纸张 F 6cm.vrmat 113 KB

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  804. <parameter handler="default" label="fog_mult" name="fog_mult" listType="none" type="float">
  805. <value>1</value>
  806. </parameter>
  807. <parameter handler="default" label="fog_bias" name="fog_bias" listType="none" type="float">
  808. <value>0</value>
  809. </parameter>
  810. <parameter handler="default" label="fog_unit_scale_on" name="fog_unit_scale_on" listType="none" type="bool">
  811. <value>1</value>
  812. </parameter>
  813. <parameter handler="default" label="translucency" name="translucency" listType="none" type="integer">
  814. <value>0</value>
  815. </parameter>
  816. <parameter handler="default" label="translucency_color" name="translucency_color" listType="none" type="color">
  817. <value>
  818. <r>1</r>
  819. <g>1</g>
  820. <b>1</b>
  821. </value>
  822. </parameter>
  823. <parameter handler="default" label="translucency_light_mult" name="translucency_light_mult" listType="none" type="float">
  824. <value>1</value>
  825. </parameter>
  826. <parameter handler="default" label="translucency_scatter_dir" name="translucency_scatter_dir" listType="none" type="float">
  827. <value>1</value>
  828. </parameter>
  829. <parameter handler="default" label="translucency_scatter_coeff" name="translucency_scatter_coeff" listType="none" type="float">
  830. <value>0</value>
  831. </parameter>
  832. <parameter handler="default" label="translucency_thickness" name="translucency_thickness" listType="none" type="float">
  833. <value>1000</value>
  834. </parameter>
  835. <parameter handler="default" label="translucency_amount" name="translucency_amount" listType="none" type="float">
  836. <value>1</value>
  837. </parameter>
  838. <parameter handler="default" label="option_double_sided" name="option_double_sided" listType="none" type="bool">
  839. <value>1</value>
  840. </parameter>
  841. <parameter handler="default" label="option_reflect_on_back" name="option_reflect_on_back" listType="none" type="bool">
  842. <value>0</value>
  843. </parameter>
  844. <parameter handler="default" label="option_glossy_rays_as_gi" name="option_glossy_rays_as_gi" listType="none" type="integer">
  845. <value>1</value>
  846. </parameter>
  847. <parameter handler="default" label="option_cutoff" name="option_cutoff" listType="none" type="float">
  848. <value>0.001</value>
  849. </parameter>
  850. <parameter handler="default" label="option_use_irradiance_map" name="option_use_irradiance_map" listType="none" type="bool">
  851. <value>1</value>
  852. </parameter>
  853. <parameter handler="default" label="option_energy_mode" name="option_energy_mode" listType="none" type="integer">
  854. <value>0</value>
  855. </parameter>
  856. <parameter handler="default" label="option_fix_dark_edges" name="option_fix_dark_edges" listType="none" type="bool">
  857. <value>1</value>
  858. </parameter>
  859. <parameter handler="default" label="option_use_roughness" name="option_use_roughness" listType="none" type="bool">
  860. <value>0</value>
  861. </parameter>
  862. <parameter handler="default" label="use_environment_override" name="use_environment_override" listType="none" type="bool">
  863. <value>0</value>
  864. </parameter>
  865. <parameter handler="default" label="environment_priority" name="environment_priority" listType="none" type="integer">
  866. <value>0</value>
  867. </parameter>
  868. <parameter handler="default" label="sheen_color" name="sheen_color" listType="none" type="color">
  869. <value>
  870. <r>0</r>
  871. <g>0</g>
  872. <b>0</b>
  873. </value>
  874. </parameter>
  875. <parameter handler="default" label="sheen_glossiness" name="sheen_glossiness" listType="none" type="float">
  876. <value>0.8</value>
  877. </parameter>
  878. <parameter handler="default" label="coat_color" name="coat_color" listType="none" type="color">
  879. <value>
  880. <r>1</r>
  881. <g>1</g>
  882. <b>1</b>
  883. </value>
  884. </parameter>
