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- <value>1</value>
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- <parameter handler="default" label="translucency_color_tex_mult" name="translucency_color_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="translucency_color_tex" name="translucency_color_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="translucency_color_color" name="translucency_color_color" listType="none" type="color" isUserData="1">
- <value>
- <r>1</r>
- <g>1</g>
- <b>1</b>
- </value>
- </parameter>
- <parameter handler="default" label="translucency_cache" name="translucency_cache" listType="none" type="integer" isUserData="1">
- <value>3</value>
- </parameter>
- <parameter handler="default" label="thin_film_thickness_tex_on" name="thin_film_thickness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="thin_film_thickness_tex_mult" name="thin_film_thickness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="thin_film_thickness_tex" name="thin_film_thickness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="thin_film_thickness_float" name="thin_film_thickness_float" listType="none" type="float" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="thin_film_ior_tex_on" name="thin_film_ior_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="thin_film_ior_tex_mult" name="thin_film_ior_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="thin_film_ior_tex" name="thin_film_ior_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="thin_film_ior_float" name="thin_film_ior_float" listType="none" type="float" isUserData="1">
- <value>1.6</value>
- </parameter>
- <parameter handler="default" label="texture_multiplier_mode" name="texture_multiplier_mode" listType="none" type="integer" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="sheen_glossiness_tex_on" name="sheen_glossiness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="sheen_glossiness_tex_mult" name="sheen_glossiness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="sheen_glossiness_tex" name="sheen_glossiness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="sheen_glossiness_float" name="sheen_glossiness_float" listType="none" type="float" isUserData="1">
- <value>0.8</value>
- </parameter>
- <parameter handler="default" label="sheen_color_tex_on" name="sheen_color_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="sheen_color_tex_mult" name="sheen_color_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="sheen_color_tex" name="sheen_color_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="sheen_color_color" name="sheen_color_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="shader_channels" name="shader_channels" listType="none" type="integer" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="self_illumination_tex_on" name="self_illumination_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="self_illumination_tex_mult" name="self_illumination_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="self_illumination_tex" name="self_illumination_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="self_illumination_color" name="self_illumination_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="roughness_tex_on" name="roughness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="roughness_tex_mult" name="roughness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="roughness_tex" name="roughness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="roughness_float" name="roughness_float" listType="none" type="float" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="refract_tex_on" name="refract_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_tex_mult" name="refract_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_tex" name="refract_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="refract_ior_tex_on" name="refract_ior_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_ior_tex_mult" name="refract_ior_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_ior_tex" name="refract_ior_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="refract_ior_float" name="refract_ior_float" listType="none" type="float" isUserData="1">
- <value>1.6</value>
- </parameter>
- <parameter handler="default" label="refract_glossiness_tex_on" name="refract_glossiness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_glossiness_tex_mult" name="refract_glossiness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_glossiness_tex" name="refract_glossiness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="refract_glossiness_float" name="refract_glossiness_float" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_color" name="refract_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="reflect_tex_on" name="reflect_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="reflect_tex_mult" name="reflect_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="reflect_tex" name="reflect_tex" listType="none" type="plugin" isUserData="1">
- <value>/纸张 E01 30cm 淘宝-草图大叔/Paper_E01_30cm_mtl_brdf_0/Paper_E01_refl_tex_1</value>
- </parameter>
- <parameter handler="default" label="reflect_glossiness_tex_on" name="reflect_glossiness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="reflect_glossiness_tex_mult" name="reflect_glossiness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="reflect_glossiness_tex" name="reflect_glossiness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="reflect_glossiness_float" name="reflect_glossiness_float" listType="none" type="float" isUserData="1">
- <value>0.6</value>
- </parameter>
- <parameter handler="default" label="reflect_color" name="reflect_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="opacity_tex_on" name="opacity_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="opacity_tex_mult" name="opacity_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="opacity_tex" name="opacity_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="opacity_from_alpha_on" name="opacity_from_alpha_on" listType="none" type="bool" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="opacity_from_alpha_mode" name="opacity_from_alpha_mode" listType="none" type="integer" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="opacity_float" name="opacity_float" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="metalness_tex_on" name="metalness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="metalness_tex_mult" name="metalness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="metalness_tex" name="metalness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="metalness_float" name="metalness_float" listType="none" type="float" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="linear_workflow" name="linear_workflow" listType="none" type="bool" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="hilight_glossiness_tex_on" name="hilight_glossiness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="hilight_glossiness_tex_mult" name="hilight_glossiness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="hilight_glossiness_tex" name="hilight_glossiness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="hilight_glossiness_float" name="hilight_glossiness_float" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="fresnel_ior_tex_on" name="fresnel_ior_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="fresnel_ior_tex_mult" name="fresnel_ior_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="fresnel_ior_tex" name="fresnel_ior_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="fresnel_ior_float" name="fresnel_ior_float" listType="none" type="float" isUserData="1">
