/////////////////////////////////////////
// Exported by V-Ray Plugins Exporter
// V-Ray core version is 5.20.00 built at Oct 24 14:28:32 2021 0e5fbdc
// Exported at Wed Dec 24 22:38:41 2025
// V-Ray 5 for 3ds Max 23.3.10.3917, update 2
/////////////////////////////////////////
// Frame at time 0

InfoRenderEngine infoRenderEngine {
  engine_type="cpu";
  version="5.20.00";
  build="0e5fbdcc";
  build_date="2021-10-24 14:33";
  exporter_version="5.20.00";
  host="3ds Max";
  host_version="2021";
}

SceneMetadata sceneMetadata {
  user_attributes=ListString(
    "VMP9DB4D93A91FFF912=MINGREN II LOW",
    "VMP52DD8470038390E5=",
    "VMP233E6E699D93C95B=https://www.sakurashop.co.jp/products/george_nakashima/field/item_category/table_desk/",
    "VMP37CD19A563F080F8=Artem Radionov",
    "VMP39231FC6D995C857=",
    "VMPA78E2B8957513437=слэб, спил, древесина, эко, лофт, кантри, китай, восточнй, mingren, ii low, china, slab, saw cut, wood, eco, loft, country, oriental"
  );
}

SettingsRTEngine rtEngine_settings {
  trace_depth=5;
  gi_depth=3;
  cpu_bundle_size=128;
  cpu_samples_per_pixel=4;
  gpu_bundle_size=192;
  gpu_samples_per_pixel=16;
  low_gpu_thread_priority=0;
  coherent_tracing=0;
  stereo_mode=0;
  stereo_eye_distance=6.5;
  stereo_focus=2;
  opencl_texsize=512;
  opencl_resizeTextures=0;
  opencl_textureFormat=2;
  progressive_samples_per_pixel=1;
  undersampling=2;
  disable_render_elements=0;
  max_render_time=0;
  max_sample_level=5000;
  noise_threshold=0.01;
  enable_mask=0;
  max_draw_interval=150;
  min_draw_interval=50;
  interactive=0;
  enable_cpu_interop=0;
  enable_bucket_sampler=0;
  out_of_core=0;
  gpu_light_cache=1;
}

SettingsEXR vraySettingsEXR {
  bits_per_channel=16;
}

GeomStaticMesh Mesh_382923762327121604 {
  vertices=ListVectorHex("[encoded data, 58012 characters]");
  faces=ListIntHex("[encoded data, 60844 characters]");
  normals=ListVectorHex("[encoded data, 67344 characters]");
  faceNormals=ListIntHex("[encoded data, 60844 characters]");
  map_channels=List(
    List(
      1,
      ListVectorHex("[encoded data, 53924 characters]"),
      ListIntHex("[encoded data, 61456 characters]")
    )
  );
  edge_visibility=ListIntHex("ZIPC9012000037000000eAHt0jERAAAIAzEhaMQeZmqmLpgyvIG/5HYiDxhggAEGGGCAAQYYYIABBhhggAEGngwUI7u8jA==");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_001@node_2 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F0000000000000000E089E03F00000000C0CFF4BF000000A0AE747D40");
  pivot_offset=Vector(-0.5168304, 1.30072, -471.2926);
  geometry=Mesh_382923762327121604;
  material=MINGREN_II_LOW_001@mtl_0;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-001",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-001",
    "layer/0"
  );
}

Node MINGREN_II_LOW_Group@node_1 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F0000000000000000000000000000000000000000000000404BFF6F40");
  pivot_offset=Vector(3.051758e-05, -0, -255.9779);
  visible=0;
  scene_name=ListString(
    "MINGREN II LOW-Group",
    "scene/MINGREN II LOW-Group",
    "layer/0"
  );
}

MtlSingleBRDF MINGREN_II_LOW_001@mtl_0 {
  brdf=MINGREN_II_LOW_001@mtl_brdf_0;
  scene_name=ListString(
    "MINGREN II LOW-001"
  );
}

BRDFVRayMtl MINGREN_II_LOW_001@mtl_brdf_0 {
  opacity=1;
  opacity_mode=2;
  diffuse=MINGREN_II_LOW_001@mtl_brdf_0_diffuse_combine;
  roughness=0;
  roughness_model=1;
  self_illumination=AColor(0, 0, 0, 1);
  self_illumination_gi=1;
  compensate_camera_exposure=0;
  brdf_type=1;
  reflect=AColor(0.4, 0.4, 0.4, 1);
  reflect_glossiness=MINGREN_II_LOW_001@mtl_brdf_0_refl_gloss_combine;
  hilight_glossiness_lock=1;
  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;
  new_gtr_anisotropy=0;
  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_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=0;
  option_use_roughness=0;
  use_environment_override=0;
  environment_priority=0;
  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=0;
  bump_map=MINGREN_II_LOW_004@tex_3;
  bump_amount=0.05;
  bump_type=5;
  lpe_label="MINGREN II LOW-001";
}

TexDirt MINGREN_II_LOW_004@tex_0 {
  white_color=MINGREN_II_LOW_004@tex_0_white_color_combine;
  black_color=MINGREN_II_LOW_004@tex_0_black_color_combine;
  radius=MINGREN_II_LOW_004@tex_0_radius_combine;
  distribution=1;
  falloff=0;
  subdivs=8;
  bias_x=0;
  bias_y=0;
  bias_z=0;
  ignore_for_gi=1;
  ignore_bump=0;
  consider_same_object_only=0;
  invert_normal=0;
  affect_alpha=0;
  double_sided=0;
  work_with_transparency=0;
  thin_mode=0;
  mode=4;
  environment_occlusion=0;
  affect_reflection_elements=1;
  glossiness=1;
  use_texture_for_excluded=0;
  subdivs_as_samples=1;
  screen_space_radius=0;
  streaks_ambient=0;
  streaks_inner=0;
  streaks_blur=0;
  blur=0.1;
  streaks_size=50;
  streaks_density=1;
}

