纸张 C01 8cm.vrmat 117 KB

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  775. <value>1.6</value>
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  777. <parameter handler="default" label="refract_glossiness_tex_on" name="refract_glossiness_tex_on" listType="none" type="bool" isUserData="1">
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  780. <parameter handler="default" label="refract_glossiness_tex_mult" name="refract_glossiness_tex_mult" listType="none" type="float" isUserData="1">
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  783. <parameter handler="default" label="refract_glossiness_tex" name="refract_glossiness_tex" listType="none" type="plugin" isUserData="1">
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  787. <value>1</value>
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  789. <parameter handler="default" label="refract_color" name="refract_color" listType="none" type="color" isUserData="1">
  790. <value>
  791. <r>0</r>
  792. <g>0</g>
  793. <b>0</b>
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  796. <parameter handler="default" label="reflect_tex_on" name="reflect_tex_on" listType="none" type="bool" isUserData="1">
  797. <value>1</value>
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  799. <parameter handler="default" label="reflect_tex_mult" name="reflect_tex_mult" listType="none" type="float" isUserData="1">
  800. <value>1</value>
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  802. <parameter handler="default" label="reflect_tex" name="reflect_tex" listType="none" type="plugin" isUserData="1">
  803. <value>/纸张 C01 8cm 淘宝-草图大叔/Paper_C01_8cm_mtl_brdf_0/Paper_C01_refl_tex_1</value>
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  805. <parameter handler="default" label="reflect_glossiness_tex_on" name="reflect_glossiness_tex_on" listType="none" type="bool" isUserData="1">
  806. <value>1</value>
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  808. <parameter handler="default" label="reflect_glossiness_tex_mult" name="reflect_glossiness_tex_mult" listType="none" type="float" isUserData="1">
  809. <value>1</value>
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  815. <value>0.6</value>
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  818. <value>
  819. <r>0</r>
  820. <g>0</g>
  821. <b>0</b>
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  824. <parameter handler="default" label="opacity_tex_on" name="opacity_tex_on" listType="none" type="bool" isUserData="1">
  825. <value>1</value>
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  827. <parameter handler="default" label="opacity_tex_mult" name="opacity_tex_mult" listType="none" type="float" isUserData="1">
  828. <value>1</value>
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  830. <parameter handler="default" label="opacity_tex" name="opacity_tex" listType="none" type="plugin" isUserData="1">
  831. <value/>
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  833. <parameter handler="default" label="opacity_from_alpha_on" name="opacity_from_alpha_on" listType="none" type="bool" isUserData="1">
  834. <value>0</value>
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  836. <parameter handler="default" label="opacity_from_alpha_mode" name="opacity_from_alpha_mode" listType="none" type="integer" isUserData="1">
  837. <value>0</value>
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  839. <parameter handler="default" label="opacity_float" name="opacity_float" listType="none" type="float" isUserData="1">
  840. <value>1</value>
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  842. <parameter handler="default" label="metalness_tex_on" name="metalness_tex_on" listType="none" type="bool" isUserData="1">
  843. <value>1</value>
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  846. <value>1</value>
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  849. <value/>
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  852. <value>0</value>
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  854. <parameter handler="default" label="linear_workflow" name="linear_workflow" listType="none" type="bool" isUserData="1">
  855. <value>0</value>
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  857. <parameter handler="default" label="hilight_glossiness_tex_on" name="hilight_glossiness_tex_on" listType="none" type="bool" isUserData="1">
  858. <value>1</value>
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  860. <parameter handler="default" label="hilight_glossiness_tex_mult" name="hilight_glossiness_tex_mult" listType="none" type="float" isUserData="1">
  861. <value>1</value>
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  863. <parameter handler="default" label="hilight_glossiness_tex" name="hilight_glossiness_tex" listType="none" type="plugin" isUserData="1">
  864. <value/>
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  866. <parameter handler="default" label="hilight_glossiness_float" name="hilight_glossiness_float" listType="none" type="float" isUserData="1">