  885. <parameter handler="default" label="coat_amount" name="coat_amount" listType="none" type="float">
  886. <value>0</value>
  887. </parameter>
  888. <parameter handler="default" label="coat_glossiness" name="coat_glossiness" listType="none" type="float">
  889. <value>1</value>
  890. </parameter>
  891. <parameter handler="default" label="coat_ior" name="coat_ior" listType="none" type="float">
  892. <value>1.6</value>
  893. </parameter>
  894. <parameter handler="default" label="coat_bump_lock" name="coat_bump_lock" listType="none" type="bool">
  895. <value>0</value>
  896. </parameter>
  897. <parameter handler="default" label="bump_map" name="bump_map" listType="none" type="plugin">
  898. <value>/纸张 F 6cm 淘宝-草图大叔/Paper_F_6cm_mtl_brdf_0/Paper_F_bump_tex_tex_2</value>
  899. </parameter>
  900. <parameter handler="default" label="bump_amount" name="bump_amount" listType="none" type="float">
  901. <value>0.2</value>
  902. </parameter>
  903. <parameter handler="default" label="bump_type" name="bump_type" listType="none" type="integer">
  904. <value>0</value>
  905. </parameter>
  906. <parameter handler="default" label="lpe_label" name="lpe_label" listType="none" type="string">
  907. <value>Paper_F_6cm</value>
  908. </parameter>
  909. <parameter handler="default" label="fog_color_tex" name="fog_color_tex" listType="none" type="color">
  910. <value>
  911. <r>1</r>
  912. <g>1</g>
  913. <b>1</b>
  914. </value>
  915. </parameter>
  916. <parameter handler="default" label="diffuse_color" name="diffuse_color" listType="none" type="color" isUserData="1">
  917. <value>
  918. <r>0.384314</r>
  919. <g>0.403922</g>
  920. <b>0.415686</b>
  921. </value>
  922. </parameter>
  923. <parameter handler="default" label="diffuse_tex" name="diffuse_tex" listType="none" type="plugin" isUserData="1">
  924. <value>/纸张 F 6cm 淘宝-草图大叔/Paper_F_6cm_mtl_brdf_0/Paper_F_diff_tex_0</value>
  925. </parameter>
  926. <parameter handler="default" label="diffuse_tex_on" name="diffuse_tex_on" listType="none" type="bool" isUserData="1">
  927. <value>1</value>
  928. </parameter>
  929. <parameter handler="default" label="diffuse_tex_mult" name="diffuse_tex_mult" listType="none" type="float" isUserData="1">
  930. <value>1</value>
  931. </parameter>
  932. <parameter handler="default" label="anisotropy_float" name="anisotropy_float" listType="none" type="float" isUserData="1">
  933. <value>0</value>
  934. </parameter>
  935. <parameter handler="default" label="anisotropy_tex" name="anisotropy_tex" listType="none" type="plugin" isUserData="1">
  936. <value/>
  937. </parameter>
  938. <parameter handler="default" label="anisotropy_tex_on" name="anisotropy_tex_on" listType="none" type="bool" isUserData="1">
  939. <value>1</value>
  940. </parameter>
  941. <parameter handler="default" label="anisotropy_tex_mult" name="anisotropy_tex_mult" listType="none" type="float" isUserData="1">
  942. <value>1</value>
  943. </parameter>
  944. <parameter handler="default" label="anisotropy_rotation_float" name="anisotropy_rotation_float" listType="none" type="float" isUserData="1">
  945. <value>0</value>
  946. </parameter>
  947. <parameter handler="default" label="anisotropy_rotation_tex" name="anisotropy_rotation_tex" listType="none" type="plugin" isUserData="1">
  948. <value/>
  949. </parameter>
  950. <parameter handler="default" label="anisotropy_rotation_tex_on" name="anisotropy_rotation_tex_on" listType="none" type="bool" isUserData="1">
  951. <value>1</value>
  952. </parameter>
  953. <parameter handler="default" label="anisotropy_rotation_tex_mult" name="anisotropy_rotation_tex_mult" listType="none" type="float" isUserData="1">
  954. <value>1</value>
  955. </parameter>
  956. <parameter handler="default" label="bump_amount_float" name="bump_amount_float" listType="none" type="float" isUserData="1">
  957. <value>0.2</value>
  958. </parameter>
  959. <parameter handler="default" label="bump_amount_tex" name="bump_amount_tex" listType="none" type="plugin" isUserData="1">
  960. <value/>
  961. </parameter>