TexBitmap MINGREN_II_LOW_003@tex_1 {
  alpha_from_intensity=2;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_003@tex_1_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_0_gsRGB;
}

BitmapBuffer bitmapBuffer_0_gsRGB {
  filter_type=1;
  filter_blur=1;
  color_space=1;
  rgb_color_space="raw";
  gamma=0.4545454;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="resources/4ccb7e78_mingren ii low-003.jpg";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel MINGREN_II_LOW_003@tex_1_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

TexCombineColor MINGREN_II_LOW_004@tex_0_white_color_combine {
  color=Color(1, 1, 1);
  texture=MINGREN_II_LOW_003@tex_1;
  texture_multiplier=1;
}

TexBitmap MINGREN_II_LOW_002@tex_2 {
  alpha_from_intensity=2;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_002@tex_2_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_1_gsRGB;
}

BitmapBuffer bitmapBuffer_1_gsRGB {
  filter_type=1;
  filter_blur=1;
  color_space=1;
  rgb_color_space="raw";
  gamma=0.4545454;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="resources/4fb2c907_mingren ii low-002.jpg";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel MINGREN_II_LOW_002@tex_2_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

TexCombineColor MINGREN_II_LOW_004@tex_0_black_color_combine {
  color=Color(0, 0, 0);
  texture=MINGREN_II_LOW_002@tex_2;
  texture_multiplier=1;
}

TexBitmap MINGREN_II_LOW_001@tex_mono_0 {
  alpha_from_intensity=0;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_001@tex_mono_0_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_2_gsRGB;
}

BitmapBuffer bitmapBuffer_2_gsRGB {
  filter_type=1;
  filter_blur=1;
  color_space=1;
  rgb_color_space="raw";
  gamma=0.4545454;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="resources/6dff0783_mingren ii low-001.jpg";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel MINGREN_II_LOW_001@tex_mono_0_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=0.5;
  uvw_channel=1;
}

TexFloatToColor MINGREN_II_LOW_001@tex_mono_0_mono {
  input=MINGREN_II_LOW_001@tex_mono_0::out_intensity;
}

TexCombineFloat MINGREN_II_LOW_004@tex_0_radius_combine {
  value=1;
  texture=MINGREN_II_LOW_001@tex_mono_0_mono;
  texture_multiplier=1;
  result_multiplier=35;
}

TexCombineColor MINGREN_II_LOW_001@mtl_brdf_0_diffuse_combine {
  color=Color(0.5, 0.5, 0.5);
  texture=MINGREN_II_LOW_004@tex_0;
  texture_multiplier=1;
}

TexBitmap MINGREN_II_LOW_005@tex_mono_1 {
  alpha_from_intensity=0;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_005@tex_mono_1_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_3_gsRGB;
}

BitmapBuffer bitmapBuffer_3_gsRGB {
  filter_type=1;
  filter_blur=1;
  color_space=1;
  rgb_color_space="raw";
  gamma=0.4545454;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="resources/a0366555_mingren ii low-005.jpg";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel MINGREN_II_LOW_005@tex_mono_1_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

TexFloatToColor MINGREN_II_LOW_005@tex_mono_1_mono {
  input=MINGREN_II_LOW_005@tex_mono_1::out_intensity;
}

TexCombineFloat MINGREN_II_LOW_001@mtl_brdf_0_refl_gloss_combine {
  value=0.8199999;
  texture=MINGREN_II_LOW_005@tex_mono_1_mono;
  texture_multiplier=0.08;
  texture_clamp=1;
}

TexBitmap MINGREN_II_LOW_004@tex_3 {
  alpha_from_intensity=2;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_004@tex_3_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_4_gsRGB;
}

BitmapBuffer bitmapBuffer_4_gsRGB {
  filter_type=1;
  filter_blur=1;
  color_space=1;
  rgb_color_space="raw";
  gamma=0.4545454;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="resources/f5249eb0_mingren ii low-004.jpg";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel MINGREN_II_LOW_004@tex_3_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

GeomStaticMesh Mesh_8612337717395012698 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("[encoded data, 10140 characters]");
  faceNormals=ListIntHex("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");
  map_channels=List(
    List(
      1,
      ListVectorHex("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"),
      ListIntHex("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")
    )
  );
  edge_visibility=ListIntHex("ZIPCD80000004B000000eAG7vS1X+jY6/v/fHkMMpuZbrvTvbbnyIHkInQ/SD+QD6e0gs8C0NUgeyAfStSB5CL0PJA/kA+n7IHkw/RYkT1UszcDAAADcknIN");
  face_mtlIDs=ListIntHex("ZIPC50080000AB000000eAHdk9sKwDAIQ7vb///yFHpghGVMWPuwgmTaVFPrltbaEsba4yNt63YEpq3dknvlw6vukweMtLeL/IrUU0zt5Ezd3CV56bPnMCiPi/6A6KJPmleToRce5+GxrwhfkfOK5FNE9wxUrX/xeesZOOOdqKEzNNLX+R7pz3gnaoyecf2fv/aZhbfoZoR+KFb7U72fmyNX1+l3dV3+atzpqcad/mrc3bcaPwGdTQSH");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_002@node_3 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F0000000000000060D19A7540000000602E606F400000004055C86D40");
  pivot_offset=Vector(59.94434, -251.3098, -238.2604);
  geometry=Mesh_8612337717395012698;
  material=MINGREN_II_LOW_001@mtl_0;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-002",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-002",
    "layer/0"
  );
}