  867. <value>1</value>
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  869. <parameter handler="default" label="fresnel_ior_tex_on" name="fresnel_ior_tex_on" listType="none" type="bool" isUserData="1">
  870. <value>1</value>
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  872. <parameter handler="default" label="fresnel_ior_tex_mult" name="fresnel_ior_tex_mult" listType="none" type="float" isUserData="1">
  873. <value>1</value>
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  875. <parameter handler="default" label="fresnel_ior_tex" name="fresnel_ior_tex" listType="none" type="plugin" isUserData="1">
  876. <value/>
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  878. <parameter handler="default" label="fresnel_ior_float" name="fresnel_ior_float" listType="none" type="float" isUserData="1">
  879. <value>1.6</value>
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  881. <parameter handler="default" label="fog_color_tex_tex_on" name="fog_color_tex_tex_on" listType="none" type="bool" isUserData="1">
  882. <value>1</value>
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  884. <parameter handler="default" label="fog_color_tex_tex_mult" name="fog_color_tex_tex_mult" listType="none" type="float" isUserData="1">
  885. <value>1</value>
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  887. <parameter handler="default" label="fog_color_tex_tex" name="fog_color_tex_tex" listType="none" type="plugin" isUserData="1">
  888. <value/>
  889. </parameter>
  890. <parameter handler="default" label="fog_color_tex_color" name="fog_color_tex_color" listType="none" type="color" isUserData="1">
  891. <value>
  892. <r>1</r>
  893. <g>1</g>
  894. <b>1</b>
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  897. <parameter handler="default" label="environment_override_tex_on" name="environment_override_tex_on" listType="none" type="bool" isUserData="1">
  898. <value>1</value>
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  900. <parameter handler="default" label="environment_override_tex_mult" name="environment_override_tex_mult" listType="none" type="float" isUserData="1">
  901. <value>1</value>
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  903. <parameter handler="default" label="environment_override_tex" name="environment_override_tex" listType="none" type="plugin" isUserData="1">
  904. <value/>
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  906. <parameter handler="default" label="environment_override_color" name="environment_override_color" listType="none" type="color" isUserData="1">
  907. <value>
  908. <r>0</r>
  909. <g>0</g>
  910. <b>0</b>
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  913. <parameter handler="default" label="diffuse_tex_on" name="diffuse_tex_on" listType="none" type="bool" isUserData="1">
  914. <value>1</value>
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  916. <parameter handler="default" label="diffuse_tex_mult" name="diffuse_tex_mult" listType="none" type="float" isUserData="1">
  917. <value>1</value>
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  919. <parameter handler="default" label="diffuse_tex" name="diffuse_tex" listType="none" type="plugin" isUserData="1">
  920. <value>/纸张 C01 8cm 淘宝-草图大叔/Paper_C01_8cm_mtl_brdf_0/Paper_C01_diff_tex_0</value>
  921. </parameter>
  922. <parameter handler="default" label="diffuse_color" name="diffuse_color" listType="none" type="color" isUserData="1">
  923. <value>
  924. <r>0.282353</r>
  925. <g>0.176471</g>
  926. <b>0.0901961</b>
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  929. <parameter handler="default" label="coat_ior_tex_on" name="coat_ior_tex_on" listType="none" type="bool" isUserData="1">
  930. <value>1</value>
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  932. <parameter handler="default" label="coat_ior_tex_mult" name="coat_ior_tex_mult" listType="none" type="float" isUserData="1">
  933. <value>1</value>
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  935. <parameter handler="default" label="coat_ior_tex" name="coat_ior_tex" listType="none" type="plugin" isUserData="1">
  936. <value/>
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  938. <parameter handler="default" label="coat_ior_float" name="coat_ior_float" listType="none" type="float" isUserData="1">
  939. <value>1.6</value>
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  941. <parameter handler="default" label="coat_glossiness_tex_on" name="coat_glossiness_tex_on" listType="none" type="bool" isUserData="1">
  942. <value>1</value>
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  944. <parameter handler="default" label="coat_glossiness_tex_mult" name="coat_glossiness_tex_mult" listType="none" type="float" isUserData="1">
  945. <value>1</value>
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  947. <parameter handler="default" label="coat_glossiness_tex" name="coat_glossiness_tex" listType="none" type="plugin" isUserData="1">
  948. <value/>
