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- <parameter handler="default" label="diffuse" name="diffuse" listType="none" type="plugin">
- <value>/纸张 A 20cm 淘宝-草图大叔/Paper_A_20cm_mtl_brdf_0/Paper_A_diff_tex_0</value>
- </parameter>
- <parameter handler="default" label="roughness" name="roughness" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="roughness_model" name="roughness_model" listType="none" type="integer">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="self_illumination" name="self_illumination" listType="none" type="color">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="self_illumination_gi" name="self_illumination_gi" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="compensate_camera_exposure" name="compensate_camera_exposure" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="brdf_type" name="brdf_type" listType="none" type="integer">
- <value>4</value>
- </parameter>
- <parameter handler="default" label="reflect" name="reflect" listType="none" type="plugin">
- <value>/纸张 A 20cm 淘宝-草图大叔/Paper_A_20cm_mtl_brdf_0/Paper_A_refl_tex_1</value>
- </parameter>
- <parameter handler="default" label="reflect_glossiness" name="reflect_glossiness" listType="none" type="float">
- <value>0.8</value>
- </parameter>
- <parameter handler="default" label="hilight_glossiness_lock" name="hilight_glossiness_lock" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="gtr_gamma" name="gtr_gamma" listType="none" type="float">
- <value>1.9</value>
- </parameter>
- <parameter handler="default" label="fresnel" name="fresnel" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="fresnel_ior" name="fresnel_ior" listType="none" type="float">
- <value>1.6</value>
- </parameter>
- <parameter handler="default" label="fresnel_ior_lock" name="fresnel_ior_lock" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="metalness" name="metalness" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="reflect_subdivs" name="reflect_subdivs" listType="none" type="integer">
- <value>8</value>
- </parameter>
- <parameter handler="default" label="reflect_trace" name="reflect_trace" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="reflect_depth" name="reflect_depth" listType="none" type="integer">
- <value>8</value>
- </parameter>
- <parameter handler="default" label="reflect_exit_color" name="reflect_exit_color" listType="none" type="color">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="hilight_soften" name="hilight_soften" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="reflect_dim_distance_on" name="reflect_dim_distance_on" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="reflect_dim_distance" name="reflect_dim_distance" listType="none" type="float">
- <value>100</value>
- </parameter>
- <parameter handler="default" label="reflect_dim_distance_falloff" name="reflect_dim_distance_falloff" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="reflect_affect_alpha" name="reflect_affect_alpha" listType="none" type="integer">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="anisotropy" name="anisotropy" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="anisotropy_rotation" name="anisotropy_rotation" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="anisotropy_derivation" name="anisotropy_derivation" listType="none" type="integer">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="anisotropy_axis" name="anisotropy_axis" listType="none" type="integer">
- <value>2</value>
- </parameter>
- <parameter handler="default" label="new_gtr_anisotropy" name="new_gtr_anisotropy" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract" name="refract" listType="none" type="color">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="refract_ior" name="refract_ior" listType="none" type="float">
- <value>1.6</value>
- </parameter>
- <parameter handler="default" label="refract_glossiness" name="refract_glossiness" listType="none" type="float">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_subdivs" name="refract_subdivs" listType="none" type="integer">
- <value>8</value>
- </parameter>
- <parameter handler="default" label="refract_trace" name="refract_trace" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="refract_depth" name="refract_depth" listType="none" type="integer">
- <value>8</value>
- </parameter>
- <parameter handler="default" label="refract_exit_color_on" name="refract_exit_color_on" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="refract_exit_color" name="refract_exit_color" listType="none" type="color">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="refract_affect_alpha" name="refract_affect_alpha" listType="none" type="integer">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="refract_affect_shadows" name="refract_affect_shadows" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="dispersion_on" name="dispersion_on" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="dispersion" name="dispersion" listType="none" type="float">
- <value>50</value>
- </parameter>
- <parameter handler="default" label="refract_thin_walled" name="refract_thin_walled" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="fog_color" name="fog_color" listType="none" type="color">
- <value>
- <r>1</r>
- <g>1</g>
- <b>1</b>
- </value>
- </parameter>
- <parameter handler="default" label="fog_mult" name="fog_mult" listType="none" type="float">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="fog_bias" name="fog_bias" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="fog_unit_scale_on" name="fog_unit_scale_on" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="translucency" name="translucency" listType="none" type="integer">
- <value>0</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_light_mult" name="translucency_light_mult" listType="none" type="float">
- <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_thickness" name="translucency_thickness" listType="none" type="float">
- <value>1000</value>
- </parameter>
- <parameter handler="default" label="translucency_amount" name="translucency_amount" listType="none" type="float">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="option_double_sided" name="option_double_sided" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="option_reflect_on_back" name="option_reflect_on_back" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="option_glossy_rays_as_gi" name="option_glossy_rays_as_gi" listType="none" type="integer">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="option_cutoff" name="option_cutoff" listType="none" type="float">