GeomStaticMesh Mesh_6824692186274378722 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("[encoded data, 10140 characters]");
  faceNormals=ListIntHex("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");
  map_channels=List(
    List(
      1,
      ListVectorHex("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"),
      ListIntHex("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")
    )
  );
  edge_visibility=ListIntHex("ZIPCD80000004B000000eAG7vS1X+jY6/v/fHkMMpuZbrvTvbbnyIHkInQ/SD+QD6e0gs8C0NUgeyAfStSB5CL0PJA/kA+n7IHkw/RYkT1UszcDAAADcknIN");
  face_mtlIDs=ListIntHex("ZIPC50080000AB000000eAHdk9sKwDAIQ7vb///yFHpghGVMWPuwgmTaVFPrltbaEsba4yNt63YEpq3dknvlw6vukweMtLeL/IrUU0zt5Ezd3CV56bPnMCiPi/6A6KJPmleToRce5+GxrwhfkfOK5FNE9wxUrX/xeesZOOOdqKEzNNLX+R7pz3gnaoyecf2fv/aZhbfoZoR+KFb7U72fmyNX1+l3dV3+atzpqcad/mrc3bcaPwGdTQSH");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_003@node_4 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000E0EC7E77C0000000602E606F400000004055C86D40");
  pivot_offset=Vector(-61.50027, -251.3098, -238.2604);
  geometry=Mesh_6824692186274378722;
  material=MINGREN_II_LOW_001@mtl_0;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-003",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-003",
    "layer/0"
  );
}

GeomStaticMesh Mesh_8977356451804305071 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("[encoded data, 5740 characters]");
  faceNormals=ListIntHex("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");
  map_channels=List(
    List(
      1,
      ListVectorHex("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"),
      ListIntHex("ZIPCB013000071060000eAE1lQWUlVUURofuBluxkwGkSxhgsOhUxAAMMMAAA6yxu0FRFEHs7i7s7u7u7ta98btvrb2+e/Z/77nn8XhvKioqKjrBpqE26cvUdQ1140xd91Cf1Jm6nqFhnKnrHRqTOlPXNzSNM3WbheakztQNCC3jTN3A0JrUmbohoW3cyuQWcBm4Ni/P2rwia3PFsDl5cdbmJVmbl2ZtrgD29FxZmyvBquAz17IK6FZPWstqce2T1rIG6NZKWsuaoFsnaS1rg269pLWsG7dB0lrWB91GSWvZMG5jciu4Blyb12ZtXpe1uUmwl+fdr3MtW8KVWZtXZW1eDe53n+uX4GXoEDrHvUK+CnVCR1L3GrwOtUJl3Bvkm+B56QK6t+BtqBfsp3sH3gX3STfQvQfvQ4PguffgA/gQ3Cc9QPcRfAyNgud0n8Cn4D7pBbrP4HNoEjyn+wK+BPdJH9B9BV9Ds+A53TfwLbhP+oHuO/geWgTP6X6AH8F90h90P8HP0Cp4TvcL/ArukyrQ/Qa/Q5vgOd0f8CdUhcGk7i/4GwaF6rh/yH+hXbCfztftMAr8jJfBRGgLT8AC8MyLsASGga/aYXtSNwX8fesUJsRNSk0sf3mPznP2qBumxk0ju4K9xL46n7u3fpgeN4PsDp4R9+p87t6GYWbcLLIneEbcq/O5exuH2XFzyN7gGXGvzufubRrmxh1O9gXPiHt1Pndv81BD6o4Bf4c9I+7V1YB7W4ZjyRo4CQaAZ8S9Op+7t3U4Oe4MciB4Rtyr87l7/ZzFz1k3L/UQUhbFLU1tL7GHbiR0gPIDUavW/642WQc68kjGgq4u1AP/v8p80NWHBlBNLQtB52sY3Ag3JK1laNz1ZCP2NgxbU+uczbQW59T5st8tcHPSutyhuwma0K9xsI9uRNK63KHzZT+/S7clrcsduluhOf2ahmakbnietaCWlqAbDaPAnqWvbgy0Zk+rYA9dZdK69NWxrWI83AV3Jq1lXNwdZFs2tgl+Xrptk9biZ6mzp/3uhXuS1uUO3d2wAhvbBfvptklalzt09rTfMrg/aV3u0N0HK7NxxbASqZuQZ6tQy6qg2w4mwrJwP6mbBKuzZ7VgD52/X6Z16atrC/PgIXgwaS1nxT1AtqffGuFMat05SWsZFGdP+z0KjyStyx26h2Et+q0Z7Kc7O2ld7tDZ035PwONJ63KH7jFYl35rh3VI3fw8W49a1gfdubAA7Fn66s6DDdmzQbCHzu+1aV366trBBfA0PJW0lvPjniQ3pt9GYSG1bnHSWqphMdjTfs/Bs0nrcofuGehAv02C/XQXJq3LHTp72u9FeCFpXe7QPQ+d6FcZOpK6RXnWmVo2Bd1FsATsWfrqlkJX9nQJ9tANSVqXvrqh4G+ffz9lB9D5+9adHt3CjnH+5vnMWjqDbjJMAb8j0oNzk8mdoCdrv4/id11XJ2kt/g7oerHX78uoMDrO75zfs948lzGsdSyXp7VUxvk+fD9Tw86kzpn7cqhP2CXO9+Eza+kCut1gGkwJk0ndrrAZPfoF35OuXtK6vE+d9zvL9LB7nHcNoEf/sAd1ud+0lm7gTHvBDHAmcRbdnjCQHlXBWXQNktbiLDrvd5aZYe847xpMj0FhH+pyv2ktPcCZ9oNZ4EziLLp9YQg9qoOz6Bolrct8Ou93ltlh/zjv2oIem4cDqMv9prX0Amc6COaAM4mz6A6EreixZXAWXZOkdZlP5/3OMjccHOddQ+mxdTiEutxvWksfcKbD4HBwJnEW3aEwnB7DgrPomiWty3w673eWmnAEqfOukfQYEY6M836fWUs/0B0Nx4AzibPojoLR9BgVnEXXImld5tMdATVwbDiO1HnXWHqMCcfHeb/PrKU/6E6Ek8CZxFl0J8B4eowLzqJrlbQu8+m831lODqfEedc29JgQTqUu95vWUgXOdDqcAc4kzqI7DSbSY9vgLLo2Sesyn877nWVBODfOuybRY7twHnW537SWwVAFZ8E8WBS255zuTNiB9YWkLAbdoKS1VINuR/YuJX1v4nvSLSEvgp1Yi+9J598s07q8T90IGAmT2StTQDccdmE9NexM6irzbFdq2Q1008ndYSxrmcZatwfsCeNwMh50e8EMsBaWy93eLPaB+dQyk7VuX9gPzsbJOaCbBbPBWvy30R0AB8JCatk/7iByDpyPkwtANxcOBmtpB7r/AFgc8eA=")
    )
  );
  edge_visibility=ListIntHex("ZIPCA800000047000000eAG7vS1X+jYQTzbxNADRt7f5Ch1WyQOLQfgQ+f/7ITSy2O1ttdK39+VK3wfpA9NvwfrubwPS30DqIfRvsLkgPvkYAByOWOk=");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_004@node_5 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F0000000000000080B72383C0000000000098E9BF000000203AF07F40");
  pivot_offset=Vector(-0, -0, -511.0142);
  geometry=Mesh_8977356451804305071;
  material=MINGREN_II_LOW_002@mtl_1;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-004",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-004",
    "layer/0"
  );
}

