/////////////////////////////////////////
// Exported by V-Ray ADV Plugins Exporter
// V-Ray core version is 5.20.24 built at Apr 12 15:59:03 2022 63097f9
// Exported at Fri Jun  5 10:42:26 2026
/////////////////////////////////////////
// Frame at time 0

Node SU|0|869108 {
  transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  material=SU|Default;
  visible=1;
  user_attributes="VRAY_EXPORT_NODE_HANDLE=2;VRAY_EXPORT_NODE_NAME=SU|0|869108;";
  objectID=0;
  scene_name=ListString(
    "snake+plant",
    "scene/<snake+plant>",
    "Layer0",
    "0"
  );
}

Mtl2Sided SU|Default {
  front=SU|Default|Front;
  back=SU|Default|Back;
}

MtlSingleBRDF SU|Default|Front {
  brdf=SU|Default|Front|BRDFDiffuse;
}

MtlSingleBRDF SU|Default|Back {
  brdf=SU|Default|Back|BRDFDiffuse;
}

BRDFDiffuse SU|Default|Front|BRDFDiffuse {
  color=Color(1, 1, 1);
}

BRDFDiffuse SU|Default|Back|BRDFDiffuse {
  color=Color(0.3712378, 0.4452012, 0.496933);
}

Node SU|0|869108|869082 {
  transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  geometry=SU|Definitions|Group_9;
  material=SU|Definitions|Group_9|MtlMulti|;
  visible=1;
  user_attributes="VRAY_EXPORT_NODE_HANDLE=8;VRAY_EXPORT_NODE_NAME=SU|0|869108|869082;";
  objectID=0;
  scene_name=ListString(
    "Group#9",
    "scene/<snake+plant>/Group#9",
    "Layer0",
    "0"
  );
}

GeomStaticMesh SU|Definitions|Group_9 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  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"),
      ListIntHex("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")
    )
  );
  edge_visibility=ListIntHex("ZIPC700000007B000000eAEBcACP/97ohRIJkygUqiMxElSikQoKmUgJEcVQEpwsmRIKqaQKZhKTIllEjQxMmiwMiUhbFBRJkSGRIkYWlJkoDopCJQqkRFoMYTMrGQzDiCEJR0kiTUJKEqErSRqURLYiSsRKDFqiKBRhMsoUdEhJEiQAAADWTiF/");
  face_mtlIDs=ListIntHex("ZIPC8008000027000000eAFjZGBgYBzFo2EwmgZG0wAZaQCoZRSMhsBoCIyGAFkhAADQ+gER");
  shaders_names=List(
    List(0, "0"),
    List(1, "1894781")
  );
  weld_threshold=1e-06;
}

MtlMulti SU|Definitions|Group_9|MtlMulti| {
  mtls_list=List(
    SU|Default,
    _256
  );
  ids_list=ListIntHex("ZIPC080000000E000000eAFjYGBgYARiAAAMAAI=");
}

MtlSingleBRDF _256 {
  filter=Color(1, 1, 1);
  brdf=_256_VRay_Mtl;
  double_sided=1;
  allow_negative_colors=0;
  scene_name=ListString(
    "256"
  );
}

BRDFVRayMtl _256_VRay_Mtl {
  opacity=_256_VRay_Mtl_opacity_custom_source;
  opacity_mode=2;
  diffuse=_256_VRay_Mtl_TexBitmap;
  roughness=0;
  self_illumination=AColor(0, 0, 0, 1);
  self_illumination_gi=1;
  compensate_camera_exposure=0;
  brdf_type=4;
  reflect=AColor(0, 0, 0, 1);
  reflect_glossiness=1;
  hilight_glossiness=1;
  hilight_glossiness_lock=1;
  gtr_gamma=2;
  fresnel=1;
  fresnel_ior=1.6;
  fresnel_ior_lock=1;
  metalness=0;
  reflect_subdivs=8;
  reflect_trace=1;
  reflect_depth=5;
  reflect_exit_color=Color(0, 0, 0);
  hilight_soften=0;
  reflect_dim_distance_on=0;
  reflect_dim_distance=100;
  reflect_dim_distance_falloff=0;
  reflect_affect_alpha=0;
  anisotropy=0;
  anisotropy_rotation=0;
  anisotropy_derivation=0;
  anisotropy_axis=2;
  anisotropy_uvwgen="";
  refract=AColor(0, 0, 0, 1);
  refract_ior=1.6;
  refract_glossiness=1;
  refract_subdivs=8;
  refract_trace=1;
  refract_depth=5;
  refract_exit_color_on=0;
  refract_exit_color=Color(0, 0, 0);
  refract_affect_alpha=0;
  refract_affect_shadows=1;
  dispersion_on=0;
  dispersion=50;
  refract_thin_walled=0;
  fog_color=Color(1, 1, 1);
  fog_color_tex=AColor(1, 1, 1, 1);
  fog_mult=1;
  fog_bias=0;
  fog_unit_scale_on=1;
  translucency=0;
  translucency_color=AColor(1, 1, 1, 1);
  translucency_light_mult=1;
  translucency_scatter_dir=1;
  translucency_scatter_coeff=0;
  translucency_thickness=1000;
  translucency_amount=1;
  option_double_sided=1;
  option_reflect_on_back=0;
  option_glossy_rays_as_gi=1;
  option_cutoff=0.001;
  option_use_irradiance_map=1;
  option_energy_mode=0;
  option_fix_dark_edges=1;
  option_glossy_fresnel=1;
  option_use_roughness=0;
  use_environment_override=0;
  environment_override=AColor(0, 0, 0, 1);
  environment_priority=0;
  refl_interpolation_on=0;
  refl_imap_min_rate=-1;
  refl_imap_max_rate=1;
  refl_imap_color_thresh=0.25;
  refl_imap_norm_thresh=0.4;
  refl_imap_samples=20;
  refr_interpolation_on=0;
  refr_imap_min_rate=-1;
  refr_imap_max_rate=1;
  refr_imap_color_thresh=0.25;
  refr_imap_norm_thresh=0.4;
  refr_imap_samples=20;
  sheen_color=AColor(0, 0, 0, 1);
  sheen_glossiness=0.8;
  coat_color=AColor(1, 1, 1, 1);
  coat_amount=0;
  coat_glossiness=1;
  coat_ior=1.6;
  coat_bump_lock=1;
  bump_map=AColor(0, 0, 0, 1);
  bump_amount=1;
  bump_type=0;
  coat_bump_map="";
  coat_bump_amount=1;
  coat_bump_type=0;
}

TexAColorChannel _256_VRay_Mtl_opacity_custom_source {
  color_a=_256_VRay_Mtl_TexBitmap;
  mult_a="";
  mode=3;
}

TexBitmap _256_VRay_Mtl_TexBitmap {
  compatibility_with=0;
  alpha_from_intensity=0;
  invert=0;
  invert_alpha=0;
  color_mult=AColor(1, 1, 1, 1);
  color_offset=AColor(0, 0, 0, 1);
  alpha_mult=1;
  alpha_offset=0;
  nouvw_color=AColor(0.5, 0.5, 0.5, 1);
  uvwgen=_256_VRay_Mtl_TexBitmap_UVWGenChannel;
  tile=1;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  jitter=0;
  tile_u=0;
  tile_v=0;
  uv_noise_on=0;
  uv_noise_animate=0;
  uv_noise_amount=10;
  uv_noise_levels=1;
  uv_noise_size=1;
  un_noise_phase=0;
  bitmap=SU|Textures|1894782;
}

UVWGenChannel _256_VRay_Mtl_TexBitmap_UVWGenChannel {
  uvw_transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  uvw_transform_tex="";
  tex_transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  nsamples=0;
  wrap_u=0;
  wrap_v=0;
  wrap_w=0;
  crop_u=0;
  crop_v=0;
  crop_w=0;
  coverage=Vector(1, 1, 1);
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
  uvwgen="";
  use_double_sided_mode=0;
}