- <value>1.6</value>
- </parameter>
- <parameter handler="default" label="fog_color_tex_tex_on" name="fog_color_tex_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="fog_color_tex_tex_mult" name="fog_color_tex_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="fog_color_tex_tex" name="fog_color_tex_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="fog_color_tex_color" name="fog_color_tex_color" listType="none" type="color" isUserData="1">
- <value>
- <r>1</r>
- <g>1</g>
- <b>1</b>
- </value>
- </parameter>
- <parameter handler="default" label="environment_override_tex_on" name="environment_override_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="environment_override_tex_mult" name="environment_override_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="environment_override_tex" name="environment_override_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="environment_override_color" name="environment_override_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="diffuse_tex_on" name="diffuse_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="diffuse_tex_mult" name="diffuse_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="diffuse_tex" name="diffuse_tex" listType="none" type="plugin" isUserData="1">
- <value>/纸张 E01 30cm 淘宝-草图大叔/Paper_E01_30cm_mtl_brdf_0/Paper_E01_diff_tex_0</value>
- </parameter>
- <parameter handler="default" label="diffuse_color" name="diffuse_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0.419608</r>
- <g>0.415686</g>
- <b>0.392157</b>
- </value>
- </parameter>
- <parameter handler="default" label="coat_ior_tex_on" name="coat_ior_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_ior_tex_mult" name="coat_ior_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_ior_tex" name="coat_ior_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="coat_ior_float" name="coat_ior_float" listType="none" type="float" isUserData="1">
- <value>1.6</value>
- </parameter>
- <parameter handler="default" label="coat_glossiness_tex_on" name="coat_glossiness_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_glossiness_tex_mult" name="coat_glossiness_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_glossiness_tex" name="coat_glossiness_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="coat_glossiness_float" name="coat_glossiness_float" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_color_tex_on" name="coat_color_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_color_tex_mult" name="coat_color_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_color_tex" name="coat_color_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="coat_color_color" name="coat_color_color" listType="none" type="color" isUserData="1">
- <value>
- <r>1</r>
- <g>1</g>
- <b>1</b>
- </value>
- </parameter>
- <parameter handler="default" label="coat_bump_amount_tex_on" name="coat_bump_amount_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_bump_amount_tex_mult" name="coat_bump_amount_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_bump_amount_tex" name="coat_bump_amount_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="coat_bump_amount_float" name="coat_bump_amount_float" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_amount_tex_on" name="coat_amount_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_amount_tex_mult" name="coat_amount_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_amount_tex" name="coat_amount_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="coat_amount_float" name="coat_amount_float" listType="none" type="float" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="bump_map_tex_on" name="bump_map_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="bump_map_tex_mult" name="bump_map_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="bump_map_tex" name="bump_map_tex" listType="none" type="plugin" isUserData="1">
- <value>/纸张 E01 30cm 淘宝-草图大叔/Paper_E01_30cm_mtl_brdf_0/Paper_E01_bump_tex_tex_3</value>
- </parameter>
- <parameter handler="default" label="bump_map_color" name="bump_map_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="bump_amount_tex_on" name="bump_amount_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="bump_amount_tex_mult" name="bump_amount_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="bump_amount_tex" name="bump_amount_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="bump_amount_float" name="bump_amount_float" listType="none" type="float" isUserData="1">
- <value>0.5</value>
- </parameter>
- <parameter handler="default" label="anisotropy_uvwgen_channel" name="anisotropy_uvwgen_channel" listType="none" type="integer" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="anisotropy_tex_on" name="anisotropy_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="anisotropy_tex_mult" name="anisotropy_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="anisotropy_tex" name="anisotropy_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="anisotropy_rotation_tex_on" name="anisotropy_rotation_tex_on" listType="none" type="bool" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="anisotropy_rotation_tex_mult" name="anisotropy_rotation_tex_mult" listType="none" type="float" isUserData="1">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="anisotropy_rotation_tex" name="anisotropy_rotation_tex" listType="none" type="plugin" isUserData="1">
- <value/>
- </parameter>
- <parameter handler="default" label="anisotropy_rotation_float" name="anisotropy_rotation_float" listType="none" type="float" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="anisotropy_float" name="anisotropy_float" listType="none" type="float" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="volume" name="volume" listType="none" type="plugin">
- <value/>
- </parameter>
- <parameter handler="default" label="use_environment_override" name="use_environment_override" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="translucency_thickness" name="translucency_thickness" listType="none" type="float">