- <value>0.001</value>
- </parameter>
- <parameter handler="default" label="option_use_irradiance_map" name="option_use_irradiance_map" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="option_energy_mode" name="option_energy_mode" listType="none" type="integer">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="option_fix_dark_edges" name="option_fix_dark_edges" listType="none" type="bool">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="option_use_roughness" name="option_use_roughness" listType="none" type="bool">
- <value>0</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="environment_priority" name="environment_priority" listType="none" type="integer">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="sheen_color" name="sheen_color" listType="none" type="color">
- <value>
- <r>0</r>
- <g>0</g>
- <b>0</b>
- </value>
- </parameter>
- <parameter handler="default" label="sheen_glossiness" name="sheen_glossiness" listType="none" type="float">
- <value>0.8</value>
- </parameter>
- <parameter handler="default" label="coat_color" name="coat_color" listType="none" type="color">
- <value>
- <r>1</r>
- <g>1</g>
- <b>1</b>
- </value>
- </parameter>
- <parameter handler="default" label="coat_amount" name="coat_amount" listType="none" type="float">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="coat_glossiness" name="coat_glossiness" listType="none" type="float">
- <value>1</value>
- </parameter>
- <parameter handler="default" label="coat_ior" name="coat_ior" listType="none" type="float">
- <value>1.6</value>
- </parameter>
- <parameter handler="default" label="coat_bump_lock" name="coat_bump_lock" listType="none" type="bool">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="bump_map" name="bump_map" listType="none" type="plugin">
- <value>/纸张 A 20cm 淘宝-草图大叔/Paper_A_20cm_mtl_brdf_0/Paper_A_bump_tex_tex_3</value>
- </parameter>
- <parameter handler="default" label="bump_amount" name="bump_amount" listType="none" type="float">
- <value>0.12</value>
- </parameter>
- <parameter handler="default" label="bump_type" name="bump_type" listType="none" type="integer">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="lpe_label" name="lpe_label" listType="none" type="string">
- <value>Paper_A_20cm</value>
- </parameter>
- <parameter handler="default" label="fog_color_tex" name="fog_color_tex" listType="none" type="color">
- <value>
- <r>1</r>
- <g>1</g>
- <b>1</b>
- </value>
- </parameter>
- <parameter handler="default" label="diffuse_color" name="diffuse_color" listType="none" type="color" isUserData="1">
- <value>
- <r>0.498039</r>
- <g>0.321569</g>
- <b>0.184314</b>
- </value>
- </parameter>
- <parameter handler="default" label="diffuse_tex" name="diffuse_tex" listType="none" type="plugin" isUserData="1">
- <value>/纸张 A 20cm 淘宝-草图大叔/Paper_A_20cm_mtl_brdf_0/Paper_A_diff_tex_0</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="anisotropy_float" name="anisotropy_float" listType="none" type="float" isUserData="1">
- <value>0</value>
- </parameter>
- <parameter handler="default" label="anisotropy_tex" name="anisotropy_tex" listType="none" type="plugin" isUserData="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_rotation_float" name="anisotropy_rotation_float" listType="none" type="float" isUserData="1">
- <value>0</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_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="bump_amount_float" name="bump_amount_float" listType="none" type="float" isUserData="1">
- <value>0.12</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_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="coat_bump_amount_float" name="coat_bump_amount_float" 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_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="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_map_tex" name="bump_map_tex" listType="none" type="plugin" isUserData="1">
- <value>/纸张 A 20cm 淘宝-草图大叔/Paper_A_20cm_mtl_brdf_0/Paper_A_bump_tex_tex_3</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="coat_amount_float" name="coat_amount_float" listType="none" type="float" isUserData="1">
- <value>0</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_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="opacity_float" name="opacity_float" 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_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="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_color_tex" name="coat_color_tex" listType="none" type="plugin" isUserData="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_glossiness_float" name="coat_glossiness_float" 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_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_ior_float" name="coat_ior_float" listType="none" type="float" isUserData="1">
- <value>1.6</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_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="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="environment_override_tex" name="environment_override_tex" listType="none" type="plugin" isUserData="1">
- <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="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="fog_color_tex_tex" name="fog_color_tex_tex" listType="none" type="plugin" isUserData="1">
- <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="fresnel_ior_float" name="fresnel_ior_float" listType="none" type="float" isUserData="1">
- <value>1.6</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_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="hilight_glossiness_float" name="hilight_glossiness_float" 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_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="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="self_illumination_tex" name="self_illumination_tex" listType="none" type="plugin" isUserData="1">
- <value/>
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</preview>
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