/////////////////////////////////////////
// Exported by V-Ray Plugins Exporter
// Wed Oct 11 10:46:30 2017
/////////////////////////////////////////


// Frame at time 0

SettingsGI settingsGI {
  on=1;
  refract_caustics=1;
  reflect_caustics=1;
  saturation=1;
  contrast=1;
  contrast_base=0.5;
  primary_engine=0;
  primary_multiplier=1;
  secondary_engine=2;
  secondary_multiplier=1;
  ray_distance_on=0;
  ray_distance=1000000;
  ao_on=1;
  ao_amount=0.8;
  ao_radius=10;
  ao_subdivs=8;
}

SettingsCaustics settingsCaustics {
  on=0;
  max_photons=50;
  search_distance=1e+18;
  max_density=0;
  multiplier=1;
  mode=0;
  file="";
  dont_delete=1;
  auto_save=0;
  auto_save_file="";
}

SettingsImageSampler settingsIS {
  type=2;
  fixed_subdivs=1;
  dmc_minSubdivs=1;
  dmc_maxSubdivs=4;
  dmc_threshold=0.00433333;
  subdivision_minRate=-1;
  subdivision_maxRate=2;
  subdivision_jitter=1;
  subdivision_threshold=0.1;
  subdivision_edges=1;
  subdivision_normals=0;
  subdivision_normals_threshold=0.1;
}

SettingsLightCache settingsLightCache {
  subdivs=1733;
  sample_size=0.009;
  filter_type=1;
  filter_samples=9;
  filter_size=0.04;
  prefilter=0;
  prefilter_samples=53;
  depth=100;
  show_calc_phase=1;
  store_direct_light=1;
  world_scale=0;
  mode=0;
  file="";
  auto_save=0;
  auto_save_file="";
  num_passes=8;
  use_for_glossy_rays=0;
  adaptive_sampling=0;
}

SettingsIrradianceMap settingsIMAP {
  min_rate=-5;
  max_rate=0;
  subdivs=28;
  interp_samples=26;
  calc_interp_samples=15;
  interp_frames=2;
  color_threshold=0.383333;
  normal_threshold=0.175;
  distance_threshold=0.133333;
  detail_enhancement=0;
  detail_radius=60;
  detail_subdivs_mult=0.3;
  detail_scale=0;
  randomize_samples=1;
  interpolation_mode=1;
  lookup_mode=3;
  mode=0;
  dont_delete=1;
  file="";
  show_samples=0;
  show_calc_phase=1;
  show_direct_light=0;
  multipass=1;
  check_sample_visibility=0;
  auto_save=0;
  auto_save_file="";
}

SettingsDMCGI settingsDMCGI {
  subdivs=50;
  depth=2;
}

SettingsPhotonMap settingsPhotonMap {
  bounces=10;
  max_photons=30;
  prefilter=0;
  prefilter_samples=10;
  mode=0;
  file="";
  auto_search_distance=1;
  search_distance=20;
  convex_hull_estimate=0;
  dont_delete=1;
  auto_save=0;
  auto_save_file="";
  store_direct_light=1;
  multiplier=1;
  max_density=0;
  retrace_corners=0;
  retrace_bounces=10;
}

SettingsDMCSampler settingsDMCSampler {
  time_dependent=1;
  adaptive_amount=0.983333;
  adaptive_threshold=0.00433333;
  adaptive_min_samples=171;
  subdivs_mult=2;
}

SettingsOutput settingsOutput {
  img_width=1280;
  img_height=720;
  img_pixelAspect=1;
  img_file="";
  img_dir="";
  img_file_needFrameNumber=0;
  anim_start=0;
  anim_end=1;
  anim_frame_padding=4;
  anim_renumber_on=0;
  anim_renumber_start=0;
  anim_renumber_step=1;
  anim_ren_frame_start=0;
  frame_start=0;
  frames_per_second=1;
  frames=List(0);
  rgn_width=1280;
  rgn_height=720;
  bmp_width=1280;
  bmp_height=720;
  r_width=1280;
  r_height=720;
  relements_separateFolders=0;
  relements_divider="                                              ";
}

