV3r0otyAc6j6xyn9vz9Zg3dc26HjZ/RCaHYy5pdiZhZCZhZSzi3qnJmTB8YbtqdM1NucXoJGJ6XRiVlsKcw3TOaXKmxbYfKGyxc52+lx8EzMwZMZcwsVXn95xJlmwOFTDtfvCFnq9Oi0NSpOxsb1q/36yPSP3/TG6KuvveRA8ra3v+97xte/OMAB/vC/fYCbd4TJkvWar61eOfGBzWtXdKdqXXS1x6q6xkWbWnzjiYyFOZcL12lctKlDoszyqx93+OiXJylpOpO1jGpJpeqp1EoJ43Wflt/hT251OXHKY/UIjNVUJuo6K8ZT1k93WTnewjIj0lRBUaRndoYY2AJrSp5xmeWLDbl93LVfY6nnYOcGlMvm4EX1zicoRXtSdgP2n0y450mPODbwTGlwIw396QsQBnIyQRQLwlCj4xtowuQtVwdsW9Wm3QM/UfI2hf7SJ04KOu2gioehjmMavGZrmyCK6ESCIIIwSomilCiS4I7zxZClyxRiRQE/zjixkHH0XMKZOTkVObegc/Kcx9pxl3/3niZ2yedsQ6HRTvIqrnJm3qLXq/FL79H4vZ9ZAL3N7iMBew6ZTFRKvP01PZ47EnN61iZMMk7NR4yOr+lW6xMfuOK6HV/b9Zie1FZ/6HuB1PcXwAF+/l//CFeN7Mpes+70l996/cqfXr16TePYWY910z1ePiYYcQ3WT6qsWxHy0ItN/uJWj7hTY+OIoO6klBxB2dWolqBWjqiVOjxzMOHRF0uMOILxqmxNpkYz1k11MMw5bnvcZ+cLkg2XpAKhCiyVAeNOExiFMsWIce2AXuTzmXvKRImFq0t2nlzVDwKZVKHI6UnOlbaMGE0NuOdpjWePlPBMgaNn0vN6WQUf8F7iBMJYCnWDUKfds7hgDbzpqhbdNKYbKn3TyzjnpBQGQMWyJ45VwkhHKCY//oYurtml6YMfKQR52FMUZ4SRQhTJliZJBJrI8GzBdTsU3v7aJp3U5+i5lHPzETOLcG7BZKlV4oYL4ZLNbeY7GUutlEY7ptGGZltnqW1x/OwIrjrBh94d87or5jh6NuDIKZtW02L7mpRXTmWsGdcYHVvTON3Y+NN/8Onsy9+442B21XU/9c8Fu38+gAO85z0/wdneCp47PPaFcvXCX7jx+ivnT8yPUfMyemHEBesTDH2Rx15w2DJV4QdeFzE9ERGnMiSqUhKM1WLGaz5h0uP+50yiwGZlHUYrOhN1weoJn3p1gb++F+59okKjpdPxVRQk0CxV2rYZhVG7SZ4iHFIvt7ntMZ3nD9apmAJHy5ZbJg/J01QVND3D0BNsMyTJAvaftOgGDhVLmn6auXPtq1uU/KAZSZlXL9Do9Ews3WLLCh9D9WmHEOS9eD9ENR0SPfTX7zrtrsPFGzR+4PoFGp2EZqDghxBEqfQwiRXCWCWMdeJYoCCzR0uOxVuu0Pjxty5wrhtzcjZhdiFmbknl9KyDrTm8/rIewoiYaSjMLyU0Wgm9QBoKnZgN+OpDGvuPjnLdBQYRLfYeSbEsn5l5uGZHibWbrpm/7vIdv/DOG2pfeP+bHN75rn8+cMM/8ibz7/O49safBOCVo43PKELTarWp39+3+xtja8Z81kx12HPY4B3XWqyeanLgFCiGtJTVNcF4LaFe7uCYAamIUIRL3RWMlBVGaioTIxFj9Rb7TvZ4fM8km8ekeEJXM8hikkxgaYUZp0xMdkzpbT5a7fLc4YjP3j+GEDajToKTr/eX7U6G5Gm6muX58QHPHoCdL5UoWyplI+37Ihb5laooOH959c7B7Wsqpq7RNQzaXYdrti5y1eYWz+53+7bIScqQEp4+zUAmPujQdqgpKT90U4sXjy5y9MQoo26GH6SS7x5IHkoY6ihKAIocKTbbcPJsmeu3tblnbYMjx