  962. <parameter handler="default" label="bump_amount_tex_on" name="bump_amount_tex_on" listType="none" type="bool" isUserData="1">
  963. <value>1</value>
  964. </parameter>
  965. <parameter handler="default" label="bump_amount_tex_mult" name="bump_amount_tex_mult" listType="none" type="float" isUserData="1">
  966. <value>1</value>
  967. </parameter>
  968. <parameter handler="default" label="coat_bump_amount_float" name="coat_bump_amount_float" listType="none" type="float" isUserData="1">
  969. <value>1</value>
  970. </parameter>
  971. <parameter handler="default" label="coat_bump_amount_tex" name="coat_bump_amount_tex" listType="none" type="plugin" isUserData="1">
  972. <value/>
  973. </parameter>
  974. <parameter handler="default" label="coat_bump_amount_tex_on" name="coat_bump_amount_tex_on" listType="none" type="bool" isUserData="1">
  975. <value>1</value>
  976. </parameter>
  977. <parameter handler="default" label="coat_bump_amount_tex_mult" name="coat_bump_amount_tex_mult" listType="none" type="float" isUserData="1">
  978. <value>1</value>
  979. </parameter>
  980. <parameter handler="default" label="bump_map_color" name="bump_map_color" listType="none" type="color" isUserData="1">
  981. <value>
  982. <r>0</r>
  983. <g>0</g>
  984. <b>0</b>
  985. </value>
  986. </parameter>
  987. <parameter handler="default" label="bump_map_tex" name="bump_map_tex" listType="none" type="plugin" isUserData="1">
  988. <value>/纸张 F 6cm 淘宝-草图大叔/Paper_F_6cm_mtl_brdf_0/Paper_F_bump_tex_tex_2</value>
  989. </parameter>
  990. <parameter handler="default" label="bump_map_tex_on" name="bump_map_tex_on" listType="none" type="bool" isUserData="1">
  991. <value>1</value>
  992. </parameter>
  993. <parameter handler="default" label="bump_map_tex_mult" name="bump_map_tex_mult" listType="none" type="float" isUserData="1">
  994. <value>1</value>
  995. </parameter>
  996. <parameter handler="default" label="coat_amount_float" name="coat_amount_float" listType="none" type="float" isUserData="1">
  997. <value>0</value>
  998. </parameter>
  999. <parameter handler="default" label="coat_amount_tex" name="coat_amount_tex" listType="none" type="plugin" isUserData="1">
  1000. <value/>
  1001. </parameter>
  1002. <parameter handler="default" label="coat_amount_tex_on" name="coat_amount_tex_on" listType="none" type="bool" isUserData="1">
  1003. <value>1</value>
  1004. </parameter>
  1005. <parameter handler="default" label="coat_amount_tex_mult" name="coat_amount_tex_mult" listType="none" type="float" isUserData="1">
  1006. <value>1</value>
  1007. </parameter>
  1008. <parameter handler="default" label="opacity_float" name="opacity_float" listType="none" type="float" isUserData="1">
  1009. <value>1</value>
  1010. </parameter>
  1011. <parameter handler="default" label="opacity_tex" name="opacity_tex" listType="none" type="plugin" isUserData="1">
  1012. <value/>
  1013. </parameter>
  1014. <parameter handler="default" label="opacity_tex_on" name="opacity_tex_on" listType="none" type="bool" isUserData="1">
  1015. <value>1</value>
  1016. </parameter>
  1017. <parameter handler="default" label="opacity_tex_mult" name="opacity_tex_mult" listType="none" type="float" isUserData="1">
  1018. <value>1</value>
  1019. </parameter>
  1020. <parameter handler="default" label="coat_color_color" name="coat_color_color" listType="none" type="color" isUserData="1">
  1021. <value>
  1022. <r>1</r>
  1023. <g>1</g>
  1024. <b>1</b>
  1025. </value>
  1026. </parameter>
  1027. <parameter handler="default" label="coat_color_tex" name="coat_color_tex" listType="none" type="plugin" isUserData="1">
  1028. <value/>
  1029. </parameter>
  1030. <parameter handler="default" label="coat_color_tex_on" name="coat_color_tex_on" listType="none" type="bool" isUserData="1">
  1031. <value>1</value>
  1032. </parameter>
  1033. <parameter handler="default" label="coat_color_tex_mult" name="coat_color_tex_mult" listType="none" type="float" isUserData="1">
  1034. <value>1</value>
  1035. </parameter>