RawBitmapBuffer SU|Textures|1894782 {
  filter_type=5;
  filter_blur=0.15;
  transfer_function=2;
  gamma=0.4545454;
  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MNlb7LKIZP8Xpyh1OTn4fasNYd1H1/z7VsW7vdtGfwGPdF4OZ/utcDTVuy1xPBpNlH36cG7viNnZd2TB73Af7hnn3t6R8xcnVdXNMQPCLF/43EZuN0yMjxdaoG514Z99+L33MDnYdqHi/3H2YeLe/Lhf/z+Rmz95Bt2GmvxA8ct8D18rmrXzZ9nSP6jOfIF8dj/+G132Esf/2SLvrhm4E/L8Od0l/PpUAtMPM2zxnm+WP8xc30/LvJ98H/olGVWrXvx+U/0mf3KsdvogYrBE32P8gFjF/h9+L2qhtlFl7fxduJ7+TTEzmc6Jz32h/v/9l9/bNEX1zzdcRn633L6C/8ZvzgTnk/1d/Dp+ukr/bkjvv+m+IzOKkoMT9n0osT1Nk37cPBf9urAr6ffPKOkZsRM378Q3cB3+BA9KgYXtG9HQ8bOHsnkVSL8Bv63HI4jmYdj/WXeGnUAPj3+PfweO/8m5zH77cDx9t3KrXvZQN+Dg314eLE/D+OYvmq/c529i/3zyn0p3cbeHTzDiGcWNoTfuc6B++imOP4C/+uPxbj8wvuWk19r0gFwn1w+zxxkD75pzuE/78Uzes56PZOs0nondcOYuRs8Foj7MZ4P0HNK0Av4AuzZ36t6mOsUfIVcXK7vb5m4D3YD/1sOv0FXNF7WrUUHwCfsPjxn/3H24IpzEn+evbfZmxcdwB7dmfbixwdgn25yB227llof5QfJHcTbauz7bNwP/G88HgOnW16GrUEHjJHNL+4z0qYsz+2nY9dL+4/x/8bz/nFOoxfGL7xZzzHe4GsE8d8a+z4X9wP/Wx67QV80jcxPhQ7AJye+J5c3eekO610zQnH/prxr9MTyXYr7uo/fWD7X5/x83A/8bxosBk6fGjm2lA6A96zZjdSzhauHTXN7Tn0ez9pifY84Phcv0Rfdywf5On+u/zXlb4VwP/D/1OA26Iumk3tL6ABqekZqzY5cP+v85QPH19bnqKaX7+bIf8/GXWJ5dMXA8Yu03l+b98/236b6vlDuB/43HQ4Dp0+dLJtbB5DLIzaH+8Tp5Ot41ji5v4HjFmatTeD5XMOnrXAdMXMNOcLmu583ars+3A/8P3WYDfqiaWXfrDpA/CdPT/4OPcB63ajZa226anV4xgbr/fHcHv4CMQHP5OT5fLXrA62P+4H/TYvBwOlTK89m1QFJ240vQD4AjvOeer1K1fwNnlj7rG3q+VnrGyXfoLTf6BbL+dXX7kdYDev/pxaz0TyEY9PMQ0vogMjXrj1yf++WVC6w3+i5tff6656fydID+Z69WbethvkIDeU+mAv8bxrcBf62Hjm2tA5g/Z4YgLiAfOCYuRtbZa4vE0YD/1sPbjPNT/iuYfPT8jqgNh5IrwNsCvuerY3G2P0IV4H/DcNXJL9wbL3ya2kdkI2nzfF9U3Af7Ab+t178Bt3S+Lk5E3VAU3E/8L/x+Aocbf0yRAewPhe/9645bHJztsmaA/1vSu4H/rd+7Ab90jRzxH3v7CXGfoLsfweX4FRzcraxbdNH+sp+XewFxhjie3c0BTaC/980+GqKuQhttMxcwCG4BKfgVqQPGsvXxp4P3/FT2AsQPYW+amq+p2Ms8L9lMJcu9/C59cgdjkW+AdxrqVgB/yOd7+n78zQ3TgL/Ww8Om3uuQ/uFzXU8Voj0QVPEClEMn+7Tn8p5CfwvDBOnco7CtU/tHGWKFQrVBy0RwzcGH4H/pxZbjZm7cG7Lz1223AE8j17pPn1zx/CNwUHgf8tjqDHzFc5tXfMV6QN8hPjrdJmnwP/WhafTBTehn2cGbgL/z4x5DHwM89gQDAT+B9w0BDfhnDMDN4H/Z8Y8Bj6GeWwIBsLzPwNuGoKbcE7ATcBAwEDAQMBAwEDAQMBAwEDAQMBAwEDAQMBAwEA6BlZ+5jlr7GtVljayfd/Y6zXV+a25f/TtxixybarxN3c7hch3tcZ482deqINBxs33ufoXbztTG7nOPZ1+i48z3u9s38f/U8j72+yvrClet2doh+8yfd8U12tsG621X4yLvt1hf91qZVeI7AuR750a58P2O7tLY43a5Lw784yd/0TtZ2ojaut0P8bHGR9LNPb4d63h/R2al/R+ZBtD+v9a8nNrlR8yoG9wH1y3pEya8lqFyBesNJb7mdpoynGcyray8SYTx05lP+PXLmTe4/8P70/mODLE/t0Xs4lnqpyaAsvpbZzpGDzTx3emYj2M62RdF2QSZBIwEDAQMBAwEDAQMBAwEDAQMBAwEDAQMBAwEDAQMBAwEDAQMBAwcBpg4E+/teN//NVpu2YdMHYaYOw0roloKnw5x8S1pmqvKds59j+/bJX9asoxhrZaUE8I5yfAOrblf35lJ/7vN/XHVyvlSkNx1Fo5dkzzs/k7n7Sj//Vzn6Oj//UL47uGjjOc14I8ayV2Nc5veH/kX9+wbT95xU78769dD5z4v986po7r8/E/1r4cJ+iHpO/Jb64zNCaOt/7Hz1x/nK54Ovbfv7Sj/1nLKca46dufaB5eSVbolkjfIi/m48DffVev76V0L33Y81fftMP/8uNabus8/rvvD9+ypR9+u//3mLjP592//YYdS+qDSP7x9qPvMh3jWMj0e/juzNIPzDd8j/zbw//6Y1v56adt3B3bHfO3/OCztuKTT9rsd91jN3zkHTbv6fv9iJ0BC/gHvN///75rB//xBwZv8BtOOY6SOijSSVlxS1+TXIr+c/Q/f2a7fv0159KJ//2NHf7nHznH4Fb0H45wEU5GOrCWt99z7qbGn2zf/YfYdbb++PN248svGPcT3fL9l237T79ka7/8Qdvw9Q/b+q++KHnfbSs/9bS3tes3X7cbPvqEDdmx3GY8dlx66WeGvsXmb/nhy37Ozd/9lC3Tf3b+8qu2RXPGOUf+7Seuh/nfrf/x09p5junp+FhS72N9TH2nsYb3Z4YMIlzCWfC79Y0v2KqXn7ebXvu47f3968LSh2zeM/fboC16Luw9u/1Ys3q69Vkz0/HXd91s679hruuAm7/3aVsnrK77you281dftU3f+rht++kXbOuPPudtR9fKix1hDjzn/V89cYj/kq1Nrnfsv6W3/vY7duiff+icQibogoP/8H3bLf7w26rPvsfg6k2vfcy2vfGKc53/wMHpjx6zwdtusBteeqfzDZsNZ2c/cZdzGC7DabgNx+E6nKe9tv2q7NwrL7UL219rHYb0se4TR1jRjDE2ZOdqm/zgIRuweaGNvX2bTXnLYRt/5w4beXijTRf3Rx2+SXL+hOT+QVv8gcdcH+/61dfU7rPWT/Oy4Rsfkf3/pvdj1cu6n/OV99qSFx/X78/Jp/uC7fjlV+zWf/9pHbkwTwXPVT3nIJv8z8TvW7MMjwrrh2XnV3zyGdmSd9uYE7uteuV8G3Foi7j8Tpv2yDGb+9R9wspbHXv9NsxxbPddN