2pUF2M8W1DxdBabHsQBWRbTiQzmOwlOI2b1pEachfhxxPhIjyf368ws1lg31ePFIzFx5jEyanPJxTfP3vi6K/8rxJ/5pxwF/m2Pf9YKPvzYsrbCVJ1PXn7Fdb+2asM7ZyfHHZ7frzBasdixaYHDpxIs1eCNlyW4LpiWwtrpBs8c9Nl/wuDFQxaHThhM1xRGKjrjtYw1k11afoM/vKVK2TAYrwo8R6Faijg2k7L7sIWpKTIS3BTYFjh2QtULEKLNx7/l8dKRCitLGZMVqQ/t5XPpJF8MFTNzeciUQuYgDrlnl8WJsx51h74IusgfMnTR52dnadGeKPTCgfVZp2fQaNusmTB441UdNCOkG+RWbLlGs/j6mpAHW9tM6fk6M4sus0sVtq+2+em3NkiFz3xHoeun9PyEXgCdnmxnLlqXsGIyYKkNrV7GzKJOt1vlV36wjeV1OTabMbcUM7ekcHrOYctKhUs3hGxaIbh4q8+xmQg/TGl0Uu55xsOPXDatjNlzrM3MvMHWVSmp6vLj73nD7PWvue7XolD/5L8UuP9FAQ5Q8lxcR/nEm95w9a+s3/a2xQs3T2FbTW5/NKHRLqGqCUtNFVMXrJ6IWfK7PPOSzVLL4tyCwfyCxfSIYKwmWDUR4LmLfPkRlZk5j8kKVEqCsptR9XyOzMCJMxaeoeReKQLPzig5MSOVDs8cSnnhUIUVJcHKesaGaZ3XXJQxMeEz2xZEydDsfChlwjZDGp2IF484GBiMODKqxXMUmfxsFuFaklcuSU8QhNDzFVo9lWZHo9U1aHQsktjm4rURNc+nExajwgGtQAg58Rmp+Byf6/DIC4KDJ2xOzbjMLtS4cK3KRRubzLSh5UPXT+j2pEKn6xusnVRZN+mz2M1odRIWmwrnFhymqy7vf90Si2HEybmUucWE03M6o2WT0apC1VW4cpOK5/U4OSPNN8dKGWkaU7FM3nl9myDtoIgJfvx9b1icXHntryw2lE8YpvcPB8j/vwMcQFFsmh3vszt2XPOT116x7pdxXhudOOtgGCEHTkmD9BVVhVWTXZ7cqzJWthmth8y3UlaNGEzVVVZPxlRLi3zsroTbHh1hZV1In0NXpVZO0PUeD72gk8Q6NRccW0gOuZNQKwUItcO3nnZoLDlMV2GirrFhhcH1l8SsnGgz10rzMCxpwVb4hxh6gq6F7Dki2HPUY7QMFQvKrqDiFcb/GqYp41KEkAr5MMroBRmtbkajrbDYUllq6TTbBrOLLhesEexY36GXpgSxNO1J86tLKHJ6M1LpcGwu4JHdKQdPwJl5g7PzLmMlh7de2SMmYL6tSClaL6XdEyy2TDRhccPFPXpJQqOd0uxkLDR1Ts9W+IFrMz74zhlmezEnZmLOzimcmKkwWkmYbUTMLrpcvT3l6GzMuXkDz0rZsiKk7YeMV1R+/F1XRnZlwy9v237VT06M258dH/u7zTH/qR//7D34d3qMVpV0/4FDd4yu/hHj8mBft1a2/vzJ515Qtq1eEu0A1k+nPPlyxJETJW66NCPJOuw5aLN+QmfNNGxZs8jnvh3wlYfr1E2DupvhOiolV6FeComzLidmS7i6SsWTXGip2o8Zq7Z55mDKQ8+XqVsKo2UYqWiM1TPKTkSaJoRJSpLJl0pRlH5OkKmnZEQcOKPR7lqsnc4ouwq1ks5IVaPk5sFRIViGvEDmlxLSTJLFwiglSzNKrgqZimkYuC2b8brFxumAh15ICGKt36Kk+R1EFRmGHqGo0OzB7GJEvWxQcgxGqx43XtTl3mda7N1vMlXJaPdimh15Efm+w6rRAE33WWi7tLoJra7GYsuk5NR53/WLBNEcX757nIoXMzXqcPG6Ls+85LPviMmNlzuoSpOjZ8rYdsreIwrb1xupXXt9Nj65/d