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  950. <parameter handler="default" label="coat_glossiness_float" name="coat_glossiness_float" listType="none" type="float" isUserData="1">
  951. <value>1</value>
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  953. <parameter handler="default" label="coat_color_tex_on" name="coat_color_tex_on" listType="none" type="bool" isUserData="1">
  954. <value>1</value>
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  956. <parameter handler="default" label="coat_color_tex_mult" name="coat_color_tex_mult" listType="none" type="float" isUserData="1">
  957. <value>1</value>
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  959. <parameter handler="default" label="coat_color_tex" name="coat_color_tex" listType="none" type="plugin" isUserData="1">
  960. <value/>
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  962. <parameter handler="default" label="coat_color_color" name="coat_color_color" listType="none" type="color" isUserData="1">
  963. <value>
  964. <r>1</r>
  965. <g>1</g>
  966. <b>1</b>
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  969. <parameter handler="default" label="coat_bump_amount_tex_on" name="coat_bump_amount_tex_on" listType="none" type="bool" isUserData="1">
  970. <value>1</value>
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  972. <parameter handler="default" label="coat_bump_amount_tex_mult" name="coat_bump_amount_tex_mult" listType="none" type="float" isUserData="1">
  973. <value>1</value>
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  975. <parameter handler="default" label="coat_bump_amount_tex" name="coat_bump_amount_tex" listType="none" type="plugin" isUserData="1">
  976. <value/>
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  978. <parameter handler="default" label="coat_bump_amount_float" name="coat_bump_amount_float" listType="none" type="float" isUserData="1">
  979. <value>1</value>
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  981. <parameter handler="default" label="coat_amount_tex_on" name="coat_amount_tex_on" listType="none" type="bool" isUserData="1">
  982. <value>1</value>
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  984. <parameter handler="default" label="coat_amount_tex_mult" name="coat_amount_tex_mult" listType="none" type="float" isUserData="1">
  985. <value>1</value>
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  987. <parameter handler="default" label="coat_amount_tex" name="coat_amount_tex" listType="none" type="plugin" isUserData="1">
  988. <value/>
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  990. <parameter handler="default" label="coat_amount_float" name="coat_amount_float" listType="none" type="float" isUserData="1">
  991. <value>0</value>
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  993. <parameter handler="default" label="bump_map_tex_on" name="bump_map_tex_on" listType="none" type="bool" isUserData="1">
  994. <value>1</value>
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  996. <parameter handler="default" label="bump_map_tex_mult" name="bump_map_tex_mult" listType="none" type="float" isUserData="1">
  997. <value>1</value>
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  999. <parameter handler="default" label="bump_map_tex" name="bump_map_tex" listType="none" type="plugin" isUserData="1">
  1000. <value>/纸张 C01 8cm 淘宝-草图大叔/Paper_C01_8cm_mtl_brdf_0/Paper_C01_bump_tex_tex_3</value>
  1001. </parameter>
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  1003. <value>
  1004. <r>0</r>
  1005. <g>0</g>
  1006. <b>0</b>
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  1013. <value>1</value>
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  1019. <value>0.5</value>
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  1021. <parameter handler="default" label="anisotropy_uvwgen_channel" name="anisotropy_uvwgen_channel" listType="none" type="integer" isUserData="1">
  1022. <value>1</value>
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  1024. <parameter handler="default" label="anisotropy_tex_on" name="anisotropy_tex_on" listType="none" type="bool" isUserData="1">
  1025. <value>1</value>
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  1028. <value>1</value>
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  1030. <parameter handler="default" label="anisotropy_tex" name="anisotropy_tex" listType="none" type="plugin" isUserData="1">
  1031. <value/>
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  1034. <value>1</value>
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  1036. <parameter handler="default" label="anisotropy_rotation_tex_mult" name="anisotropy_rotation_tex_mult" listType="none" type="float" isUserData="1">
  1037. <value>1</value>
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  1039. <parameter handler="default" label="anisotropy_rotation_tex" name="anisotropy_rotation_tex" listType="none" type="plugin" isUserData="1">
  1040. <value/>
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  1043. <value>0</value>
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  1046. <value>0</value>