SettingsCamera settingsCamera {
  type=0;
  height=400;
  dist=2;
  fov=-0.95;
  auto_fit=1;
  curve=1;
  dont_affect_settings=1;
}

SettingsCameraDof settingsCameraDof {
  on=0;
  aperture=5;
  center_bias=0;
  focal_dist=200;
  sides_on=0;
  sides_num=5;
  rotation=0;
  anisotropy=0;
  subdivs=6;
}

SettingsMotionBlur settingsMotionBlur {
  on=0;
}

SettingsDefaultDisplacement settingsDefaultDisplacement {
  override_on=1;
  edgeLength=4;
  viewDependent=1;
  maxSubdivs=256;
  tightBounds=1;
  amount=1;
  relative=0;
}

SettingsRaycaster settingsRaycaster {
  maxLevels=60;
  minLeafSize=0;
  faceLevelCoef=2;
  dynMemLimit=400;
}

SettingsRegionsGenerator settingsRegionsGenerator {
  xc=32;
  yc=32;
  xymeans=0;
  seqtype=3;
  reverse=0;
}

SettingsOptions settingsOptions {
  geom_displacement=1;
  geom_doHidden=1;
  light_doLights=1;
  light_doDefaultLights=1;
  light_doHiddenLights=1;
  light_doShadows=1;
  light_onlyGI=0;
  gi_dontRenderImage=0;
  mtl_reflectionRefraction=1;
  mtl_limitDepth=0;
  mtl_maxDepth=2;
  mtl_doMaps=1;
  mtl_filterMaps=1;
  mtl_transpMaxLevels=50;
  mtl_transpCutoff=0.001;
  mtl_override_on=0;
  mtl_glossy=1;
  ray_bias=0;
}

SettingsColorMapping settingsColorMapping {
  type=0;
  affect_background=1;
  dark_mult=1;
  bright_mult=1;
  gamma=2.2;
  subpixel_mapping=0;
  clamp_output=0;
  clamp_level=1;
  adaptation_only=0;
  linearWorkflow=0;
  exposure=Color(1, 1, 1);
}

SettingsEnvironment renderEnvironment {
  bg_color=Color(0, 0, 0);
  bg_tex=AColor(0, 0, 0, 0);
  gi_color=Color(0, 0, 0);
  gi_tex=AColor(0, 0, 0, 1);
  reflect_color=Color(0, 0, 0);
  reflect_tex=AColor(0, 0, 0, 1);
  refract_color=Color(0, 0, 0);
  refract_tex=AColor(0, 0, 0, 1);
}

TexSky TexSkySun {
  transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  target_transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  turbidity=3;
  ozone=0.35;
  water_vapour=2;
  intensity_multiplier=1;
  size_multiplier=1;
  filter_color=Color(0, 0, 0);
  up_vector=Vector(0, 1, 0);
  invisible=0;
  horiz_illum=25000;
  sky_model=0;
  sun=Sun;
}

SunLight Sun {
  transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  target_transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(0, 0, 0));
  turbidity=3;
  ozone=0.35;
  water_vapour=2;
  intensity_multiplier=1;
  size_multiplier=1;
  filter_color=Color(1, 1, 1);
  up_vector=Vector(0, 0, 1);
  invisible=0;
  horiz_illum=25000;
  sky_model=0;
  shadows=1;
  atmos_shadows=1;
  shadowBias=0;
  shadow_subdivs=8;
  shadow_color=Color(0, 0, 0);
  shadow_color_tex=AColor(0, 0, 0, 1);
  photon_radius=50;
  photonSubdivs=500;
  causticSubdivs=1000;
  diffuseMult=1;
  causticMult=1;
  enabled=0;
  affectDiffuse=1;
  affectSpecular=1;
  diffuse_contribution=1;
  specular_contribution=1;
  channels=0;
  channels_raw=0;
  channels_diffuse=0;
  channels_specular=0;
}