//4lWbP704eyYse1v/pWEFfB9U8OKxedMGjORkeMWOic9u3rhu+8UXbv3vrWQljabG5GiToKexeaXN+pUd9h5LyWKPC9YLdmxs0IqW2HvUY8uYxbqxDKFIJYpnZ4zVOuzcJzh51maiDBVPlRXWTalXAoK4x93PmDSaNuNlKLtFTHmMY4e5tZvIfU6UvmuVpsp8zjMLKV95xKPsqFSsjIorqFc0VozBtrUd0qxDq5syUkmYGO1wrtFjoZlQdjMUPeSlkyFn5kLmGxlLLUnCanYcfuCGgKmRgF7EkPB4sIKXPuFSANLsymq81FKZXbSpujZvuLyLagXMtRUJ4k7xcYe1YzrXXtjhXDOl20sJQtkCHT1b4uiJaXasVrGdJruPRuw9rCCyMtvXRRw+E3DgmIml25xajLF1wRU7xhib2Prf62Prt7ei1Z/dvX8+XLPu+wPc8H0EcABvZAuKtbo3v3hu/0+8f+3vT09v/+3LL96cPHegSq2s0k0SOn7IgWNlbrhI5dKtbXrxEn9xW5nM93j9ZRo3XilHbJqqMFKOmW8F3P+MjZrqTNYEtZJGpZRR9iKqXpf9p2Ie3e1R0lUqLpRclZKbUXYjXNtHN+RIUVMH28/C+0TXYhQREwQGJQNcC0quxkhFYc1Uj1awyF1P+fT8hJKTUCq1metGtHoKrg1vf80ibqnN8ZmEhWZMoy1odTW6PRNbUxGZTDMe2EnIGXgcC4LIIAozWkFKqwftbkKro7DU1un2HF57YcKGlV0WOnJj2WjHLDQzzsyZkLm84bKQasVnvgVxnOFYIfc+G3LfLguDET707hjDbvPswYCdzxtsXWHhuDGG0eHcosIVm0VgeqvnNq7b+tsz4brfn5k5u//ay6d71131j6PE+cd6fF8BvHi84eb38/W7eslP/fgP/Y/rb/rJD7/9jTcGq6ddNkyGHDqZsmWFyqVbFji7GHDrI1U6jTLrpzS2rQs4NttDE2CZUCsHRFmE7xtM11Smx3TGRwRVT5q8a3qXh1/UOHnGZaKS4toC11alaZAbsNCOeP6QTdWRKhdNG6QAy7S3JE960/B06c/iOYJaOWGi3qYT9egElgyv1aQYOU5T4ljSYB3DwLZ8zjQylloJ7W5Gx1fphTpBoJPGKVHCMiuJKIEgEjTaFpduiClXAhq9jHYvpd3L6PRU5pZs1k3q3HhJmyBLWOpAsx0zsxBzalZwZraEo1toWsRiO8UPIUkFa6aXePl4yJHTJlW7yruvU5gYiXjhcJf9xy3WTUWcnDPR7Dql2iUPBVG8StfLv3PRyiB533t/+F8aNt/x8X3Rg3+nx3vf/S5m5pqMjQS/PjF6k3CrG67tnvu8ePxF51rDWNB2vazSDTRUVNZMxoyUBa2wy9OveIw7CiVHQdN8Ht6t0WpaXLFRY9vaFMtKMDQoOQFx5nNs3sOzNDwzxTEFjiUPn5bpc+fTCrsPltgxmWEZQgqV1cEcPMtS9p/S6QUaFSvDMlRcW1BxA1S1x1cfcqiYYOgKupaRiZQ0y4iSlCCCTtfkfa9b4KmXE1pdhU6vSE3QqZVVVq8I2XNgMAePE7mV7AWCxabJjnU6N13S5p7HHNq9lK6f0PFV2r5Gs+2yemQJRQ1o+A7jUcbsUkSrm2HqBpdtc7nmwi47n4lodQ06PY3LN6o885LPuUVBnGVkicWWNdDpZZxd8tm6djx+5YT2+C/+qx9I3dr6ZwB/xWT1Xxoqf+vj+7KCF4/x0TKKMoaq1X9NCY/dWBu/6e3XX3PpV2qja9NOUKHVSZmoRiRphmUFfOspgw0TFgjBWDXhXCNm116D8bLFBeszqrUl9p+Q82XX9nnsJcGDz1YZL8kcTcMQ2KY8XKpqlzufcKnbGlU3w7XkuE9VB3mYYaRw56MWcwsajlmojDI8O8a2eyx2bBxTugDomvQfz1LJKQlC6PgaFVvHDwNaPvhhShhCz1eZqMM7rwsw9IHWMkllukKnp9JoG7TaJd5+tU+YxbR65Mb04Acq8w2bGy9Sec0FTVpBimWqbFyTMNftsvdIwuyCy7XbUsZqAbNL0knr6KkSb7kyohcF6FrE3FKMpUVM1E0u2b4mnVp1xVfeevPNb39q97kbV0xW/9v3O7jh+7iCn/+49Kp305zf2zLMTf9hzeq1BzV9z4ULiwvv6SztZeMKm3NNhamywdrpDi8cKGPbMe1exlLL5XUXKFTKLW7bmZEEOltXxzy6L+bTd9UZtXRKZtq3aDP1jIoXcnQmptNzWFXLqJc1yp6Oach6IP1LZBhUFJPTAApHKXCdiF2vQBwIbFfaQetaSkpeweOMIMroBSqjNZUrt3Y5cdIj6rMBpSpaVaWppp4ricggiDL+f+2dWYxcV0KGv3P3W3t1d3VX9VLt3ttut92xE0js2BMnykyYMKBAJJAYdikIJMQgNAghjTQvIDQ8oHkZCXhAghceRiKKWGSYSQbbceJhxk47dsdbd7vtrt67a7116+48XHcSIiEQMDj2zPdWT6U656+je885///XWhKKopFOpMkkLIaLNrU9DdeLPgzJt2yNRivPr32uThg2cKwuJgYUhgYanL0ocXMlyYknDHRTxm47VBswvxwwUkySTntcX9aQRZvJ8UkSidzrpeEfuzY01P912+40Z6f+70zBP2g+1Sv4J8l0z2CkxndCeeQrr3zhi186Mnfi9XzpOSQtxeYuHJuyqDUjjo47LG95mFrIaJ/McCng+kqHlYrO4QMSPfk9/vqfTKx6momiQFIEe1ZcjaepEX7o8LdvmXi2TrkgMdCrMdgrkU4KPA9abQnLlglCmZnRgGw6PoXZvyOeMHzOXzWwLPlBuzKoSoD84BHF9SPcB0fomYTMM0d8Wg4f3hgkivfGF5Zjc3XCiA+NVFWmaUVUtnxWN2Flw8BQ0/z8mRaS4uP58R55LtPB80MWV3PkzB5+9aUOO802C0sKE0WdQ2MtVjYCVtaTuK5EueTw3qIglxZcWvDJ6AHZjMErL5/g5MlnXn/pxV/+0vSB0lfGy/07j5K44RFawT/O4GCJi/PrK1rm4JePH038jRtM/U65fPv01vplwsDF9j0aLZX3LZNSl8x4ucn5GzL9XSbl/g4XrgsKqSwnp+S4KTiKuFkJqbfj5rWO73HlVpKxXonRQZXpkQ6OH3Bt0WB7Fwo5iaShMFxSOXPM442LAWGoIj5MuwpQNQlDFRgPzNHZlIfi2dgdE6ctsJ0Q25XpuCqO6364SxJF8aWu9V2J85dlNAH5dNxzVMgHbFddri17rO1qeIFOLp3h+ESDv9ICXC/+nqbd4fZ9k8CTmb+dYbKs8fRsm8UVj8pWguGSw3cu+4wOShwZ8RGRTg0X15E4MKBT6D/K8y+OnFO1xNenp0tXYWtFiJH//cQ9BB5JgQOcOFoCuNN2ojtC4tr9dFDa6Jv48671G+Nvf/eKnNIDKlsSJ2dcwEYhzfAgWE6bD5ayTB+QSJo+muTR6KjomofjxXEJlxYCNKEz1KswM+oiKXtcuJ7E6Xi0fJ/mhkI2ZWB3FMyUwFDiWImP8mgjhCyhKXEJbT7ts7bn8t6Syqk5m6s3DaqtJB1H4HoyYSCxn8eyX929Hwaa0qAnJzM66BBGbbxA5dghl3+d91lYgd68Rn8hzYnDTZYWE+iaj+u5NFomDTtAkXwWlgWHygZrOx0WVxMMlBJEcsiNVYUTh6Gy6VEuqpQGngjmDs/cWbzv/8bc3Kl14JYQ4n88R58GHlmB75PQBcCttfXqrdFs8DkjYQwcPHj8m9fmv53RFjeSNavBwrJJMSvR