MtlSingleBRDF MINGREN_II_LOW_002@mtl_1 {
  brdf=MINGREN_II_LOW_002@mtl_brdf_1;
  scene_name=ListString(
    "MINGREN II LOW-002"
  );
}

BRDFVRayMtl MINGREN_II_LOW_002@mtl_brdf_1 {
  opacity=1;
  opacity_mode=2;
  diffuse=AColor(0, 0, 0, 1);
  roughness=0;
  roughness_model=1;
  self_illumination=AColor(0, 0, 0, 1);
  self_illumination_gi=1;
  compensate_camera_exposure=0;
  brdf_type=1;
  reflect=AColor(0.2313726, 0.2352941, 0.2039216, 1);
  reflect_glossiness=MINGREN_II_LOW_002@mtl_brdf_1_refl_gloss_combine;
  hilight_glossiness_lock=1;
  fresnel=0;
  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;
  new_gtr_anisotropy=0;
  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_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=0;
  option_use_roughness=0;
  use_environment_override=0;
  environment_priority=0;
  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=0;
  lpe_label="MINGREN II LOW-002";
}

TexBitmap MINGREN_II_LOW_001@tex_mono_2 {
  alpha_from_intensity=0;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_001@tex_mono_2_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_2_gsRGB;
}

UVWGenChannel MINGREN_II_LOW_001@tex_mono_2_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

TexFloatToColor MINGREN_II_LOW_001@tex_mono_2_mono {
  input=MINGREN_II_LOW_001@tex_mono_2::out_intensity;
}

TexCombineFloat MINGREN_II_LOW_002@mtl_brdf_1_refl_gloss_combine {
  value=0.6;
  texture=MINGREN_II_LOW_001@tex_mono_2_mono;
  texture_multiplier=0.15;
  texture_clamp=1;
}

GeomStaticMesh Mesh_11104270561322338974 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("[encoded data, 5740 characters]");
  faceNormals=ListIntHex("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");
  map_channels=List(
    List(
      1,
      ListVectorHex("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"),
      ListIntHex("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")
    )
  );
  edge_visibility=ListIntHex("ZIPCA800000047000000eAG7vS1X+jYQTzbxNADRt7f5Ch1WyQOLQfgQ+f/7ITSy2O1ttdK39+VK3wfpA9NvwfrubwPS30DqIfRvsLkgPvkYAByOWOk=");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_005@node_6 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F0000000000000060AEFB69C0000000000098E9BF000000203AF07F40");
  pivot_offset=Vector(-0, -0, -511.0142);
  geometry=Mesh_11104270561322338974;
  material=MINGREN_II_LOW_002@mtl_1;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-005",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-005",
    "layer/0"
  );
}

GeomStaticMesh Mesh_9572800339798872027 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("[encoded data, 5760 characters]");
  faceNormals=ListIntHex("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");
  map_channels=List(
    List(
      1,
      ListVectorHex("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"),
      ListIntHex("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")
    )
  );
  edge_visibility=ListIntHex("ZIPCA800000047000000eAG7vS1X+jYQTzbxNADRt7f5Ch1WyQOLQfgQ+f/7ITSy2O1ttdK39+VK3wfpA9NvwfrubwPS30DqIfRvsLkgPvkYAByOWOk=");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_006@node_7 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000C00F278240000000000098E9BF000000203AF07F40");
  pivot_offset=Vector(-0, -0, -511.0142);
  geometry=Mesh_9572800339798872027;
  material=MINGREN_II_LOW_002@mtl_1;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-006",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-006",
    "layer/0"
  );
}