8tqbpxW+5IeiD73XTvTBgqjQ3aucNzV8uRztvCFh2zEgfU2+tjNtvpzz7kPDdec35FtiY5JLLn/IK41OSa4TpKrkS8fXWPfH77tfg4cnfbIUbed8HKz7Cg6EJ8I32fApgW25gvvtT1//arNf8+DtuSDj9v6r33IOTjykDgpHTDi0Ab3l6a8+ZCNvW2rnwOH4TKchttwHK7Debh/Yfur7dJu7ezyXh3siuLO1nlEwormjbGRt22xCXfvtn7rZ1sfybvfxrnWZ+0sG3TLYpcp+neg3iN/9DKvkUdusqG7VmpuZruOwEcYuGWxjb1zZ3J+5tmcd9/rfV/9ygu253evun4mTsDfO/j337ND//RD1//oNWTk83W6cD0NT9EcR8e4f8f7+Gf+4/pcPlKKv3+qHT96stZOvlEbX4lD4AgfF7+QuPg2/ZfP+L+H/1mxWZ6+RH1qqSN+3+bvfEq2/KDVrFlkl/XobOddfbl1GdnHyhaMsaE7V9qC597s+B2258Yk12XvwdeNwlfEfR37b5zndqjPmhl1vocj+ALbf/pFm/rQEWFzlg28eZGt+MST7hOs/fL7ha3XUpjCF3Y5xvPWSblFeoK5cDtVT3lGc8v5+De8blB8vPD5h9zeI3e4j24avHWJXktruaTxjTi43ibcv98GbVtqcxTvzHrnXS4H+AbHIr657oOD4ht6Dm7iH6EznbPiLhyGy3AabsNxuA7n4X7VsklWvXxy6jXq6GZxfZ7akWx5wW31CX1Lm9Hn+HzUeZ/8f/Qd7Qzcsczbqlw6Qeerf2qfGAIdTc5g0fsekT14Sj7C+2ztl95vyz/2bum/T9thxQ34CfhHHrfE9EAk33T8+vfJuULm8CH9Pw39fFxzmX5uXD/V5qjxIX/j/QVbxD74s7uk4/bJttCnvX/zLdvwzY/6i+/o427Fb+h5ZLJV/h0xLLkr9P3UtxzV/G6TTt9tUx8+YQuef1S+3Zv8uPZLL9r2n3/F/4/dIF/Gkevs03XALrJDLvQVPUKc6PpEtuXQP/3IbpWuRXf4e10zNSbplPTxnvQ5By+4BuPb9pMv2ojDW61Ndamdfd45dv61V1nPyaOs/6blVnnDpBSH+8vGuD1Jcn2AuNv/5oWp3yNMcYTbfVbX5T/fEy/w4j147X/TfPmxB23Y7lXSG3Nt1rP3286/edXltf3nX7ZZ77hL2Hs6lTNATsSp+NjMC/OHzxrF1ieNP4ZJ18c6nzaIe4nd+Q55MgfweKDGQ2wCVsA6/atZNc0qxcNS6cGyhWOtRjpv8N5VtRxMyiI+9qzvNV7GHPlGzlXxDw7CObgd5zrc9//qnKjNAftWWv8ti6xixWSrOrzKajbN9d/QMXm5n6WviVVTrXzBWCuerdhi3igrmTfa9c6QQ2tt1vvfYlPfdsKmSF/PfOIe67NuoXyI9ToutmF7Ntr8Zx92WcIH5uLwv7yRyhPFuX7iT7KDkjuy9iO5UsUn8MD/F5snPtfyQP/FfupzfF7hOe3Ev9v9d9+2ff/0/dR3cJtYbMsPP1vrWybz0Xv/5tuKh95uo27d7n5t71kTrPPIwdZxWD/rNm649Zo21rqOHWZt+1dZ9wnDbfD21fKVbrNJb9rvfu6Q7cv1fp9NvHeP2zDiJnR46dwxVr5ksk199DZb/omn5ft9WPHuh2ytfMCtwhPjhPfjFKuB98myH+jUPb97zeOt7T//kvvU+IbE1fOefsCWvvSETbz/iOK7PTbq2A7JfKkN37fJpr/1TlvxqffIln5WMemPDJ+dfHvKL0nKEhkdkM9W63/U5trA+UH5cDvEraUffqd8+BVWsWSmXVNdYleVdLF2A0qtesVM2eSnvH8pvguDxLB9ZbMiLPbZOOfPNihmi6LfCzmCb3RF9N+q4+tsykcftTkfeNT6bb3BeZdYNV19fYctev9jtvrzL8gOvWBznrzX/Ws4TD4BHRnHg79P4m37b74qTn/R5bpe8TDrYHBtkGz6zLfd7rkJfBJiFDg0SXOz8L0Pe1wNN8vEh67jB1jHyYOEiYFWMnukwZmoz/U6Ov+TMhR34TBchtNwO9WW/09y0TH13YZZVv3IDqvYvdTK5BMk7ttsiTs21P1PFo6n2kj/fc10K1803npNHap5n2Jli8ZZzzkjrRTdfc/N1v/RPTbwyDrXg7MU901WDDT6+DarWDpD8UmZdRk1ULLcYfCobKH6umax/qv84+N32eovyJ+TfcHeOufhbHJOPN6SHge7EW7BKzaVOd2sdRRyRaxtRGuWx/73VwbPN/3yC7b09Q/Yjj+86udy3rrvfMz2Ka/Cf7HJ8HLYnjWOEeIxsLPqM88K08/YxDcdlr+2WLwfZOe3udLYc+2Sbh3tkq4d7KxzzrbzrrxYtrCXdRpWZUXThjkG8duQIXoWmxDp2/43zau1iWtnWGLjbEvo87THTtja1z9iC1952sZ/4H5b/9pLnncZqZwMvnFkA/ADyddgD2v9y1l2/f51dqN8zlmKw0a/+3brtWyaVdww27pMvt4uquhhZ192kV3Qto31mDTSx4CNHnlkq3TUHdJrj9uOX3zF/Qr0MbrTfTPJeId8kHVf+aA48Bab+Y57bYTOSaxZKPs+Q2McbqXzxrrOx58fJR928gMH3CbXwQ0cv0mcx+YIl4njay1xu/C3V/7jTtl0jb/O/9OxlvGzMLN+liUOrrSKTXOs4r6bLfGeo1b54DbrtHS8le9Y7PZ2kHQBNhJZjRZ38S2IJ+Aq+a+lH3qbcmef8fjUdeIff2k7fv+qLfv2h2zI83fYjA89bHOffcDxMHzv6jqcwdclF4Fuc78a7uGjb1vkfLiuv3RjZXcrmnm9VYl3nUfWWOn8McJ6jJsZx5bMh2T6DfmJu3AYLsNpuF0jjqdkCPd5RedL/hXbF1nxyimWWD/TEm+6xRL4ANHvq3W96Bw/5rg+5wiz1WoHnVYqHedzqu9Kb5xqRUvE5x1LLHHbep/jAXduskkv3GeD33nIJjx8yCYJHwNuXmJlksPYO3bq3HnCzyzli3YpdlinmFH6afMSu+lHn7VjsvVwFB1w5L/ky7p/+3Nbojmb/uTdtul7n/K5I86YeN8+W/Dsm2WfN9vGV1/yHMT2n33JdkonrPr2R2zZ6y/aom++14Z+UPz42Fvslt9+xbb//ht2o2zCBNnkKQ8fET8XqC9TZGt3uA0bunOV+7Fjjm+1xcpxzpM+GHFok/TDWusyup/7vOUrhN1dq+zcqy9V/NXRKjX+hORcU4ieBwdJXsCHPg9stX5PH7XEM7da4t2HbOjbD1qfDWpfc+K48pi57ty4r6zfsbHznnnA1ipXPviRA9ZJOnnse+6yfk8ctmJxo838UXbWuedY8ZxJks9HFZe86v5J9fLp1lv4HLRlmesU/AjWoZD7rt98w4bvv8kG7VpnJZvls9+3wyo3LbGSuZMls/0eg8MlXsSw+Dpxm5zCF+OE5+Krf7d5bi0+9i+3GuGyZvO8P2MxwmQhR/kAFdIl5XtvsOoHpZcks2qNteeyidZWNrdY9miocg5j79rh+ananENSfpJZv/XiqvTzYOkI4m/0582/+IKNeuyg9X94lyWePWZ9X7jNpn7qcRv3