RenderView renderView {
  transform=Transform(Matrix(Vector(0.8660254, 0, 0.5), Vector(0.25, 0.8660254, -0.4330127), Vector(-0.4330127, 0.5, 0.75)), Vector(-2.007892370223999, 2.289161443710327, 3.445683717727661));
  fov=1.269466;
  clipping=0;
  clipping_near=0.1;
  clipping_far=50000;
  use_scene_offset=0;
}

BRDFDiffuse BRDFDiffuse_c54a89ae_5932_4087_afd8_60c8a59a0e3e {
  color_tex=AColor(0.5843138, 0.5803922, 0.6, 1);
}

MtlSingleBRDF MtlSingleBRDF_e55a9051_6582_4a7a_9caf_3ed8d7c947fa {
  brdf=BRDFDiffuse_c54a89ae_5932_4087_afd8_60c8a59a0e3e;
  double_sided=0;
}

Node Node_18676bca_9998_419b_9067_e92ead52d19b {
  transform=Transform(Matrix(Vector(2, 0, 0), Vector(0, 2, 0), Vector(0, 0, 2)), Vector(-0.01250000018626451, 0, 0.03269999846816063));
  geometry=GeomStaticMesh_48d4260f_fdc0_44fa_9a84_5085c6f85454;
  material=MtlSingleBRDF_e55a9051_6582_4a7a_9caf_3ed8d7c947fa;
  nsamples=1;
  visible=1;
}

GeomStaticMesh GeomStaticMesh_48d4260f_fdc0_44fa_9a84_5085c6f85454 {
  vertices=ListVectorHex("ZIPB600000001A000000e7X81OL90OM3AOcTdPY4SEUXbAH8D22AAPIBEU9");
  faces=ListIntHex("ZIPB900000003A000000e7XBPV1XB3MH5237RQZdcD5MW9VLBFNO0H78JP9HN7EOE565EdRSKVGe366cGBRR078FXUc9HREeNcNSA5R1eNT");
  normals=ListVectorHex("ZIPB2001000019000000e7X81OT904WTY1YUOccEPCZQ8UYFXA2a6KXD2FA");
  faceNormals=ListIntHex("ZIPB9000000041000000e7XQH4YFC8PHFTACH6UCF0ZcdXZKE4VAEK4FJGKIST0AUZREYbbB0TCbCEbbVcTEFEUbbAZ3MQV8d7CKR6L49d785aCaLYIA4DA");
  map_channels=List(
      List(
          0, 
          ListVectorHex("ZIPB2001000018000000e7X81OT0TG4SD8B95GCcOKEbRSUeCAZNYKU9"), 
          ListIntHex("ZIPB9000000041000000e7XQH4YFC8PHFTACH6UCF0ZcdXZKE4VAEK4FJGKIST0AUZREYbbB0TCbCEbbVcTEFEUbbAZ3MQV8d7CKR6L49d785aCaLYIA4DA")
      )
  );
  smooth_derivs=List();
  dynamic_geometry=0;
}

BRDFDiffuse BRDFDiffuse_4840c777_3618_4614_b59b_1668c2b6ff5d {
  color_tex=AColor(0.9490196, 0.5215687, 0.5215687, 1);
}

MtlSingleBRDF MtlSingleBRDF_5e34be2c_f9e3_4ca6_817f_f361e62688d0 {
  brdf=BRDFDiffuse_4840c777_3618_4614_b59b_1668c2b6ff5d;
  double_sided=0;
}

Node Node_08a83c35_ff61_4cf5_918c_17a6623ef4d1 {
  transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 1, 0), Vector(0, 0, 1)), Vector(-0.5070000290870667, -0.1571000069379807, 1.042899966239929));
  geometry=GeomStaticMesh_ccb051f3_7f3c_4d61_80df_2fc7c4e1b931;
  material=MtlSingleBRDF_5e34be2c_f9e3_4ca6_817f_f361e62688d0;
  nsamples=1;
  visible=1;
}