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  1049. <value/>
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  1051. <parameter handler="default" label="use_environment_override" name="use_environment_override" listType="none" type="bool">
  1052. <value>0</value>
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  1054. <parameter handler="default" label="translucency_thickness" name="translucency_thickness" listType="none" type="float">
  1055. <value>1000</value>
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  1057. <parameter handler="default" label="translucency_surfaceLighting" name="translucency_surfaceLighting" listType="none" type="integer">
  1058. <value>1</value>
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  1060. <parameter handler="default" label="translucency_scatter_dir" name="translucency_scatter_dir" listType="none" type="float">
  1061. <value>1</value>
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  1063. <parameter handler="default" label="translucency_scatter_coeff" name="translucency_scatter_coeff" listType="none" type="float">
  1064. <value>0</value>
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  1066. <parameter handler="default" label="translucency_light_mult" name="translucency_light_mult" listType="none" type="float">
  1067. <value>1</value>
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  1069. <parameter handler="default" label="translucency_color" name="translucency_color" listType="none" type="color">
  1070. <value>
  1071. <r>1</r>
  1072. <g>1</g>
  1073. <b>1</b>
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  1077. <value>1</value>
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  1079. <parameter handler="default" label="translucency" name="translucency" listType="none" type="integer">
  1080. <value>0</value>
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  1082. <parameter handler="default" label="thin_film_thickness_min" name="thin_film_thickness_min" listType="none" type="float">
  1083. <value>250</value>
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  1085. <parameter handler="default" label="thin_film_thickness_max" name="thin_film_thickness_max" listType="none" type="float">
  1086. <value>400</value>
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  1088. <parameter handler="default" label="thin_film_thickness" name="thin_film_thickness" listType="none" type="float">
  1089. <value>0</value>
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  1091. <parameter handler="default" label="thin_film_on" name="thin_film_on" listType="none" type="bool">
  1092. <value>0</value>
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  1094. <parameter handler="default" label="thin_film_ior" name="thin_film_ior" listType="none" type="float">
  1095. <value>1.6</value>
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  1097. <parameter handler="default" label="sheen_glossiness" name="sheen_glossiness" listType="none" type="float">
  1098. <value>0.8</value>
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  1102. <r>0</r>
  1103. <g>0</g>
  1104. <b>0</b>
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  1107. <parameter handler="default" label="self_illumination_gi" name="self_illumination_gi" listType="none" type="bool">
  1108. <value>0</value>
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  1110. <parameter handler="default" label="self_illumination" name="self_illumination" listType="none" type="color">
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  1112. <r>0</r>
  1113. <g>0</g>
  1114. <b>0</b>
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  1117. <parameter handler="default" label="roughness_model" name="roughness_model" listType="none" type="integer">
  1118. <value>1</value>
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  1120. <parameter handler="default" label="roughness" name="roughness" listType="none" type="float">
  1121. <value>0</value>
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  1123. <parameter handler="default" label="refract_trace" name="refract_trace" listType="none" type="bool">
  1124. <value>1</value>
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  1126. <parameter handler="default" label="refract_thin_walled" name="refract_thin_walled" listType="none" type="bool">
  1127. <value>0</value>
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  1129. <parameter handler="default" label="refract_subdivs" name="refract_subdivs" listType="none" type="integer">
  1130. <value>8</value>
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  1132. <parameter handler="default" label="refract_ior" name="refract_ior" listType="none" type="float">
  1133. <value>1.6</value>
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  1135. <parameter handler="default" label="refract_glossiness" name="refract_glossiness" listType="none" type="float">
  1136. <value>1</value>
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  1138. <parameter handler="default" label="refract_exit_color_on" name="refract_exit_color_on" listType="none" type="bool">