- <value>1000</value>
- </parameter>
- <parameter handler="default" label="translucency_surfaceLighting" name="translucency_surfaceLighting" listType="none" type="integer">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="translucency_scatter_dir" name="translucency_scatter_dir" listType="none" type="float">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="translucency_scatter_coeff" name="translucency_scatter_coeff" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="translucency_light_mult" name="translucency_light_mult" listType="none" type="float">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="translucency_color" name="translucency_color" listType="none" type="color">
- <value>
- <r>1</r>
- <g>1</g>
- <b>1</b>
- </value>
- </parameter>
- <parameter handler="default" label="translucency_amount" name="translucency_amount" listType="none" type="float">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="translucency" name="translucency" listType="none" type="integer">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="thin_film_thickness_min" name="thin_film_thickness_min" listType="none" type="float">
- <value>250</value>
- </parameter>
- <parameter handler="default" label="thin_film_thickness_max" name="thin_film_thickness_max" listType="none" type="float">
- <value>400</value>
- </parameter>
- <parameter handler="default" label="thin_film_thickness" name="thin_film_thickness" listType="none" type="float">
- <value>0</value>
- </parameter>
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- <r>0</r>
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- <r>0</r>
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- <parameter handler="default" label="reflect_dim_distance_on" name="reflect_dim_distance_on" listType="none" type="bool">
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- <parameter handler="default" label="reflect_dim_distance" name="reflect_dim_distance" listType="none" type="float">
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- <parameter handler="default" label="reflect_depth" name="reflect_depth" listType="none" type="integer">
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- <value>1</value>
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- <value>0.25</value>
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- <parameter handler="default" label="option_use_roughness" name="option_use_roughness" listType="none" type="bool">
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- <parameter handler="default" label="option_reflect_on_back" name="option_reflect_on_back" listType="none" type="bool">
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- <parameter handler="default" label="opacity_source" name="opacity_source" listType="none" type="integer">
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- <value>2</value>
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- <parameter handler="default" label="opacity" name="opacity" listType="none" type="float">
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- <parameter handler="default" label="new_gtr_anisotropy" name="new_gtr_anisotropy" listType="none" type="bool">
- <value>1</value>
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- <parameter handler="default" label="metalness" name="metalness" listType="none" type="float">
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- <parameter handler="default" label="lpe_label" name="lpe_label" listType="none" type="string">
- <value>Paper_E01_30cm</value>
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- <parameter handler="default" label="gtr_gamma" name="gtr_gamma" listType="none" type="float">
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- <parameter handler="default" label="fresnel" name="fresnel" listType="none" type="bool">
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- <parameter handler="default" label="fog_color_tex" name="fog_color_tex" listType="none" type="color">
- <value>
- <r>1</r>
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- <parameter handler="default" label="fog_color" name="fog_color" listType="none" type="color">
- <value>
- <r>1</r>
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- <value>
- <r>0</r>
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- <parameter handler="default" label="compensate_camera_exposure" name="compensate_camera_exposure" listType="none" type="bool">
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- <parameter handler="default" label="coat_ior" name="coat_ior" listType="none" type="float">
- <value>1.6</value>
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- <value>1</value>
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- <parameter handler="default" label="coat_color" name="coat_color" listType="none" type="color">
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- <r>1</r>
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- <value/>
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- <list/>
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- <value>/纸张 E01 30cm 淘宝-草图大叔/Paper_E01_30cm_mtl_brdf_0/Paper_E01_bump_tex_tex_3</value>
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- <parameter handler="default" label="bump_amount" name="bump_amount" listType="none" type="float">
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- <parameter handler="default" label="anisotropy_uvwgen" name="anisotropy_uvwgen" listType="none" type="plugin">
- <value/>
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- <parameter handler="default" label="anisotropy_rotation" name="anisotropy_rotation" listType="none" type="float">
- <value>0</value>
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- <parameter handler="default" label="anisotropy_derivation" name="anisotropy_derivation" listType="none" type="integer">
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- </parameter>
- <parameter handler="default" label="anisotropy_axis" name="anisotropy_axis" listType="none" type="integer">
- <value>2</value>
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- <parameter handler="default" label="anisotropy" name="anisotropy" listType="none" type="float">
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- </parameter>
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- <parameter handler="default" label="gamma" name="gamma" listType="none" type="float">
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- <parameter handler="default" label="frame_sequence" name="frame_sequence" listType="none" type="bool">
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- <parameter handler="FileBrowserHandler" label="file" name="file" listType="none" type="string">
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</preview>
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