GeomStaticMesh Mesh_8266864166276410358 {
  vertices=ListVectorHex("[encoded data, 4392 characters]");
  faces=ListIntHex("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");
  normals=ListVectorHex("[encoded data, 8216 characters]");
  faceNormals=ListIntHex("[encoded data, 4120 characters]");
  map_channels=List(
    List(
      1,
      ListVectorHex("[encoded data, 6068 characters]"),
      ListIntHex("[encoded data, 4456 characters]")
    )
  );
  edge_visibility=ListIntHex("ZIPC6001000031000000eAG7vc1XaJKKp/AkFSDN4gNkd0pPBvM9hYC0kJCBp9CjbbnSt0cxGWHAyAAAgqGvcA==");
  face_mtlIDs=ListIntHex("ZIPCB00D000090000000eAHtVVsKwCAMq3vc/8prGYGRD7fACioVSlbsyxBdM7PmhnX4R9g+iZ0+Z9g2iQXXT77h/43eJmVhThSHryLyVeQ+nA/9AqFj6OQtn/dH9/n8o/vMJ8/L+9k+98/21fOo80D3XxH3gxH3hTF7frV+xd//k1V5UPVf8WszoOpcZUOtX/H990flv+L7DFy42wLf");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_007@node_8 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F0000000000000000B6C829C00000000000ABE4BF00000000C26E3E40");
  pivot_offset=Vector(1.525879e-05, -3.051758e-05, -30.43265);
  geometry=Mesh_8266864166276410358;
  material=MINGREN_II_LOW_003@mtl_2;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-007",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-007",
    "layer/0"
  );
}

MtlSingleBRDF MINGREN_II_LOW_003@mtl_2 {
  brdf=MINGREN_II_LOW_003@mtl_brdf_2;
  scene_name=ListString(
    "MINGREN II LOW-003"
  );
}

BRDFVRayMtl MINGREN_II_LOW_003@mtl_brdf_2 {
  opacity=1;
  opacity_mode=2;
  diffuse=MINGREN_II_LOW_003@mtl_brdf_2_diffuse_combine;
  roughness=0;
  roughness_model=1;
  self_illumination=AColor(0, 0, 0, 1);
  self_illumination_gi=1;
  compensate_camera_exposure=0;
  brdf_type=1;
  reflect=AColor(0.2705882, 0.2705882, 0.2705882, 1);
  reflect_glossiness=MINGREN_II_LOW_003@mtl_brdf_2_refl_gloss_combine;
  hilight_glossiness_lock=1;
  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;
  new_gtr_anisotropy=0;
  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_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=0;
  option_use_roughness=0;
  use_environment_override=0;
  environment_priority=0;
  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=0;
  bump_map=MINGREN_II_LOW_007@tex_5;
  bump_amount=0.05;
  bump_type=5;
  lpe_label="MINGREN II LOW-003";
}

TexBitmap MINGREN_II_LOW_006@tex_4 {
  alpha_from_intensity=2;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_006@tex_4_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_5_gsRGB;
}

BitmapBuffer bitmapBuffer_5_gsRGB {
  filter_type=1;
  filter_blur=1;
  color_space=1;
  rgb_color_space="raw";
  gamma=0.4545454;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="resources/d042e3e8_mingren ii low-006.jpg";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel MINGREN_II_LOW_006@tex_4_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

TexCombineColor MINGREN_II_LOW_003@mtl_brdf_2_diffuse_combine {
  color=Color(0.5, 0.5, 0.5);
  texture=MINGREN_II_LOW_006@tex_4;
  texture_multiplier=1;
}

TexBitmap MINGREN_II_LOW_005@tex_mono_3 {
  alpha_from_intensity=0;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_005@tex_mono_3_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_3_gsRGB;
}

UVWGenChannel MINGREN_II_LOW_005@tex_mono_3_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

TexFloatToColor MINGREN_II_LOW_005@tex_mono_3_mono {
  input=MINGREN_II_LOW_005@tex_mono_3::out_intensity;
}

TexCombineFloat MINGREN_II_LOW_003@mtl_brdf_2_refl_gloss_combine {
  value=0.8;
  texture=MINGREN_II_LOW_005@tex_mono_3_mono;
  texture_multiplier=0.08;
  texture_clamp=1;
}

TexBitmap MINGREN_II_LOW_007@tex_5 {
  alpha_from_intensity=2;
  nouvw_color=AColor(0, 0, 0, 0);
  uvwgen=MINGREN_II_LOW_007@tex_5_uvwgen;
  placement_type=0;
  u=0;
  v=0;
  w=1;
  h=1;
  uv_noise_on=0;
  bitmap=bitmapBuffer_6_gsRGB;
}

BitmapBuffer bitmapBuffer_6_gsRGB {
  filter_type=1;
  filter_blur=1;
  color_space=1;
  rgb_color_space="raw";
  gamma=0.4545454;
  maya_compatible=0;
  allow_negative_colors=1;
  interpolation=3;
  file="resources/37c9ecd3_mingren ii low-007.jpg";
  load_file=1;
  ifl_start_frame=0;
  ifl_playback_rate=1;
  ifl_end_condition=0;
}

UVWGenChannel MINGREN_II_LOW_007@tex_5_uvwgen {
  uvw_transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000000000000000000000000000000000000000000000");
  wrap_u=1;
  wrap_v=1;
  crop_u=0;
  crop_v=0;
  wrap_mode=1;
  duvw_scale=1;
  uvw_channel=1;
}