  1036. <parameter handler="default" label="coat_glossiness_float" name="coat_glossiness_float" listType="none" type="float" isUserData="1">
  1037. <value>1</value>
  1038. </parameter>
  1039. <parameter handler="default" label="coat_glossiness_tex" name="coat_glossiness_tex" listType="none" type="plugin" isUserData="1">
  1040. <value/>
  1041. </parameter>
  1042. <parameter handler="default" label="coat_glossiness_tex_on" name="coat_glossiness_tex_on" listType="none" type="bool" isUserData="1">
  1043. <value>1</value>
  1044. </parameter>
  1045. <parameter handler="default" label="coat_glossiness_tex_mult" name="coat_glossiness_tex_mult" listType="none" type="float" isUserData="1">
  1046. <value>1</value>
  1047. </parameter>
  1048. <parameter handler="default" label="coat_ior_float" name="coat_ior_float" listType="none" type="float" isUserData="1">
  1049. <value>1.6</value>
  1050. </parameter>
  1051. <parameter handler="default" label="coat_ior_tex" name="coat_ior_tex" listType="none" type="plugin" isUserData="1">
  1052. <value/>
  1053. </parameter>
  1054. <parameter handler="default" label="coat_ior_tex_on" name="coat_ior_tex_on" listType="none" type="bool" isUserData="1">
  1055. <value>1</value>
  1056. </parameter>
  1057. <parameter handler="default" label="coat_ior_tex_mult" name="coat_ior_tex_mult" listType="none" type="float" isUserData="1">
  1058. <value>1</value>
  1059. </parameter>
  1060. <parameter handler="default" label="environment_override_color" name="environment_override_color" listType="none" type="color" isUserData="1">
  1061. <value>
  1062. <r>0</r>
  1063. <g>0</g>
  1064. <b>0</b>
  1065. </value>
  1066. </parameter>
  1067. <parameter handler="default" label="environment_override_tex" name="environment_override_tex" listType="none" type="plugin" isUserData="1">
  1068. <value/>
  1069. </parameter>
  1070. <parameter handler="default" label="environment_override_tex_on" name="environment_override_tex_on" listType="none" type="bool" isUserData="1">
  1071. <value>1</value>
  1072. </parameter>
  1073. <parameter handler="default" label="environment_override_tex_mult" name="environment_override_tex_mult" listType="none" type="float" isUserData="1">
  1074. <value>1</value>
  1075. </parameter>
  1076. <parameter handler="default" label="fog_color_tex_color" name="fog_color_tex_color" listType="none" type="color" isUserData="1">
  1077. <value>
  1078. <r>1</r>
  1079. <g>1</g>
  1080. <b>1</b>
  1081. </value>
  1082. </parameter>
  1083. <parameter handler="default" label="fog_color_tex_tex" name="fog_color_tex_tex" listType="none" type="plugin" isUserData="1">
  1084. <value/>
  1085. </parameter>
  1086. <parameter handler="default" label="fog_color_tex_tex_on" name="fog_color_tex_tex_on" listType="none" type="bool" isUserData="1">
  1087. <value>1</value>
  1088. </parameter>
  1089. <parameter handler="default" label="fog_color_tex_tex_mult" name="fog_color_tex_tex_mult" listType="none" type="float" isUserData="1">
  1090. <value>1</value>
  1091. </parameter>
  1092. <parameter handler="default" label="fresnel_ior_float" name="fresnel_ior_float" listType="none" type="float" isUserData="1">
  1093. <value>1.6</value>
  1094. </parameter>
  1095. <parameter handler="default" label="fresnel_ior_tex" name="fresnel_ior_tex" listType="none" type="plugin" isUserData="1">
  1096. <value/>
  1097. </parameter>
  1098. <parameter handler="default" label="fresnel_ior_tex_on" name="fresnel_ior_tex_on" listType="none" type="bool" isUserData="1">
  1099. <value>1</value>
  1100. </parameter>
  1101. <parameter handler="default" label="fresnel_ior_tex_mult" name="fresnel_ior_tex_mult" listType="none" type="float" isUserData="1">
  1102. <value>1</value>
  1103. </parameter>
  1104. <parameter handler="default" label="hilight_glossiness_float" name="hilight_glossiness_float" listType="none" type="float" isUserData="1">
  1105. <value>1</value>
  1106. </parameter>
  1107. <parameter handler="default" label="hilight_glossiness_tex" name="hilight_glossiness_tex" listType="none" type="plugin" isUserData="1">