GeomStaticMesh GeomStaticMesh_ccb051f3_7f3c_4d61_80df_2fc7c4e1b931 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("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");
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      )
  );
  smooth_derivs=List();
  dynamic_geometry=0;
}

BRDFDiffuse BRDFDiffuse_deb6e218_8626_451f_967e_2d0735e63171 {
  color_tex=AColor(0.9490196, 0.5215687, 0.5215687, 1);
}

MtlSingleBRDF MtlSingleBRDF_ea94526b_9b70_4be7_b249_f55523606cdf {
  brdf=BRDFDiffuse_deb6e218_8626_451f_967e_2d0735e63171;
  double_sided=0;
}

Node Node_ab91e4d8_0d3f_47a1_915c_282fecbf1f55 {
  transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 0.01064282, -0.9999434), Vector(0, 0.9999434, 0.01064282)), Vector(-0.4460999965667725, 0.9822999835014343, 0.1406999975442886));
  geometry=GeomStaticMesh_57458456_b27b_45e9_b972_49c76999dd77;
  material=MtlSingleBRDF_ea94526b_9b70_4be7_b249_f55523606cdf;
  nsamples=1;
  visible=1;
}

GeomStaticMesh GeomStaticMesh_57458456_b27b_45e9_b972_49c76999dd77 {
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  faceNormals=ListIntHex("ZIPBB00D00003D040000e7XeXWRFRM0RJN40FQIG1PGVeA36C6YPQdGIJQQTNLNPVGOFR9We858SKEMDJES1Y03I0NARFSW15CDbFUIF3X4KEaOPF5X38BcK4R6538FCFFb0LYDOcXSbJ28J2JYSaOc9a7cPE15VZLJZBZDRSKUa5e2RaMX1GBPEK8dLQOZdWLd5JMeYdHFUC658UZb3OEWDPaKASOPaDNa4B64ZO8aROE7VTbb4VSDa1cYZN36AJ7U4dHc3WPRZ5NaQEHONa7B1GVCNP9C78ZT5cVWPP77dEMHUEE65KHSLJXT7GJ1YbU858ZdUXYVDHd32CP86MPOLJBGUa0C8MCMFIGDDdUcKFaENO6N9GYQd6OeI62CJQN8AYBaQMHaBJGaDPNQ0DDNFcD9eQXd16GY6S2aY7TJZF1HN6cUWPXd137I93SULXA8SUA332b5U926C0KXQa75ONICXVZVGP2CPKPMZZd1bT70UL3cB5KLF155ZXAFRJJEY6RNEbM143O1NZ5YZXKZ9MEMHY9VR5cOLZcXeATFH1cAT09SN7LPdRI8EIW11BcbKPYPU2QC0ZXbeRA3JY6RZDbWX4XA5A8PTT30XJ9ABb3FA8UEO9EQ52cVMRIRPTWC7dPGcWLPQZ2S53VFZ8Q0KTPC75ZUHLZbH6LI97QWbGSYUOBLIUG971IHY9LI9OLWEMN5ZJVVQ8K4dQ8bH61T5KPWS5E1aVCdFaaR1O525VbBUNJK6S3KIVA3YW12VGCWMIJTN6GG06Ud937U80L14R50L8UGEc637bGL7I06QDQQ137e3a28bbMEWOTMRT2AZ9X3Q4Y5W42bX7OGJcSX6XWLaE6KGYQ1CJGQV2N8NdAPAOD30TLCN4CbWUKeGHFKQJ4aEHCBD2TYB2869U3b3MQ9P9bLA16RcI5c71JbSJ38cbWbOL41DG1IPS9ED1E56c03aAdP7A4PGFDZcI9aEGVJ8YRDMPAPZZVYa6I4MYMQSHGHZOaSTMO2ae06JVYaceTcU95GCVe9SMEMNVXITFVAVHd3GEWYRU3UPLO8HK94GWdJ236V8PVaRLcbEE4U5D7NW2NF7DW23C23YKIA5169OF1Zd9QVELe6XZL1NXYBSG0WUQbJF56UOY57YO2Q0SJRZWcNPTPRRZeEc1YPG52TIUSRDE65KHSL1Z3QD875dC2KYMZADY3Yc4G4RL2OXX4T7HF8B01aGLbES7TJcOLe6T416eA3XVQd6L7K62CSa66AYK9QMHaUFH790KU3KB01SVBKSNeN8TKZ374MaC35GKX5F3A0N9T09SWCeU8MZZ8NKKEBeQRNaUbP8QDM99IbJQNcSNGTROD1MNDU33aMa3OAPADc0Db4LW1KYYKT3C7EYY01cQQZ2eXFXLAIOeUcPG1UUROIBP7L9KSSYUAQ29Bc5LPaCNbaV0ZX7MRC2AY6RUEbAJWN665ZJEWQ2b70ORbH6aQcWKFdHJK8QdXOJV0R6VSZ5RPTRD7YVP3BR0ZX4F9S7RHY90J90eVF1b5ZJcVQcC8e7IbH6IeX17LINJFVcTG1JN1Pa6O7LZ3R5BWZFc5EbRQW1KY24cKF11825FXP7LHK4e9UCa3Q3RTd2BDLcW28BcKecVBT6OUXCA");
  map_channels=List(
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          ListIntHex("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")
      )
  );
  smooth_derivs=List();
  dynamic_geometry=0;
}