GeomStaticMesh Mesh_319660235751721070 {
  vertices=ListVectorHex("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");
  faces=ListIntHex("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");
  normals=ListVectorHex("[encoded data, 5740 characters]");
  faceNormals=ListIntHex("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");
  map_channels=List(
    List(
      1,
      ListVectorHex("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"),
      ListIntHex("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")
    )
  );
  edge_visibility=ListIntHex("ZIPCA800000047000000eAG7vS1X+jYQTzbxNADRt7f5Ch1WyQOLQfgQ+f/7ITSy2O1ttdK39+VK3wfpA9NvwfrubwPS30DqIfRvsLkgPvkYAByOWOk=");
  smooth_derivs=0;
  dynamic_geometry=0;
  smooth_uv=1;
}

Node MINGREN_II_LOW_008@node_9 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F00000000000000809A128940000000000098E9BF000000203AF07F40");
  pivot_offset=Vector(-0, -0, -511.0142);
  geometry=Mesh_319660235751721070;
  material=MINGREN_II_LOW_002@mtl_1;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-008",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-008",
    "layer/0"
  );
}

Node MINGREN_II_LOW_009@node_10 {
  transform=TransformHex("0000803F0000000000000000000000000000803F0000000000000000000000000000803F0000000000000080D1F88540000000000098E9BF000000203AF07F40");
  pivot_offset=Vector(-0, -0, -511.0142);
  geometry=Mesh_11104270561322338974;
  material=MINGREN_II_LOW_002@mtl_1;
  nsamples=1;
  visible=1;
  primary_visibility=1;
  scene_name=ListString(
    "MINGREN II LOW-009",
    "scene/MINGREN II LOW-Group/MINGREN II LOW-009",
    "layer/0"
  );
}

SettingsEnvironment renderEnvironment {
  bg_color=Color(0, 0, 0);
  bg_tex=AColor(0, 0, 0, 1);
  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);
  secondary_matte_color=Color(0, 0, 0);
  secondary_matte_tex=AColor(0, 0, 0, 1);
  global_light_level=Color(1, 1, 1);
}

SettingsCameraDof settingsCameraDOF {
  on=0;
  aperture=5;
  center_bias=0;
  focal_dist=200;
  sides_on=0;
  sides_num=5;
  rotation=0;
  anisotropy=0;
  subdivs=1;
}

SettingsCamera settingsCamera {
  type=8;
  height=90;
  dist=2;
  fov=0.7853982;
  auto_fit=1;
  curve=1;
  auto_corrections_mode=1;
  auto_exposure=0;
  auto_white_balance=0;
  auto_exposure_compensation=0;
}

RenderView renderView {
  transform=TransformHex("AC19593FC9A807BFFDFF7F32CAC77C3E4144CA3EE186623FF714F0BE0F1B40BF2982EE3E00000000000000402BCE95C0000000C0D60FA1C000000060FC259740");
  fov=0.7853982;
  focalDistance=200;
  clipping=0;
  clipping_near=0.1;
  clipping_far=-1e+30;
  orthographic=0;
  ortho_adjust_to_scene=1;
  use_scene_offset=1;
}

SettingsUnitsInfo settingsUnits {
  meters_scale=0.001;
  photometric_scale=0.002094395;
  scene_upDir=Vector(0, 0, 1);
  seconds_scale=0.03333334;
  frames_scale=30;
  rgb_color_space=1;
}

SettingsColorMapping colorMapping {
  type=6;
  affect_background=1;
  dark_mult=1;
  bright_mult=1;
  gamma=2.2;
  subpixel_mapping=0;
  clamp_output=0;
  clamp_level=1;
  adaptation_only=2;
  linearWorkflow=0;
}

SettingsGI gi_settings {
  on=1;
  refract_caustics=1;
  reflect_caustics=1;
  saturation=1;
  contrast=1;
  contrast_base=0.5;
  primary_engine=2;
  primary_multiplier=1;
  secondary_engine=3;
  secondary_multiplier=1;
  ray_distance_on=0;
  ray_distance=100;
  ao_on=0;
  ao_amount=0.8;
  ao_radius=10;
  ao_subdivs=8;
}

SettingsOutput output_settings {
  img_width=640;
  img_height=480;
  img_pixelAspect=1;
  img_clearMode=0;
  frames_per_second=1;
  frames=ListInt(    0);
}

SettingsOptions settingsOptions {
  geom_displacement=1;
  light_doLights=1;
  light_doDefaultLights=2;
  light_doHiddenLights=1;
  light_doShadows=1;
  light_onlyGI=0;
  gi_dontRenderImage=0;
  mtl_reflectionRefraction=1;
  mtl_limitDepth=0;
  mtl_maxDepth=5;
  mtl_doMaps=1;
  mtl_filterMaps=1;
  mtl_filterMapsForSecondaryRays=1;
  mtl_transpMaxLevels=50;
  mtl_transpCutoff=0.001;
  mtl_override_on=0;
  mtl_glossy=1;
  geom_backfaceCull=0;
  ray_bias=0;
  gi_texFilteringMultiplier=5;
  misc_abortOnMissingAsset=0;
  misc_transferAssets=1;
  misc_useCachedAssets=1;
  dr_assetsCacheLimitType=2;
  dr_assetsCacheLimitValue=100;
  dr_overwriteLocalCacheSettings=1;
  ray_max_intensity_on=1;
  ray_max_intensity=20;
  probabilistic_lights_on=2;
  num_probabilistic_lights=8;
  misc_consistentLightingElements=0;
}

SettingsCaustics settingsCaustics {
  on=0;
  max_photons=60;
  search_distance_units=1;
  search_distance=5;
  search_distance_pixels=4;
  max_density=0;
  multiplier=1;
  mode=0;
  dont_delete=1;
  auto_save=0;
  auto_save_file="";
  show_calc_phase=0;
}