2+3w9jWdQ8MSobCQJZlMskOtrRMR3zDszllcuWDQnYxrpTW9xT9+1yRvSvSmHT7zRIfvXNaoNVXqLZk3LiWpVmWK/eB60YNDkzjSWJHjtop8tkPNcvneQomfPe2wXAmoNuIXQj+IMwYlCXQtNmC0bJmhoszPPW9z/nuQT0PV6vDmZZnxARlDN3jhmMvZSw5311Wmh5PMjdlcmo+vxybMuJG5bgfkkxEOPh/c1Tk54/D9GwGqpnGkHKJIDk07R2lowHrhuTONKHRfHR6cqEyMySuPurD3eeQFvk9/KY/jRiul/u77tlWfSRkvPn36WecvK/c+8N+9ervLMBrpe1sWUqBTyNm8s6DzzIzH9fsq5UJIUpfpy0RU9nwCV2OoJyJphtxcDQhdA1cT3LwjmB7W8UKB7cZ2sK26TjahkM/BdtOl0DRwvbgcSpIEui5wfZ/52xEEKrIQPDW5y7tXdTquEf8ZhIQmC3IpiZ6cxW5dotYwyac9JElgGBFCDnH8BMfGWyytSWiSxvSwhdUyub+tkUkl6O9ps7mXoNCls9eUmSm3ubOqMjsK59/3GO7TKJcsfC/F7FSRdNeh2sjwSCupy6/1FkffzWfSdSB8XMQNj9hL5n+FrglkIUIRdqrF4tDZbCYz2dX5xtizp3/9j06dOHFdM8vvHZnMdW5vJBguhDRtl63tBLmkTyEd0ZUOuLYEg90KA8U6iuxTbSikTZWxAY+UKRNFcRimEMSh+aZCIafywlMWBw9UqbWi2B72wMmuyhG2K5hfioWvq4LDo3EVnx98lGMiS4JcKuJWpc1blx229nRqtkknACJQRISEoGHp3FpTaLYV0ikdP4yo7NSobGnMjIbUWiE7TYPdFvRmDXTDZ3lN4enDgp1md2ei3P/e6PgzV37lF1+7/oWf+PzvvXnh/QO9vYNnq7vtqhDisRI3PEYr+MdJZooQtz615z9YRZWUrymy/LXPPzcjd+dS31hZa0+GztKzl66uy31dEo7fJmcG6BpcWUwwNSRxcSHNF1/wMFWf3nSALFmYqkY64ZMxBSldxLXiSkQuJdisChbuygx0gSzFvkfXkz685iorAsmLH18CXyIiPjBSlThNa7+zfmbEo1qHest4YGeLsOyISFFo2OB4MhFtVrc1EknwA58fPxRw6Zpgsixx8f0QZw8MI6LZVhkdMGl5A8HY5PCFbit1K/QbvyW5fqCqGhJ69Pu//QskTfVhT9kPjMdS4B/n6MFB+MiQ44f+7muTh/V8o7bzx374LW3l/mpgR/qxXJd6PG2s0Z/zmRhwWN/OUrMCbtxLMTsacvZtg6yu4PkOpqpRLnosrwsaloym+mzXVSq7GkdGInZbPivrAlP3sToKfhC7ef7DwMuChBFheyHjJY981mG3oXF8RqY7I3D9kHzCY6RfYWVLZUwHQ7XJJTVeOdXh3GWNg4MhzWbAUiXJlaUAIWRcoXBkvAch+9+v7nC50Dsu//SpM2421/WHrutWB4t5AH7pYU/M/xOPvcA/iaR0A1SB3wT407/4B/wwOj3Wp3wWsfvqya5oaqx/i83qOqMDNhs7ErKwqDdUsr0ub81r1BoqxZ42yysKe3XBYN6jLx8xVFAZG7DZaYZYrTTHpz22djV8XyAkGVmKA3siFFRZoifn8G83BEfGEqQzAXfWA6Y3E1Sqgu5cwGCmw5OTOovrFoVMxPNzNp4foAmPhuVwb9Nkq6VQtZIcmxvmyekkZ7LcLHbnvjk51flnfHFO6K8+7CF/qPzQCfyTfPm1lwHOzd+qngPO92a8sdDbDHuu/104Pp4fMfIH/uDe6jIvPZegVd/k3sYuuiS4fCfEeJCREhHiOh3GiuAFPoubJtmEgq7BXsuHCLpTCsIX1FoSvjAJkenKxO6YRktnqj9gqRKwWJHQNSe+R+7FybZTAzWarQymGmL7OXx1nCdmQ/r6RqgGm3+iKO3ln3n5tFQqdkv5XLQInBWi+LCH9lPBD73A9zk6mQc4u/858rZB0XPqYuWdu1sKE6OaN9h76HetTvCiiKDlBNy5cYV723VEADfWFPIJiet3QzaqgnbHo9oMsB0PTQ7pz4X4nsTqJtiRTK3tI7AxtRAZhcFcSDahkTQVJoYErmvQtCVCUeKpJz+L55sIKaTjav+S0Bp/NjzUUVNds8zO/dQ5Irs2OfrwfI+fZn4k8P8EoRYAasAbAPXqOkKIG+2O3xeGhI7n0dy+w16rTceWaLYlwsD2PvP0qa+OOO2fXN32vWI+pLs3YmTMI5GPcDwDywY7AD0VUSg5eAp05yTUtKpms91/f2/5za/25jV1q6rRsgWRlGVw+BiKogGR5AbqpoDl8uCPVuj/Do/XntBD5p2LFxFC9G3ubWRXt9yokA3ZqkacmnXZrYPj6bRsQccP2atHPDvrs1OFTErQaBuir2+0ThRtzh176mH/lMeGfwe5J7ksFv6UvgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo1NTo1MSswMDowMP0FdVQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NTU6NTErMDA6MDCMWM3oAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51891259
    {'hecke_orbit_code': 36028797388062800, 'n': 1, 'trace_an': 5}
  • id: 51891260
    {'hecke_orbit_code': 36028797388062800, 'n': 2, 'trace_an': 0}
  • id: 51891261
    {'hecke_orbit_code': 36028797388062800, 'n': 3, 'trace_an': -60022}
  • id: 51891262
    {'hecke_orbit_code': 36028797388062800, 'n': 4, 'trace_an': 0}
  • id: 51891263
    {'hecke_orbit_code': 36028797388062800, 'n': 5, 'trace_an': -48828125}
  • id: 51891264
    {'hecke_orbit_code': 36028797388062800, 'n': 6, 'trace_an': 0}
  • id: 51891265
    {'hecke_orbit_code': 36028797388062800, 'n': 7, 'trace_an': -208546506}
  • id: 51891266
    {'hecke_orbit_code': 36028797388062800, 'n': 8, 'trace_an': 0}
  • id: 51891267
    {'hecke_orbit_code': 36028797388062800, 'n': 9, 'trace_an': 18039568021}
  • id: 51891268
    {'hecke_orbit_code': 36028797388062800, 'n': 10, 'trace_an': 0}
  • id: 51891269
    {'hecke_orbit_code': 36028797388062800, 'n': 11, 'trace_an': 22750943632}
  • id: 51891270
    {'hecke_orbit_code': 36028797388062800, 'n': 12, 'trace_an': 0}
  • id: 51891271
    {'hecke_orbit_code': 36028797388062800, 'n': 13, 'trace_an': -545167715334}