yCH3qdEBHi/H+wdnYp/Ldy2xa8b3t4sTvaz7orGWEDeYw94zhluHoZVWBVf5LnZOfd7DXeewOAin4bbH9FF7af2pXDrRihV/VINJ6eDEQ9td/jXqZ43jSzLhHF7MFa+0NuL9q9Y1e0i+PScPrsW6cAnfqx/eYSVbF1jR2ulWemKtVT+0wxJv0bUe3W01mpdBe1c6Tn0e1D52DD+OHAfrnIve96hVLp1iox/cb5t/+UW78Ycft1lffEo2+0Ub89Kbbc6XnrYFn3/K+m4jHzLDbR+4p2/EgKOP3uy+8LRHblU+ao/nSrf98ss249Nvt2Ev3qu2nrThH3qT9Xvv7Tb2Ew/bgq89bws/8rjHb0OU34zyUfRvmvKu5JiicePPMu+Rnm87qMwu6tTWJr3rTpv0xO12RVUPu+C6q6x45ojUOdG5OY/CAvq8Wpyvfu6YVb9Hx6ePWPWztXqgzyHFi9Kn/Q+tFkY3+jiztUcfh+1bY9crrii+Xzqe9pKv8rfvs8tG1dhZZ58lf22W52rxGbwt4cL9FManNma+/Q7b9PrHpFP3W69ZY6z9rOutXHY2cfcm66r5vahHR9m0Wr0fyWPA5gU2/i7p8wiD0XGb4vwtC4RX2ecTut7Niotl9xPw9VFx7IEt3q7jMDqnwCN+Z7n+m7hX/ixyE18Twly1+NBz1RS7QnFJieJTxsNaViomibevMaOXGPf09z1okz7zuI162xHrs3Op9Xtsr/V7UPh9ZKf12VOLM2I29N1J40y2CTfaThxg57a90jpKz1U9ecg5wDWq5a/jA3Qe3UcxpGxEvB+FvIer4qzbVnEYLsNpuA3HM7WHLSL/UHWL5K55qJG/kHir1mbeddASd91kiWNrkjogyXnnv3QTPluWPpVIr7YbWmGlGg++W8LnU/Mo/ldoXnvtX2bFd98kv2SnJd68zarv1283aZ1BXM/UJjrg+gPrXA+XKWdCv/pL76J7I/zGj+gv8JI+n0O2L6tdp1BcyG/zn33QDv3bGzb5k495OzXPHxcnjqfa7MM1HtltvfX/Svnf6X1zbGeQATFclwkD7LJenZQDXW79j62z7sp/XFjSWfmAKunEesR46mdCuhG+p8YoP9Y/SyfUHFtrNQdXWB/hBx82W5+877IpJcJc+xsmWMU796faS2jctF0snlxc2sUu6thGsdu4k8ZLG/gT2EUwTv7+atmwEnEJ+w1/e0mvn9PxGuX521tl0p6kyy31GQzBfemNasYER4W7avDHeMXX2qN0nXBTQ14gg7xP+g7Oau2gQjIp15i87UjX6Rq0VSFcw/9Lu7eTDzfxJKzUaRO9J5994DPCB3164oDPSeKezbX+CfbVr1nX96rTRrLf5OGuKO5k53duYyX3aNz065kjlrhVsYPmpvfySXZZWVf3BTKdn/U74R2uwg3nrmQIl5Ev3Ibj7nfG5QeX9TmxdWEt54WJxNv2WvW7a+cAvel+mcbufihj5BX5APG2Yu97Th9m7cb0tR7ivvtd8FycpN1K6btet6+Xz7nZqqQPEm8R/3XNxD75euhQdFisrTrv/drCzM7FrkuYiz7Pn6jFSDS/HJ9SHH5gpQ2Rb5eVD2pr1rvutvkvvc2G3bPVJrz0UB3uOyeElZ633mhd5EdVY6fS+pW1bf2vVJhqM66vVeO/69xixZtt5oywzpJLQTkedCG40tz5fETjww8Q/hij4+axXVYjm0vfTvI70/qbkB9drDbbr5xs5e/Yl+J/pFfKNQ8XJXr6OhE54vTxpn/GvpLXK1Z87TGnfLky9efCml52XtdrrUR6ye0585bWl9RndIDwV01/4jouGi9H6QZsUr3iAF2zRHIvQ5ck24jGWaE+gs+zr77EOo/rfzIv0vsq/Lsvgt/1tj0u91Sb8ptqbpZtWFebx0mNK72N5OcK6eDL+/a2C6t7WvnbxbVonE8ftirNayfJ8lL5jt0mDcous/S2yY/AUXQw+o4xi2vOZTitz3Dc+5bkvL+nz7zEO2xzqi/uK0n/qg3PwUgvue5lrpyDST3A+/S51ecy2f22Qyqsk2xelfjtbUsH4LdWaszwv7f6WfWw9AJ91dwn8AGkDxNHojXgHLpUfcbHqRH/Bz1/uyWkU+CC9x+/WD5jDfmL/cJfuqzSPxNniWMDFFenxp+cE7DTVVwp5T85/J2TrqH/4nd2kF2sxqeVD1+mee24YpKVLM5sV09qA3/sgPqvVzU4gRvYyHfIbsN9xqy8TkKydD2RPq4Mn+F0b12/iH7F7L+PW/LrsnuJnXPVJdZtbL/8clP76LHOIxPWRfrH7bbwi19xofB9boerrRi9VAgvwC8+In4OY4w4kTwmxNfa2OBkH+wkucXGXbxFdg8+oDPxK8Qx9NNV04Z4PrbtzGFWnY7f2PmptskfIO8nxCXsK7qKNumf2nTbnem8DN9VKpd2sew7vqD7JswlekVtYRuvmjncLpEP5r5zIX3jP9hMcqeSodsKx0qyf2oX/rltjfie3i/aQAfTl6TM/fjkYavZpxwsNkx+qHOd/6a/0tqrlo7ppPi/neoOym5bVxtzkVNAB8jfL4L/4noVfsHj0qfIEz2l32oUy6bkntZu6ntdH5n7efSX8TK/8EQy9LiFHLLaT+WUsrXF9/IryZe4v5kcf5V0YNGdG6y7ckXYudS1c7WDXMjdqL1y+Xld102v1cWP7bayB7dYb/lnxJ4n6cxMbTKnzJdkX42MnhL+6Bv8QGeCGfxQ/ZZAT2RqI/YdXO01ZYh1mzLYqtCf0o8pDEunlGueLlPcCTbLWYuOnZvrfZH8ymtmX2+VyF8yg/8XDyix86+5zOODXOfW+W27fDrlJE7iv9p0PxT/kHwUMi6wbyWKc0o1h9Wy0bRbKgxeJrtPnvMK5d0rNEcFtSX9j/5JyPa7vcKXxUYyH5qHxFHFyAX2q0K1MBf3UN2d+F8lnzBxx0b3f8FwsezWBRXdrc3oGoNDBfUNWWCb0KHiarU4W4fD4jTczts/OADOnE9JTqHzNK/wqUa61K8T+f6MN9OY1Y8q/ZccBjmw3vgW+Pj4AZqHSuGjl/JZxen8B8v6T157AS8U1/HyduE+L/r+LvnF8AIdQD5JmM7bnmSXOHxj7XlJ7iODSsmNWLaS/McuxVFgrxDcIR/JpUT+f1vlQKqI8dS/Uo2thPgMe40uLaSt6D/oZmKyZP9cj6Iz+Sw75LYx01xE5+uI7e8wuNw6KO9cKT+9jv1XG0XqG357V/kACeUUC/V3yoXny4Tl3vIRE2/eapXSuZdfX23nXHie9ZSuKWic6nviTvFA/lw0xvgxIb2euGuj/DnpgEL9MNlZ1tJ6kdfG19R8Xqe+nn3xBdZG9SgVxCaME98un48izDFvKT8MvEVYgV/R2kUBfaMW7rLenexCxVll5DjJf8knwX/tLp18rvIC1w4stSriTexubA4zvmfe5StGcb/7Kc6JWlnC6YLyJvgOGotziSP6PPJx4NMh5XfBbcT/JM7r9Am7IrucUN6hO/ZfOqBc61YeOzFG9cvtqjhRgq9HfhfeknPA/j+8vVaPZcMy35OjRN6SS4IcYnwuojlRf913pi/CVb75TaA3o/gh2Qb8L9b8VKlfHktJ5+drJ5IFc3yN4rurhlVaFbZCbZZrzD3VZ7f/+eY0/XfyuNHc0D/6ii0iZmJ8rGWnn5P2Gf5fLdvSXTkIx0gkq+SxVLy9duEYK5FMsXMeT6a1keka5YvH2+VFHe1a5QGrpSOrpJc6rp9h56vGtEw6MKONiLfLnIIb2Vefy8iuxvvHHBPPPip/TjjM69MJm77ur/6UyP44v9RuZ8Uj53ZqYx3XaX1afE6QO2VtMRve6Ce/iRvgievXwRu+Cb515Kvlaic5ZnzJ65QzuXLyQLcxrkeSGC6RLriwb5F1Em/Ih7lez6ObEtgvySQ1p3AW7kZ40dH7H5d59J7+wmN0oDDkPJQddtuAHU32q1J2tVxypEYh59of7QmrxcqXXSfb3104qEZmcIj+aE6r1C7rzWWsP0X85z/kKOSD59V5xDnoReSDTonjJHoPhrCP5BWJAfLIsEr8xy+Jxkub+LH4KaWaE2yH+0AFzG+tna3w/E6xfJBUm7KNvcSHykJ9zmiOOMr+I6tUXly+LL5Pbc5Y+I3/N8t7bOGlqgHvLU54/jCSVexYohil+MBy18s1Ws8rpF1qA66q7GHtF6vOB/9LfespO31h+6uMdaCcbSBPfDkdiWHcb8MeZNLp9FN6z+vSOCfLOJ2vrCkIU6ytkVOL2sO/vnxsXztfdfC9lGdPYGPzzSm/k4thXQw/EVsVk5n7X/iI2KVC/DrFYd2Uc7xOehhexduq0vg6bJhpF/XW+qmOeXWTZADe4GaqLWQHd8EzY1d/3T54DktjiY8X7qP/hAn3vyR7t3fO/Vr/gf7BjR47tGY6faivUdZQD5RF/hXqT5uBZXaddJjXXL0Vv1z6iL5Ih1doDorvWO/rgJ7XIZZlzuEp3M7Sbup7+k88hj+WZrPjsmTOPZ5gDYRxZmmX9dHuys0Vyb+McEI7VdKjvXWN7kvGu75KFJBLRLd3Gi7f99ILre3yiWpD8xBhRePsobbKVANVEE6i/hLnoCvJbcRiAO8rNrFAv6S7ajHOl53uhZ3NZGMZs+a9ilgH/RrHSdSXDMfiWSPsWuX7eonzjjvp3VLpd3Lc4DzvWgdcZj7FIc9nUOsA/iK5xY4J5VEKygHIHpN3rZZv5O0mx8ucdpeuv7R/sV2j/lWyPp1hTCd9hyz08pxJenyND6Dxuo9dqMzmjrJ2ipG8BkY6Kj5W8pMXyf+/SDnAcvynHP1jLbHntKHOTbdfkayIo5hLdIC45T6iOO5cT+cCfUY3yMZUyvcrFg/KWeOI2tIRn73XrTfatcrr9FZOPys2krrtyopu1p28FTZdc+Z2WnlS8Fsp/pdqXqqw/Rqr+/+Py06rtq1gXtBn+XJeG4LuQLfE+uvc57rKAeIn5JJhFXG6dFUX6bcqcmuxdipk+7upVrT79oWqZxROc/ACnHdXLfe5l13o+W98OW8r4praJp/QW/j2NY4CseJ5Dq2JMFb3aZLtpXx01n3ytJXA5+xTZOcVdfAcU3yMdd7jKxJb5WkvJU/VYpSoTqCrdFoldhHeao7L5RO3BZeKAQuqc8T/lz/j50cxZ2we6GNCOUrvWzp+M/CjWt8V3aK1TumkhPRZ5HvSDjqu556ldq1is87qH2v/qfFkaKvOb+lxouy3Y1BznTcmidqWbMvJj7EmxJpb3EbQP81vJ+VSfG1S+fNc8us9d6S16SfdK25yXnwu4TBchtOe/4PjeeYVuXUUv3soD1GnPdnS3soBXixet1eNmNcmZWirSj5VG+WQrpNu87UN/G84LtteTe2l/IAqyaoCvxj+J/UDdYEF6fVIhhy5Pn4xtSP4F3G8aI7JDdTsVu6ReJGxx8+Nvacu6mrV5nUW/12PxOdD+rNYsXwn5Yw9J46/SJ41dn70Hl3M/ZUXyMYWsR4Gjhkz63X0TTLEx+hOnox4MUMbGb+TT+T6k/iJvpGLUR7VdTo+p/LmeedVfbtK9uQC9Q+fLO7n1JGb5Oj+dYa5zdg3xZ7V8q9KNZ/YVm9LR/cXhe9ibEUh42R+JNtan64ujlP9E77xg7ymJU+erVxzet2C0VYkP9P99Tg31L8q2R9q4rrLDpcqf5G3j8iDOSPWVk4o1Sf5tr5mzb0K2Ic8/fLrSC7kgHorz1pn/T+GX1+nkH9yac/27t9n6h+1gu3Fs4vIvbImid+fbAPuwmG4DKcznX/Sd4xNcU5bYb0LMWLUHjpd9pV6qUuVsyxSjbLjDT2cpou9Hkw5pt6qB61mPQ3fA/6j5+C6YmD39fle37lvwHvlZ30Nu1DcaUwJ8jqs66jdVF8jGUovO07gPvWktJupbX0Hb69Wrq7jxlkeL8bbou9VGmNH5bG7TRyUsyaT+bhM89WWsZMrUr7P1ygjnx3+ax25u+o6Cq7/wy7iF+OXMB+KaROs+dM265vI8KjqxnLot2ie8U0u7HytlWHD0vycCDd+JHeKXikEN8iUtXH5Wn4ufUQPKAaoRCewFpqrHc4n/iS2xi/ytfrMvr+3L33ssXimuYxdp0S8vmp4lXXZJj2cPlb6KDwj10r5c57Tip2bsb/YGdkwr6slDoMTSZ3u+hj/n7oV8rBpnDipPeq6lCeo1vyRV/J2ItxGbepa+PUXqo6ydL7qqLP0r0j/uUQ2GW667Yr1Cw7DZThdkF6STKlNurK8m3WTLk7JjbUX5dGLdB8PNexVxEzIP3rF+kZ9YVfVjhTNkd5hLTey/+BUdt9f1Pvzntp/6n8kO6+jxLeOtZX3PfXmcB8ZMqdxGeo7z9epTjBnPaGuVyH9f4X4X6L58/g6smO0J3vIml3bWcOts/M2ex0AnG6vnOelass5Bk6I7ZJrWtR2dKfuVvmRvGNDDshXsYvrS/qC7SfOEbeo63LuEzNlmIdM7RNLXgkn5KvHc2J15MZ1sLPk/mi3gPnw3HPcvjIXzAn6XjG4t5GrLXQEdlO+muvy+Dymvfe1LGrtcrWnmKSHaq/hTgfVX9TxY6P2NMceP+WI51Jj51roKOqTyMEyvjje9N7zM/wni2+YaiuaV476r/uucbxF/dN1eiiv2kn2/aSa3dickPu7XPUaRdJ3bmvAHG1I58FhuAync8orak86qZvq0y7s1tZ6479GPrXGxxp2m37FvqafM/+vtiqU4+qmOKBS3K7Df9Y6WQvELyDWU97K11OIa9EPyTW9OrKK+pbpSF5Mti+liyPZcWROqA8k709OMYtOJmbvMqaftVHNVSZOkA/oKvt2+bAKv0cznxy5f+sCxdhdlDNw7if7Qn+od+qhWDkBnnLhNz5WfEpqT5EP8mMtEZ2CfiN+Ur7e640YZ7429Xsv9aurcnLl5NiSeukk/sONAuqJfJ6YAzgRl300ZmJj2Y28/YrGKz+tTn4zvU0+M27JIZ9Oh//nXHqBdbpZ66bp9j9qV36Z+4bonnyyo4/6j69RYGPj+k7tVUjX9aamUr5kIfjF56Au3Nfs8WGjPiWPFdLznVR3Vl5ArSh7+7RRbieqM/G2xF04DJfhdCF5Ndbs22sM1CWzBuy5pmR/qNW5iLUj1U3k4z/4Lts632t76/BfPAev8LVS46tk/Ur+tcdnipH9fu9C1k+SeCGHloqt4/JDn2puvYYF/qCT4UeEs9iR3M+1WovtrXyMYy99XiXHqzXmy5T3rGDNg/Zi56e/p7brCvkA12neUrl/5Yur5Lf3VL2Jr/2BN9opBHP0GxuV9I/d/kuX+BzLH/B4uB4yY32iSvagTq44kp30AbgjJ+U+Y45xpsZNbgL8IvOoX1F71MVSr1NIO/yHGhbsV9oc1OEGbWpNJtt8Rteifvns8871OoRM9p9cRZVyM14jjn3INxf8Do4UF1EDXKdPGm+ZYtiOS8b5PlvuH+cZc5nwUY7dQ2bkxdNkBz9KlXN2W5GnLdZfL1ReB46m+iUfEQ7DZTgNtyPZZDtWCZNXqpb7ign9rULjcT6oX9jAjlofu7DrdbX1ksgin7zkC7kvF/f/sV3qF/arQrnJMsaP7dB/nMfktKijjI0359oR9Qr4mWmyS3FDOPa6hxx9JU9xmfIVFdQoSzel55/o46Xi/hXUY8X6Fe+jv8fHIkaUP9FZ+dErqbFz319+iPDKvQC95Ed43i9Hf05ql2uSF5MdPck2So/6fQ66bt75iPW9Wv4z2E+XG/qKmJG10ES+uD1qj5pRxXJ/rk2O6QG3r/KJo//mOkp+1Gum9ymF56ROId7zXHYuPSz/n3XHs889xy4dUW2VUf4l0ks6lgp31J94jQO5jlxzAu+Vr3MfjDw2a2qxtnhPnQFrCpcq99tNeZZcuPV7fCdqrx/uf2f9n7gurT1w7XmOXDJL/kY8eYFinY43qe4WXwc+aMxwGC7Dabidbx7I612hGq6Om9QOvMI2Sw9hr7vuWmznXnu59ZKfnFNWUX+JbcBFxH/P/ytHr7YqHt9t5frs+g/+o2vIaZE/kc6L57Iy5smYK+wi6830M112fMaGaE48jo36lOGI/W8j+1+ifLD/Xzoj1Z7mpUI+Spvrq+xq5WKr8sWKSTtcTNymOjrWmWjLc1riqPs70ieeW8MHyNCfk74Tv9zfEkapf3X9mWzXMcLaJvFwvraIf2gLvqKbozZiskNftdF6UlG+mp34tZTLIocbl5njTzj0NfECcOd9p0/opFh/Mr13/sNX4pMsPh3tlWm856vG/jzxkbrrOpyVn8O9Z73JW7LPFXPC/W3xccXfMwbkT64pm28ieVYKQ1fXFGl/t5LaGpl4G7H36Ibu4n9vdDr2MEOb5Hfc74udl61/vXSv7TmXX2RdlevyeYWz5K3FDbgMpz1nn6ct9qO6QrWHXcRB95k0Jrc7wgX3S14xSnGGcgDkHLL1Jfo+obmpIv8nbqfy/2qDGtNyxf8VygFW6Oj+v3SAx+rpdixTjRG8IZ8J16STs/Kfvssfcv8uh25n35VuihV7sE4CTuK8kB4tV5+vnTrE2ur+lipyiTna8rGrXxWK18uU203Nq+aXezy8vhL7pXWLgvx/7A6xf5TnRJ9F+hKeEKcTXxfi/wvD3AtB/Tpteg4hjWsVinWwF120Jp7LfkVz7EfWidSvFFdjcYDH6eicfDIDl8KL3wcTl39a//wamhNf92TMOdqtlH64ZHCZna391npSG0t9aaxt6rp78T3rQ4X4/9h//FV89Sz2uqfs7zW657UcXUubOfjGfl/F5OyzjLFSuEsUoDvh4jXi9xXyc+Co2zD0isYKh+EynIbbufrDb6XaB+Vq5Yd70i98CHQ4tlnv0SUdZPsvom5S+/nlqkngtzKtAxQr3vUcMP0S34lHSlmnlF9A/slrAzUPrBP4+p/yFSfNafoco/OTep96vIxzEXGDPBH4yzEP6Ngy1Yl0VozvdfqMOzYnxMPcK99t9dSC5sP3XcLvSfOvvVaX9S3xtyC/jnHzinJi9IsX9wCCQWyG5th1HOtJucYY/ZbMI7gti/s5yfESw1J3dpXqN6rJZRdSowBv8dtjMvP39I26xDw8qNNvfIC4Lklvk8/o0ny5ScmNvEM7rdmedf651kXrum4nYnNbLmz0UIyTM6aL5MYRzEnXeR1Lhj6WyQe6jnsnqDeif1nyzdF4fT9crcOcFNNpjPC2l/LaJez/Iy5F55x01G9wkRxfhxnDan12jdE5m4wD4DKchtsnnR8fn96XKnfVVnYQ3+ik+RQPypU7ulq+TXvtT0YMcxJXk+1VaV/nbqpt7ind4zGEMF8qW18C9+8T14W98vu1Nqw54D37A3B/VkaspPM/6rN83ox5ZzDCPCtGS937F3EpOjd+lD9RLR+gl3KtFVqbSNnsJPawifhVxcrXcJ9FPhk6Tojz0aH4dpHN0XvP4eFrFqDXU9fB78S/JuakPeZXR/wlH6Nqn7LNQ6qNtPGyXuC1djE+MN+lisEuqOxmVw0pt2rud0FfxM+Nv8c3QUdozcbXcJLyctzQLjYSfwUuZJvDeHv4J9H9P5yf1rcUHvF58uUUuZ7w0V326uwLzrXLyWcRZ0d9VNvYyh66z4G9AePxZtbx0lflm4hR69T/qE1sY49bb/T1HdbzPL7LNWb95vviwn/sK1yN+kZ7kh33YHYSp7Pt2UU/vf5HXLxaPjn3mnusHmuHNuEynIbbOcem9lgf7qq1gjLsV1o7XkcvO1kkHlDf7vfDZ9FxlVpP76B1y57iFX5XuewA/agkHpD/zzob+x5V6jpwmPviyqkBOKG8biEcA3vJ2peMOCEnQD5BPofXi1L/A1bjeGN+ojmSL8k9bL2Vv0nVsCXHX6ncvddDkxsknsjna9M38oDYevwwcpu0hT6SnvO4NYvc6vQv6iv+f5LrkW4iDvV726QXysFj9N9cx2isxP/oOXyItDlmr5Pzy7t6LZTXjEXnZGpX/XJ9Lf3kuimtLddT+DqqNXKdKP85Je9M7UkmjMnXEdAdxBFpbcIL6uKqyBNlaiP+nfperLVW9ti7QvEd85hqT21Xaay9JNcK4bGgNXvaxteRjvJ7TiPOSpeQN/G9LMh1seZcgH5nr/8OkwZaRYa1vyrNTRfdn8j9CRVZ9mBj/Kw1wkU4ib5znZ4mM7gMp/PdR0B7CbVRJh6mc8B9Lvip/EaFbKHv54s8wHEGjKAb2quevtuNU9z/Z48P9pWrxNcX90t1pF6R3Brxv98PQJ2mfIGCcln49KxnkO9Qe6l5jY8d+4GvqD67v50tv0P/qSMkHiFGTLc76BLiPvWT2sWctgIbxhg5R+1gp1P2n77xHXgrAB8pfMsHdz1CDBX1DezJrygRFzor5ixSvUUCPjInmV5cT9xyHmq86LFMMnP+q0a4q/aj9XXxTG2lfwcnNKaT2mOskkV0Tc95ZPMn6JNyOpl84VS7aq/0oW3WRb6L79udz07o924aB3sQ9aBGJB0byo+XMd/U7WbAcEY5cn8865ORbiIGQ5doPnwvNXI7BcY7+JNtFLOf1Df1E/+/g7hzNX6YuJSxL8l5gIsV+CXCee3eSXX1JlyG03A7Vzv+G3OZwfa77PA/WUchZ4dOJzfHK8M8YI86K1/WTusgcJs1PvjvfoXWTsvfusvr4MvYh1U2DD+gBN2P/SfHlo6xTJ+Jx3Rt7n9PzS3zEXEE/GF/4AXzm2OOvaaDmE6+fqqtCC/YbeHHa23JFeVox/st2ZDL8H3X6E/UDkfhxH0IrecVNEauxbo/fjG4i8aWbJP7xK4T96/V/juVijmytokOQQ8iM9bZpOvq6KVkez0Us5x9zaW1+84VqqPADLkEOEH/4mOWbk75XTnmgLiqRL6nrznH5RV/L9n1UH6ojXJdZRpz1rEmseI1ncpjsJ6Raf2P+KRK8itYz9Gu/EjqLVL+DuONxk2tE/mOAnImjLebfP/LdP9Rb60/1MGIxswejJcqZm+ne21z+nb4TNRyi5POTTgal1nyPZz2uc/Eo/h32C9sA/YrvR3GSjyH7ynb7Xm1LLkJcsesgbbp09vr3eE/94f0pqZIbVeJZ/hLpchSv/EqObLKqoTLguy/7AjxNb5l7Z5d6hv9jeNPusrtPr4/ui+Hz+33ETCP6WOO2sSvw37iw8bllek9+R9iSq/XkU7G/8efjdomD1BIvpn+Ug95i+J/7m+inaiN5BF/uLN0CXv2YOty5uxpD12tmMT9CfzoKDeh9rAT7bUn+9ns2aP1pLzjjMYOZqRbXHcKG76eTf80FwWt/3H/oNYb8WPL8MPwbdLGiU6hr52Vh71S+/XC7Vz9Y824q3zri7W/F3G5czSul2gfrgjPWffFiMYXP2JvWNeJ+BHxH6ypbiWlY+PnZHjv/vGoPnYVeYl0zmptkj2AztHeCR1V15dzTuGBuOjrktgv+pMuO/XVbU4h+ly49FwT9/6myyvZjufpyb8gC/iv+cs0F+joa1WT2EV+Dn59heJn9tJgj/kq2TLWPktkJ33/P91DVSYMVUk/FMQxsMzeH/JrsuaLxQ3PE8G1fLVP2DD0ULrsos+SBXn9nL5/cp7ZH8LvByX/x5zACerFkvrF5QcP8/kR/I6/rLGyR4Xb/6g/0VH9Ih4mZ39Bu6tUm6m9NnK1y2/IAtzIL6rAL5YPjA6lHvBq7YV5fqn2pFSeuxA75vOO7BTz+n1c0lNuH1n7gCOaZ79nBrxk6RcxLPdMsFdMpWR8Eu6SY2UvpnaqXb5Y9y+VqtY9E+ai79APHXRfTGfV/noNFjol7tuBbXwWMJ0vlxjnr8bguRPnPTmKpF7HLhL3F5jrJKd3je6j4V6Mynj8r36h59rovsXz2l2Zf59YZBr5m5nsNuMUl5mbvHFJpMcZW8wupDgBn4jXVbPkPjUcFP9dB6TPrT5XqobsOvb/VQ6W561UKRfHnp+9tBcjOY+i42u0/5d8H/CnHGgl8yEOem1XXObZ3jMX2rspG17gW2pu0/uXqU3xwvdNjOMk4plkQh99jvP5d3Bb3PK6htj5LkfNR+16vf5DnjBTP9K/0/Wq0SWqmUr5mugS5kn+Nfs7sF/M2ZdcUGsvCmmXOgvlQ1mnrkLnaw88crIdtGfT5bKZrIfk8pfq9BtdQi6W/AS4gRPYVfKSka8s3yWbPqEOHp/+CtVLlitnW4enkfx0xIe/Rr78RdqrP9/epPgT7fUMjQr8TWTFnMKFWHu+jqoxO57TZZ7tM7ouWqNgnLyYU+lPv/cvT01CJDfW7NkvhfqEMunvuN2uEs6uku9ygfIwFeSscmGX38g1I3/W0OhPfIy8Z07AL/FfNh8ALsv3cl8ig5+ZapN4jtqVWK4pI/8lP/Lp12ldouPovlZFzhQfQPaeWoxi6YEiPf/D9wcQ5329kvy6fIKC4pRoftBZ2FfGmZwLfw83xIuc61dRG9GR++zIiWfSfZFM2X8iH7+EEZdlXK9H53MUFj0+kN7OObf0i/GJQ+XSnb6vVtKHSM0H7Wms0Z79PbS3b942aRfcsCeGbJb7weR11K9usvtd8f0ZQySXXEf4oJyo2wXyRpHs4AQ5QfhHzoR8RxYcc29b+0HldpHuYeuhNS9vI85V3muMJcI3tUkXa9/MCj0/LVf/uPfX959Q7gncpfIT0TyAD/Cio/Mi1xjjvzEG9GUqxyv50ybj5Tkg6P74/7O8hzPdtSZxifReD+5PQv70SW1VaL7ZN+kC7QHqzwPO0kbqOuhybJe4WQcX0Vh19HtFidnhLlzP1Ca6i/mU3j5ZV4oX+DjoEOwfbUTzSQyQoT321OH5P+2111ol+Ufsu+ajl+aYtY3eiskrySUm+e9t51tbS78O/WVtHPlrTvzeuKQcqUlJ9TH9vEyfmVd0SfL8OrLkO3xF6bGC2qRmB98/Ngfx91zH8yeRDDP1h+/Q17Kv5cqNF5Ozy8R/XYO8/SWKtcqpF8nXJu3qP+Q8XN8SRwm71fIfu2tei6mt5VVoO9QUgl/0XcRb+in9Wyk9X8zahOeKs+BO/UFvXaRa3Q7aK9JzEsg7akvjIzfRWbUk53VXnUu+mFjtgb322ue4SP4C9Z1+fzLxCPNBu5GtUJzicV0hY0Vu0Uv2z+c3Ph+SQV7bEJ2vIz7KFdU9rINqlMhDRvgol/2/SHuTXSp9yB6yqWvGzj3pO+wEORgwF40zwh7cYL0UnZ6LX6wLcw8Mels5iIgHYDXy7zznBibhf1wHpPdN8mRPPepI4X85OQr0sOf5V1g7xTfF2B7ZtYj/xAE1ev6XY56+preZ6TP8R68wn5Jb9VNJ/wf86HvPPRfaFpxQDicTb70Wm1xctjXE9L5RxxbFEXF9EmFav3neOR/ukr9zj0J3xbPsUep5wPgcy+Z2172Wl2jfkYKfF6d2uSfc/4//Lu5XyY53lV6uxFbru4Lkz7ixPfH+gDvGrDmp0Bx01jpWqeKKrL6n2qikrkzxcBvZROyf1xPFuEVd4pXj+tnlsv3UzeTrG/k1nrHGvfPsoe/22m2s+hbxAowrP5G3PjSaW+aCF/oE+x+1Ex3J62Ib4VguniXbI+5ppxzgtdJTHqck26E+/mLxn/3o/FmcSQzkHDM8UIxIDOZcxY7RHvOgcXoORtzOOVb12deFpMcTijV9DUt9odbBv8f+S5+7DCL+R7LJcGQO2Aeko+6FKz+inDN7fWivCp4H1V71CCXEUXwX2X/5CF6XxjVUh5MabzafCntN/g/s+Tg11mjM4oTrPGrY0ut+MvTVr6X/uQ6N2iNnlMSg22t0UyFzQfv6H/PgfaM9fDPkhyzxefBNWE8ocK0Tf5HnqPaQb06+1POJSf+C56e1Fc6v0j2MGe+VisYb6zt2hT3xfb8FYRa9V6a+tVOuxmtrGGt0Xr6j4qHUPSxR7h49pzmhnppnp3RSLJ6rb4yvq/apuUIxb3f25JVO8XWT5Hz2km3jHszOiiU93szTJ/7TQ/fXdNJ9b5WRP+s6qbZfjhPiMPb+z9OW/47s4HQSi3X8CfqoOfa1Guww6wCa+3ztcl8vNadtpugZudTJIztxlfr4K7Se0165s3xr//Fr+H2rYEx+ouMM7rIOTd4ITrO2lksvkfNR/tJjOWJxxoFN5jvyurIRrsMjXw6MS87Z8v/0rbf2uummNRvq/txOqx2eRdxLrwqt5Xq+gTo9dAB1GMgXWxGvZ4/hNjVevuN/1J6SP4nsKnOh9zXE6fQfv4dx5Zpj/AOvYU3mr8CJbIW3m7w30+sIuV6udtJ/kw3FB/ZnG+ObUbNLfhh9JN3lPnY9cs/ck8ceRV3xp9Edit+rNK/dFU9xn9u1io2556oQHcX94u31/Ctfe0nObZHi0Mu0tub3iWaSefr4os/Il/uxNBbGmrKLmgdw00vrksT3+fbF4Fmj+Oz4wyWyLymfQryAH9dofCXRNXMdk32nPXQP/nSqT9LnCeZEz3dNaM3JdXAhY039R7jjvmh8JnwAsCLMJeTr9GFvaPJXisf7b12sZ1bnz++SB+yue27Z5yPaj6FCOGkn+9hTax31whs+gDjq9cdwlrw6HIDLyp342kQ+LkiXO9fFKc/JaVwe80ofe+5Aa9F1+gT/s82FZNZXdr/6uPx8nlGBny6bX6F6tWpiT9YtlBsiBuW+1kx14jyft9/6HHLUNVJxT9IeksMb9K4jNvhpzYt0/KBdWnvK1kd9789wvlf6Cd2JzsR3wleM/AAwU6idiK4DXuA59+aSL8TG4n8RV7OOSB7G46g8uilqT/NWJo5dob0Xr1CcX8m6nfz1XvIfyJvxnE1i90Qh9Qlqs1S2n2df9dD5rMVSj9FOPOXZQDnrTaL+REfqzsjt3Co9y1zId4s4QR6PuS2R3iyk9pQ5Klder7P60U61Y743hOwh6xJF4lwH1cIQJ+Say/TfKsRT55V4ChainN+gD9xtA94jHcCc4MtG48l3ZE6le7FbqVyn+D/kfXfZmIcP2LSn77a5T7/Jpr/1hI05sSXVrj8jFkxkaL9Sc1usWiCemYQuqZLtqrrnFut7Wz3qEmkXboIrfCd8a7gr3Ycdc52QL29NG7K/YIh8vT+XW/PZR5gddGKjDTi63vr6vXQaR4axRM+d7Su+8nxo/L1+25fY8i8+b7Oee8D63bfF+t91sw3Zr7od2dt+t8pH2i3/XLjGnnkeRn2MZDXi4HobePNCG3iL6gHTr6fPA3Ytsz7YQeWuvL6J+AcZiq9933PM5rz8Llv2zQ/YvOfe7LqY54cP3yv9HJuD/hv1vHGNedD2G2zATvUF/YgeRT/xTDby2VoP8WfEwNfYuXnfR7Eg86F1St+jE/5jK7HT9WlL/2XfINbmzpePzDMseH7KlWP62IV6jnQn+Qb1eaYQfiXP7L1Ie0YUaZ225F7t7aQ9JNnHv179kh/DM3TYY9/nUfbHbS06UxhC97lPUuBYwUx3+SZXKv/dQb4j3OU+0VLlJUqRGfzL0hbzOPDmP9dn4ZtWq71S2RjWR1ynq1/0b8gH77Vxz9/j/XO8JdvkeeZ9kj7yiEMbbJCwN3zfGht9dLOeO7/U+hIXKaYc9OZdNu6jb7HrP3y/LX39RVv5jRdt0gMH7IaXn7Edv/6qbfjmRwz8gq+TsMu1hN++en76kF0rrO+GOTbyzm028B2HrP87D9rizzxpG374aesvfCMPuASnGHfEsZNloPbETTgKV+Gs62LxwdfesAv41llkF/8e/d9bmChnL3zJcNIDh2zzGy/bys8/ZwMi+RID6NnqCdX+sH7TZ81s67dxkeoyxtqAzTdo3PJ/1s63/luW2abvfNK2/vjztugDj9n8599s897zoE18YL/Neekxm/Ligzb08DobIH+JZ34iC2SG74T+HH38Fhu4eaH125CMR5N6YMCm+Tb3mftt2jtvt6nvvtMGHVxtM99xh425e4f1ly0fcvcWm3DfXlv75Q/Yuq9+0HGx+P2P2sF/+L7NffI+l+nMt91ua77wXuM4T22N1Hyn5oo1VcUkXr/C2i7Pw0CG6Xoonzyx++zZIRuGv+h+P/xHN+Q7N+135qWjairPvuJiaysbSe3oxcqH99B9y/V6TmSy3d6K9c/Tc3651+/a+aM8t5bPR8/UZ/rFWi8+RRX+nNZj/BmZ1JyK/5nOyfVdteJ/30NVfk0X3XNNXaOvIeg6+IP9N9bVAXCkTPvjVi2bZiMP6x7TOdrzW/e6k0/oOrqfddFaYPWxm2zA/dttxFMnbO6Xn7Hxn3zExr/vPpvy8K1248vP2uwn7rY5777X1n7xfbbofY/a8k+82w78/ffs5u992g7+4w/8teh9j7itAGebv/9p2/eP37cD//ojO/5/v7Fdv3vVlnzobbbwk0/Yxp++bNMfP2Hrv/qiLXnxrTZkpzguPGPHOPYTxidLV2x89SXx4nO2+ANvlb54ydbq/+u+9kE78u8/tT2/f80GbF+p/yuWuGmpeLdM4xojji12rsE5uBePveHmyleec67CWbgLh+FyvXw6ybnPDuFd1+o55XqbeN9BOyDe7PvDtwwODdt9o5UtGKe1CeVYJg/TM9+K7Lq+Zarf7G9Xl/fQuuYw+exL/Ly5zzxom7/7Kdv166/Ztp+8Yks++W5b8blnbfUrL9hKHZd89ilb8N6HbNVnn7WJ9++zCffsdn4ufOEhW/7xd9nsd91tg7cvc/07/u5dNvHePa4f0BEzHr/Ntv/0i+L3i37Ovj982/ZrzjZ95xM29z0P2Dpxn/nb/J1P+XlLNT/H/vuXtvrzL9iY41ts79+8bgf+7rt2y/c/Y1t+9LIteP4trhfQNdgAXwclP4xfRT6cPfYlm3q/iPXj99Jix1izLait6Y45bAn9KlZ93zmq8zn7vHPs7IvOV431YNmGLDYmT/vw7GrtDXv2OWfb2Zdf6HwprE8ny4B1BHyHYu2lViUdie3BF6t9VmdmvzfjtZL6lRx/m74lvpdWm6qexj3u2PMhO5bbhLulX9zuTJOtWarfhtuV2pfysp4d7dJuHTSmIj3noIf8myrppRk26vhOYfDTtuOXX3V8HPufX9ref/iuHfnPn9nR//6F3WZ/ZYf/5cd25F/fsFv/42f+/uh//txO/Om3/jqm/xz6px/alDcfsklv2ud6gd84j9fx//u17f777zhH9v+92v2Pn8rGPWA7f/VVb++mVz9qm771ccfZ6s8/bze99jHb+7tX7fj//trPP/bHX9kenb/5Z6/Ufqe29/z+dVv8wbfblLcc17zfoLkZYpf16GQdhvRVrVSJXVPZ03pMUjwkDsJFOAk39/3tt70fcBbuwmHnch4s9F1b17cdd+cOW/7pZ6xsoXz49Yts4fOP2LKX3mWbXv+43fCRJ7RfuuKqpTOln5ZI5261+c8+bNMeuc0m3rNfvH3StomXO3/9ddvzV6/ant+9Zrt+83Xb/vMv2sZvfdR1HHZ5zRffazd+7jm75QeftT1//aotfvExm3T/ftv07U8Yc3RU87P951+yFZ98ynb/9ht2q/QiczT7nXc5BvjuuGR3/I+/9t98vqSLsfF7Jb8Df/c9l/+OX3zF52+v+sF/uBY6n/N8/jQPXG/3X33TNspvW/HJJ23Urcp1Hl9nQx/YIT221z/H/cSM2M0hY/RJ/6Pyh9Ej8f/F/AlvX585DpKviZ0bIN+H94O23iB/aKuNvV11QMtnqa66zHP+19+6Wfahrj2s0378WhneswcFzyu5RPs6UjNTn3PT/4vvgA5g72dfcycHju6LxhgdM/QDHxc/b+iulTb2tm2yA3uts+w4MQn1/n3WyZfcuMDtwPxnH7TrD6yzuU/dLzv9tOz2A9LnO23CvQdt6kMnbOF73+rfr//aR+yWH37O9gsHt8X4GvE22zHiffx38HHk335ih/75Rynex38/8aff1Pl+p+wduD76X7+wE8Ik19/3N98S71+TDfqF89y/R38If+iiQ//+hvBZ2w59QAcd/McfCq+vyT4+J91zyKY/dofs1KM28sg22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