SettingsImageSampler settingsIS {
  type=3;
  min_shade_rate=6;
  fixed_subdivs=1;
  dmc_minSubdivs=1;
  dmc_maxSubdivs=24;
  dmc_threshold=0.01;
  subdivision_minRate=-1;
  subdivision_maxRate=2;
  subdivision_jitter=1;
  subdivision_threshold=0.1;
  subdivision_edges=0;
  subdivision_normals=0;
  subdivision_normals_threshold=0.05;
  progressive_minSubdivs=1;
  progressive_maxSubdivs=100;
  progressive_threshold=0.005;
  progressive_maxTime=1;
  progressive_bundleSize=128;
  progressive_showMask=0;
  progressive_progNoiseThreshold=30;
  progressive_effectsUpdate=10;
  render_mask_mode=0;
  render_mask_clear=0;
  progressive_autoswitch_effectsresult=1;
}

FilterLanczos aaFilter {
  size=2;
}

SettingsLightCache settingsLightCache {
  subdivs=1000;
  sample_size=0.01;
  filter_type=1;
  filter_samples=5;
  filter_size=0.02;
  prefilter=1;
  prefilter_samples=20;
  depth=100;
  show_calc_phase=1;
  store_direct_light=1;
  world_scale=0;
  mode=0;
  dont_delete=1;
  auto_save=0;
  auto_save_file="";
  num_passes=64;
  use_for_glossy_rays=1;
  adaptive_sampling=0;
  premultiplied=1;
  multiple_views=0;
  retrace_enabled=1;
  retrace_threshold=2;
  retrace_leak_prevention=0.8;
  type=0;
}

SettingsIrradianceMap settingsIMAP {
  min_rate=-3;
  max_rate=0;
  subdivs=50;
  interp_samples=20;
  calc_interp_samples=10;
  interp_frames=2;
  color_threshold=0.3;
  normal_threshold=0.1;
  distance_threshold=0.1;
  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;
  show_samples=0;
  show_calc_phase=1;
  show_direct_light=0;
  multiple_views=0;
  multipass=1;
  check_sample_visibility=0;
  auto_save=0;
  auto_save_file="";
}

SettingsDMCGI settingsDMCGI {
  subdivs=8;
  depth=3;
}

SettingsPhotonMap settingsPhotonMap {
  bounces=10;
  max_photons=30;
  prefilter=0;
  prefilter_samples=10;
  mode=0;
  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;
  show_calc_phase=0;
}

SettingsDMCSampler settingsDMCSampler {
  time_dependent=1;
  adaptive_amount=0.85;
  adaptive_threshold=0.005;
  adaptive_min_samples=16;
  subdivs_mult=1;
  path_sampler_type=2;
  div_shade_subdivs=1;
  random_seed=0;
  use_local_subdivs=0;
  use_blue_noise_optimization=0;
}

SettingsMotionBlur settingsMotionBlur {
  on=0;
  geom_samples=2;
  low_samples=1;
  duration=0.5;
  subdivs=1;
  bias=0;
  shutter_efficiency=1;
  interval_center=0.5;
}

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

SettingsRaycaster settingsRaycaster {
  maxLevels=80;
  minLeafSize=0;
  faceLevelCoef=1;
  dynMemLimit=4000;
  optLevel=0;
  embreeUse=1;
  embreeUseMB=1;
  embreeHair=1;
  embreeLowMemory=0;
}

SettingsTextureCache settingsTextureCache {
  cache_size=4000;
}

SettingsRegionsGenerator settingsRegionsGenerator {
  xc=48;
  yc=48;
  xymeans=0;
  seqtype=4;
  reverse=0;
}