BRDFDiffuse BRDFDiffuse_8f22b42f_fa09_487d_8e54_2aa227215b26 {
  color_tex=AColor(0.9490196, 0.5215687, 0.5215687, 1);
}

MtlSingleBRDF MtlSingleBRDF_1fa63173_6bae_4141_b795_26ba6bb51735 {
  brdf=BRDFDiffuse_8f22b42f_fa09_487d_8e54_2aa227215b26;
  double_sided=0;
}

Node Node_25f8b29e_3783_431a_ba62_91999989854c {
  transform=Transform(Matrix(Vector(0.0114588, 0.02114477, -0.9997107), Vector(-0.0003637492, 0.9997764, 0.02114199), Vector(0.9999343, 0.0001213821, 0.01146393)), Vector(0.9330000281333923, -0.1918999999761581, 0.4566999971866608));
  geometry=GeomStaticMesh_bf544be3_90cb_41ec_a5db_86f76356112d;
  material=MtlSingleBRDF_1fa63173_6bae_4141_b795_26ba6bb51735;
  nsamples=1;
  visible=1;
}

GeomStaticMesh GeomStaticMesh_bf544be3_90cb_41ec_a5db_86f76356112d {
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  faces=ListIntHex("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");
  normals=ListVectorHex("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");
  faceNormals=ListIntHex("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");
  map_channels=List(
      List(
          0, 
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          ListIntHex("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")
      )
  );
  smooth_derivs=List();
  dynamic_geometry=0;
}

BRDFDiffuse BRDFDiffuse_a7cbd318_88da_4416_94da_7d7c57390c73 {
  color_tex=AColor(0.9490196, 0.5215687, 0.5215687, 1);
}

MtlSingleBRDF MtlSingleBRDF_f529c900_191e_4c33_a764_30dd19068651 {
  brdf=BRDFDiffuse_a7cbd318_88da_4416_94da_7d7c57390c73;
  double_sided=0;
}

Node Node_22c5e14e_8742_4b21_a1ac_9434a83c9966 {
  transform=Transform(Matrix(Vector(-0.01022988, 0.01721026, 0.9997995), Vector(-6.554264e-05, 0.9998519, -0.01721183), Vector(-0.9999477, -0.0002416045, -0.01022724)), Vector(-1.003399968147278, -0.1918999999761581, -0.4623999893665314));
  geometry=GeomStaticMesh_7f6bf488_decf_49ec_9721_1fde99e01cec;
  material=MtlSingleBRDF_f529c900_191e_4c33_a764_30dd19068651;
  nsamples=1;
  visible=1;
}