  1139. <value>0</value>
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  1141. <parameter handler="default" label="refract_exit_color" name="refract_exit_color" listType="none" type="color">
  1142. <value>
  1143. <r>0</r>
  1144. <g>0</g>
  1145. <b>0</b>
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  1148. <parameter handler="default" label="refract_depth" name="refract_depth" listType="none" type="integer">
  1149. <value>8</value>
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  1151. <parameter handler="default" label="refract_affect_shadows" name="refract_affect_shadows" listType="none" type="bool">
  1152. <value>1</value>
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  1154. <parameter handler="default" label="refract_affect_alpha" name="refract_affect_alpha" listType="none" type="integer">
  1155. <value>0</value>
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  1157. <parameter handler="default" label="refract" name="refract" listType="none" type="color">
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  1160. <g>0</g>
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  1193. <r>0</r>
  1194. <g>0</g>
  1195. <b>0</b>
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  1208. <value>8</value>
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  1214. <value>/纸张 C01 8cm 淘宝-草图大叔/Paper_C01_8cm_mtl_brdf_0/Paper_C01_refl_tex_1</value>
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  1220. <value>20</value>
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  1223. <value>0.4</value>
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  1225. <parameter handler="default" label="refl_imap_min_rate" name="refl_imap_min_rate" listType="none" type="integer">
  1226. <value>-1</value>
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  1229. <value>1</value>
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  1231. <parameter handler="default" label="refl_imap_color_thresh" name="refl_imap_color_thresh" listType="none" type="float">
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  1237. <parameter handler="default" label="option_use_irradiance_map" name="option_use_irradiance_map" listType="none" type="bool">
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  1243. <parameter handler="default" label="option_glossy_rays_as_gi" name="option_glossy_rays_as_gi" listType="none" type="integer">
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  1247. <value>1</value>
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  1249. <parameter handler="default" label="option_fix_dark_edges" name="option_fix_dark_edges" listType="none" type="bool">
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  1252. <parameter handler="default" label="option_energy_mode" name="option_energy_mode" listType="none" type="integer">
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  1255. <parameter handler="default" label="option_double_sided" name="option_double_sided" listType="none" type="bool">
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  1265. <value>2</value>
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  1269. <r>1</r>
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  1272. <a>1</a>
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  1278. <parameter handler="default" label="new_gtr_anisotropy" name="new_gtr_anisotropy" listType="none" type="bool">
  1279. <value>1</value>
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  1281. <parameter handler="default" label="metalness" name="metalness" listType="none" type="float">
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  1284. <parameter handler="default" label="lpe_label" name="lpe_label" listType="none" type="string">
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  1287. <parameter handler="default" label="hilight_soften" name="hilight_soften" listType="none" type="float">
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  1290. <parameter handler="default" label="hilight_glossiness_lock" name="hilight_glossiness_lock" listType="none" type="bool">
  1291. <value>1</value>
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  1293. <parameter handler="default" label="hilight_glossiness" name="hilight_glossiness" listType="none" type="float">
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  1296. <parameter handler="default" label="gtr_gamma" name="gtr_gamma" listType="none" type="float">
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  1303. <value>1</value>
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  1305. <parameter handler="default" label="fresnel_ior" name="fresnel_ior" listType="none" type="float">
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  1354. <value>/纸张 C01 8cm 淘宝-草图大叔/Paper_C01_8cm_mtl_brdf_0/Paper_C01_diff_tex_0</value>
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  1396. <value>/纸张 C01 8cm 淘宝-草图大叔/Paper_C01_8cm_mtl_brdf_0/Paper_C01_bump_tex_tex_3</value>
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</preview>
  1713. </Asset>
  1714. </vrmat>