SettingsVFB settingsVFB {
  version=3;
  bloom_weight=20;
  bloom_mask_intensity=3;
  glare_on=0;
  glare_weight=50;
  glare_size=20;
  glare_type=1;
  glare_mode=0;
  glare_image_path="";
  glare_obstacle_image_path="";
  glare_diffraction_on=1;
  glare_use_obstacle_image=0;
  glare_cam_blades_on=1;
  glare_cam_num_blades=6;
  glare_cam_rotation=0;
  glare_cam_fnumber=8;
  glare_mask_intensity=3;
  interactive=1;
  hardware_accelerated=1;
  display_srgb=1;
  filter_rotation=0;
  use_occlusion=0;
  occlusion_symmetric=1;
  occlusion_percent=20;
  occlusion_rotation=0;
  occlusion_arc=100;
  use_grating=0;
  grating_length=10;
  grating_slope=0;
  grating_strength=1;
  grating_density=50;
  grating_zoom=5;
  use_scratch=0;
  scr_pattern=0;
  scr_symmetric=1;
  scr_multiglare_count=1;
  scr_seed=0;
  scr_density=50;
  scr_strength=1;
  scr_slope_variance=0;
  scr_width_variance=0;
  scr_length=50;
  scr_zoom=2;
  scr_rotation=0;
  use_dust=0;
  dust_pattern=0;
  dust_radius_variance=0;
  dust_strength=1;
  dust_density=50;
  dust_zoom=2;
  dust_rotation=0;
  dust_jitter=0;
  obst_image_zoom=1;
  obst_image_rotation=0;
  obst_image_strength=1;
  enable_vfb2=1;
  vfb2_layers='{"Version":1,"class":"root","properties":{"enable":true,"expand":false,"expandable":true,"name":"","version":1},"sub-layers":[{"class":"chaos.displayCorrection","properties":{"blkptconv":false,"enable":true,"expand":true,"expandable":true,"exposure":0,"icc_file":"","icc_profile_data":null,"icc_rendintent":0,"name":"Display Correction","ocio_colorspace":0,"ocio_displaydevice":0,"ocio_file":"","ocio_saveinimage":false,"ocio_viewtransform":0,"profile":1,"save_rgb_primitives":false,"version":1},"sub-layers":[{"class":"chaos.ref.sourcefolder","properties":{"blend_mode":0,"enable":true,"expand":false,"expandable":false,"name":"Source: RGB","opacity":1,"show_preview":true,"src_type":0,"version":1},"sub-layers":[{"class":"chaos.ref.lightmix","properties":{"enable":false,"expand":false,"expandable":true,"name":"LightMix","version":1},"sub-layers":[]},{"class":"chaos.ref.composite","properties":{"blend_mode":0,"enable":false,"expand":false,"expandable":true,"name":"Composite","opacity":1,"show_preview":true,"version":1},"sub-layers":[]}]},{"class":"chaos.pe.denoiser","properties":{"active":false,"blend_mode":0,"denoiser_mode":1,"enable":false,"expand":false,"expandable":true,"hwAccelerate":true,"name":"Denoiser: unavailable","opacity":1,"preset":2,"radius":10,"strength":1,"version":1},"sub-layers":[]},{"class":"chaos.pe.sharpen.blur","properties":{"blend_mode":0,"blur_radius":1.330000042915,"enable":false,"expand":false,"expandable":true,"name":"Sharpen/Blur","opacity":1,"sharpen_amount":1,"sharpen_blur_compute":false,"sharpen_radius":0.5,"version":1},"sub-layers":[]},{"class":"chaos.pe.lensfx","properties":{"bake_glare_weight":true,"blades_rotation":0,"blend_mode":0,"bloom_weight":20,"camera_type":0,"cold_warm":true,"create_effects_result_channel":true,"dust_density":50,"dust_jitter":0,"dust_pattern":0,"dust_radius_variance":0,"dust_rotation":0,"dust_strength":1,"dust_zoom":2,"enable":false,"enable_blades":true,"expand":false,"expandable":true,"filter_rotation":0,"glare_image_path":"","glare_obstacle_image_path":"","glare_on":false,"glare_size":20,"glare_threshold":3,"glare_use_obstacle_image":false,"glare_weight":50,"grating_density":50,"grating_length":10,"grating_slope":0,"grating_strength":1,"grating_zoom":5,"hardware_accelerated":true,"interactive":true,"name":"Lens Effects","obst_image_rotation":0,"obst_image_strength":1,"obst_image_zoom":1,"occlusion_arc":100,"occlusion_percent":20,"occlusion_rotation":0,"occlusion_symmetric":true,"opacity":1,"saturation":3,"save_glare":false,"scr_density":50,"scr_length":50,"scr_multiglare_count":1,"scr_pattern":0,"scr_rotation":0,"scr_seed":0,"scr_slope_variance":0,"scr_strength":1,"scr_symmetric":true,"scr_width_variance":0,"scr_zoom":2,"sides":6,"stereo_mode":0,"streak_blur":8,"use_dust":false,"use_filter_image":false,"use_grating":false,"use_occlusion":false,"use_scratch":false,"version":1},"sub-layers":[]},{"class":"chaos.cc.whiteBalance","properties":{"blend_mode":0,"color_tint":[1,1,1],"enable":false,"expand":false,"expandable":true,"name":"White Balance","opacity":1,"show_preview":true,"temp":6500,"tint":0,"version":1},"sub-layers":[]},{"class":"chaos.cc.exposure","properties":{"blend_mode":0,"contrast":0,"enable":false,"expand":false,"expandable":true,"exposure":0,"hilight_burn":1,"name":"Exposure","opacity":1,"show_preview":true,"version":1},"sub-layers":[]},{"class":"chaos.cc.curves","properties":{"blend_mode":0,"curve_graph":{"version":1},"enable":false,"expand":false,"expandable":true,"name":"Curves","opacity":1,"show_preview":true,"version":1},"sub-layers":[]},{"class":"chaos.cc.hueSatLight","properties":{"blend_mode":0,"enable":false,"expand":false,"expandable":true,"hue":0,"lightness":0,"name":"Hue / Saturation","opacity":1,"sat":0,"show_preview":true,"version":1},"sub-layers":[]},{"class":"chaos.cc.colorBalance","properties":{"all_blue":0,"all_green":0,"all_red":0,"blend_mode":0,"enable":false,"expand":false,"expandable":true,"high_blue":0,"high_green":0,"high_red":0,"mid_blue":0,"mid_green":0,"mid_red":0,"name":"Color Balance","opacity":1,"shadows_blue":0,"shadows_green":0,"shadows_red":0,"show_group":0,"show_preview":true,"version":1},"sub-layers":[]},{"class":"chaos.ref.external","properties":{"as_foreground":false,"blend_mode":0,"enable":false,"expand":false,"expandable":true,"horizontal_offset":0,"image":"","image_fit":0,"name":"Background","opacity":1,"save_in_file":true,"version":1,"vertical_offset":0},"sub-layers":[]},{"class":"chaos.cc.lut","properties":{"blend_mode":0,"enable":false,"expand":false,"expandable":true,"linear2log":false,"linear2srgb":false,"lut_color_space":0,"lut_file":"","name":"Lookup Table","opacity":1,"save_in_file":false,"show_preview":true,"version":2},"sub-layers":[]}]},{"class":"chaos.overlay.stamp","properties":{"enable":false,"expand":false,"expandable":true,"name":"Stamp","stamp_color":[1,1,1],"stamp_font":{"face":"Arial","family":0,"point_size":10,"style":0,"version":1,"weight":0},"stamp_horiz_align":1,"stamp_string":{"final_string":"","raw_string":"","version":1},"stamp_vert_align":32,"version":1},"sub-layers":[]}]}';
}