GeomStaticMesh GeomStaticMesh_7f6bf488_decf_49ec_9721_1fde99e01cec {
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  faces=ListIntHex("ZIPBB00D0000E0030000e7XULWR0MMMNcKUTHPO3aLLLGA11aYdNGIBVK42Bc3d7U2KKVbTEFZG906662bPJd831PK34Y6P74Xd1P2YRGD36c7I69Ja4F36OZcRAOCZ63BEA2FeX9GcOeHOUUNbLN6ENEeGCXGW1PM5I8W0J6P48GAUS9bGTPN8CN433Y4HWC4HW5KQ4V0NFUL0M9B9RNL20Y33IbUL2DSB42TN67IB1901H2PbbYFb312TaX6YLHRbGAIS9OKUNQRcK1EYMRbQG207FeUCOMVTK86KRAGCR4KFFGHK395aac9T4SDbFDSMS4UeU7BFb7FRXJX5YI0KJZE9JJ4bd0S0NcePHYHLRSTSIJY2UKbYESO1QXBTdMQSA21SDJY2OKb03IdPF7KC0TFSd1P8QKA7a7NAQaVU34Lb7WV64cY56P0007IM8bJQR82PPTOLW0VdBYRQ7HID05dRQARQ35Vc96d76JOZ7X6RLQHcRMWGbKDIJGAMQERbeaacORUK9bD33VQXHXC3FFOWG3EE3F1S2LdbCPRVd71Qc1E1BWORC5E360342OFT1bTE3dVQ2BYWaCabRGbaR24VBYPLHBaN2WF6BWW37EeSND7VdGMbA589888UVWRdNOMYF513cLMDH1S24cb6KPBM427P6R0OZ4OMF0RICUO3UbIETJc9D36Bbbb3a4HGGCSGGFKWK8ZIeI7VRWbQDCJ0BB1CYV5aILOQV0GX6LQH2BY0DR2MJR1Rc8aL4B8aARVEZ6DNSNFYE4HW8dTbAc70BQ944Be1KFaSbOae9HRZDaaTQJUZ9HZ2XLO91GWAGPUWZO8JU455X6bSXI2aYROeQUa1KOZPDGQCGcVbCU0WJN7WH34BdOUD1Be2L6D9CPUAKFF4aQZ3YZ48879Yc8KRe6XdNFa8M8cU5THDMNTFSUaQ5R76AU6bFccR3AUVFMcLD3LX5H7PH5TDaIX0L2YCKPaW2PF5L5IRMR55Ib5RCE7VRJRI0D8ENbGJYJNVEQ0G3Y2PeEHb0JT8UcC6FX1YGEA34Fc6J0eRaN7Y67PDEc0IcCHSXcS2TOPI3D9EMVIH6F8X3FTHPQaUBIJADRZ3A5aOHJEMC7DZ5M3FHJ9BDI9U09EbH5PCIMaHIJVZH5M1L3B38Q4R60X67WOZG2b1PQ6U9eSNAbcP01X670TYeI542PIIYFTTP52W2R9d3YMQ3Y2SYB9V942PFVc1e2XY2GB5M63CeVZWIF7b6baU3PXYJBZEBHT86E66VeWE0aV8aKZ1M3bOZSHYdICYCF6UYEDZLCLIcWcbXH2CFb9G3L51bFMXUDSdIMTcMG11MO9DURBK6HP0KE589d88FUWMARGH3E511eLSWGLIc5cbSE1ZVPFQND36YZ4Y8FALYcOT2VQ0bWQ1JLIcAdb6MPJcMV0DD36eZ4QBG65EcOT7VQGZW92NERbQbaSMPFPPAc2589768HCWT3bHH3F51FD4cIBDN3EPY");
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  faceNormals=ListIntHex("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");
  map_channels=List(
      List(
          0, 
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          ListIntHex("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")
      )
  );
  smooth_derivs=List();
  dynamic_geometry=0;
}