  • id: 51891272
    {'hecke_orbit_code': 36028797388062800, 'n': 14, 'trace_an': 0}
  • id: 51891273
    {'hecke_orbit_code': 36028797388062800, 'n': 15, 'trace_an': 586152343750}
  • id: 51891274
    {'hecke_orbit_code': 36028797388062800, 'n': 16, 'trace_an': 0}
  • id: 51891275
    {'hecke_orbit_code': 36028797388062800, 'n': 17, 'trace_an': -6036087913662}
  • id: 51891276
    {'hecke_orbit_code': 36028797388062800, 'n': 18, 'trace_an': 0}
  • id: 51891277
    {'hecke_orbit_code': 36028797388062800, 'n': 19, 'trace_an': 22315605327332}
  • id: 51891278
    {'hecke_orbit_code': 36028797388062800, 'n': 20, 'trace_an': 0}
  • id: 51891279
    {'hecke_orbit_code': 36028797388062800, 'n': 21, 'trace_an': 106422870285676}
  • id: 51891280
    {'hecke_orbit_code': 36028797388062800, 'n': 22, 'trace_an': 0}
  • id: 51891281
    {'hecke_orbit_code': 36028797388062800, 'n': 23, 'trace_an': -348283667305374}
  • id: 51891282
    {'hecke_orbit_code': 36028797388062800, 'n': 24, 'trace_an': 0}
  • id: 51891283
    {'hecke_orbit_code': 36028797388062800, 'n': 25, 'trace_an': 476837158203125}
  • id: 51891284
    {'hecke_orbit_code': 36028797388062800, 'n': 26, 'trace_an': 0}
  • id: 51891285
    {'hecke_orbit_code': 36028797388062800, 'n': 27, 'trace_an': -1457074696331476}
  • id: 51891286
    {'hecke_orbit_code': 36028797388062800, 'n': 28, 'trace_an': 0}
  • id: 51891287
    {'hecke_orbit_code': 36028797388062800, 'n': 29, 'trace_an': -971708206284434}
  • id: 51891288
    {'hecke_orbit_code': 36028797388062800, 'n': 30, 'trace_an': 0}
  • id: 51891289
    {'hecke_orbit_code': 36028797388062800, 'n': 31, 'trace_an': -6355463474203052}
  • id: 51891290
    {'hecke_orbit_code': 36028797388062800, 'n': 32, 'trace_an': 0}
  • id: 51891291
    {'hecke_orbit_code': 36028797388062800, 'n': 33, 'trace_an': 980112900540192}
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