BRDFDiffuse BRDFDiffuse_a52b86b6_e81c_44d7_8657_c24ec1cae7c8 {
  color_tex=AColor(0.9490196, 0.5215687, 0.5215687, 1);
}

MtlSingleBRDF MtlSingleBRDF_a6c4feac_88b6_4bb4_a285_ea143533a004 {
  brdf=BRDFDiffuse_a52b86b6_e81c_44d7_8657_c24ec1cae7c8;
  double_sided=0;
}

Node Node_1ba38dfd_b3b1_4b65_bb5b_3595ad24f9ad {
  transform=Transform(Matrix(Vector(-0.999986, 1.224589e-16, -0.005291814), Vector(1.218126e-16, 1, 1.224589e-16), Vector(0.005291814, 1.218126e-16, -0.999986)), Vector(0.443699985742569, -0.1571000069379807, -0.982200026512146));
  geometry=GeomStaticMesh_178ede5a_a0f1_4c4b_8a0f_1b1938520cf7;
  material=MtlSingleBRDF_a6c4feac_88b6_4bb4_a285_ea143533a004;
  nsamples=1;
  visible=1;
}

GeomStaticMesh GeomStaticMesh_178ede5a_a0f1_4c4b_8a0f_1b1938520cf7 {
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  faces=ListIntHex("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");
  normals=ListVectorHex("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");
  faceNormals=ListIntHex("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");
  map_channels=List(
      List(
          0, 
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          ListIntHex("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")
      )
  );
  smooth_derivs=List();
  dynamic_geometry=0;
}

BRDFDiffuse BRDFDiffuse_211733d2_f779_4918_915c_5e6748d6ca7d {
  color_tex=AColor(0.9490196, 0.5215687, 0.5215687, 1);
}

MtlSingleBRDF MtlSingleBRDF_10e12655_317e_4bb7_830a_f91b40a1a6ea {
  brdf=BRDFDiffuse_211733d2_f779_4918_915c_5e6748d6ca7d;
  double_sided=0;
}

Node Node_42c6544b_507b_40d0_914f_687269ed3cf3 {
  transform=Transform(Matrix(Vector(1, 0, 0), Vector(0, 0.02305027, 0.9997343), Vector(0, -0.9997343, 0.02305027)), Vector(-0.4460999965667725, -0.9652000069618225, 0.1406999975442886));
  geometry=GeomStaticMesh_a91577e2_2248_4b0c_a131_ce4f39db1c59;
  material=MtlSingleBRDF_10e12655_317e_4bb7_830a_f91b40a1a6ea;
  nsamples=1;
  visible=1;
}

GeomStaticMesh GeomStaticMesh_a91577e2_2248_4b0c_a131_ce4f39db1c59 {
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      )
  );
  smooth_derivs=List();
  dynamic_geometry=0;
}

LightDirect LightDirect_700ee873_a896_4f88_88da_b0bdabcddbdb {
  enabled=1;
  transform=Transform(Matrix(Vector(-0.270844, 1.827894, 1.36947), Vector(1.827894, 1.000351, -0.9737058), Vector(-1.36947, 0.9737058, -1.570493)), Vector(-13694.701171875, 9737.05859375, -15704.9306640625));
  color_tex=AColor(0.4666667, 0.6, 0.7137255, 1);
  shadows=1;
  intensity_tex=0.2387324;
  shadowRadius=0;
}

LightDirect LightDirect_c6f7d9b7_070f_4ecd_aaf7_03963c2eed30 {
  enabled=1;
  transform=Transform(Matrix(Vector(0.9156931, -1.125878, -1.78435), Vector(-1.125877, 1.384307, -1.451239), Vector(1.78435, 1.451239, 8.885981e-17)), Vector(17843.501953125, 14512.3876953125, 8.885981143610944e-13));
  color_tex=AColor(0.8980392, 0.8313726, 0.7058824, 1);
  shadows=1;
  intensity_tex=0.2705634;
  shadowRadius=0;
}

LightDirect LightDirect_1d5887c1_1509_476a_9c5d_f3d788c3ed6e {
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