  1108. <value/>
  1109. </parameter>
  1110. <parameter handler="default" label="hilight_glossiness_tex_on" name="hilight_glossiness_tex_on" listType="none" type="bool" isUserData="1">
  1111. <value>1</value>
  1112. </parameter>
  1113. <parameter handler="default" label="hilight_glossiness_tex_mult" name="hilight_glossiness_tex_mult" listType="none" type="float" isUserData="1">
  1114. <value>1</value>
  1115. </parameter>
  1116. <parameter handler="default" label="self_illumination_color" name="self_illumination_color" listType="none" type="color" isUserData="1">
  1117. <value>
  1118. <r>0</r>
  1119. <g>0</g>
  1120. <b>0</b>
  1121. </value>
  1122. </parameter>
  1123. <parameter handler="default" label="self_illumination_tex" name="self_illumination_tex" listType="none" type="plugin" isUserData="1">
  1124. <value/>
  1125. </parameter>
  1126. <parameter handler="default" label="self_illumination_tex_on" name="self_illumination_tex_on" listType="none" type="bool" isUserData="1">
  1127. <value>1</value>
  1128. </parameter>
  1129. <parameter handler="default" label="self_illumination_tex_mult" name="self_illumination_tex_mult" listType="none" type="float" isUserData="1">
  1130. <value>1</value>
  1131. </parameter>
  1132. <parameter handler="default" label="metalness_float" name="metalness_float" listType="none" type="float" isUserData="1">
  1133. <value>0</value>
  1134. </parameter>
  1135. <parameter handler="default" label="metalness_tex" name="metalness_tex" listType="none" type="plugin" isUserData="1">
  1136. <value/>
  1137. </parameter>
  1138. <parameter handler="default" label="metalness_tex_on" name="metalness_tex_on" listType="none" type="bool" isUserData="1">
  1139. <value>1</value>
  1140. </parameter>
  1141. <parameter handler="default" label="metalness_tex_mult" name="metalness_tex_mult" listType="none" type="float" isUserData="1">
  1142. <value>1</value>
  1143. </parameter>
  1144. <parameter handler="default" label="reflect_color" name="reflect_color" listType="none" type="color" isUserData="1">
  1145. <value>
  1146. <r>0</r>
  1147. <g>0</g>
  1148. <b>0</b>
  1149. </value>
  1150. </parameter>
  1151. <parameter handler="default" label="reflect_tex" name="reflect_tex" listType="none" type="plugin" isUserData="1">
  1152. <value/>
  1153. </parameter>
  1154. <parameter handler="default" label="reflect_tex_on" name="reflect_tex_on" listType="none" type="bool" isUserData="1">
  1155. <value>1</value>
  1156. </parameter>
  1157. <parameter handler="default" label="reflect_tex_mult" name="reflect_tex_mult" listType="none" type="float" isUserData="1">
  1158. <value>1</value>
  1159. </parameter>
  1160. <parameter handler="default" label="reflect_glossiness_float" name="reflect_glossiness_float" listType="none" type="float" isUserData="1">
  1161. <value>1</value>
  1162. </parameter>
  1163. <parameter handler="default" label="reflect_glossiness_tex" name="reflect_glossiness_tex" listType="none" type="plugin" isUserData="1">
  1164. <value/>
  1165. </parameter>
  1166. <parameter handler="default" label="reflect_glossiness_tex_on" name="reflect_glossiness_tex_on" listType="none" type="bool" isUserData="1">
  1167. <value>1</value>
  1168. </parameter>
  1169. <parameter handler="default" label="reflect_glossiness_tex_mult" name="reflect_glossiness_tex_mult" listType="none" type="float" isUserData="1">
  1170. <value>1</value>
  1171. </parameter>
  1172. <parameter handler="default" label="refract_color" name="refract_color" listType="none" type="color" isUserData="1">
  1173. <value>
  1174. <r>0</r>
  1175. <g>0</g>
  1176. <b>0</b>
  1177. </value>
  1178. </parameter>
  1179. <parameter handler="default" label="refract_tex" name="refract_tex" listType="none" type="plugin" isUserData="1">
  1180. <value/>
  1181. </parameter>
  1182. <parameter handler="default" label="refract_tex_on" name="refract_tex_on" listType="none" type="bool" isUserData="1">
  1183. <value>1</value>
  1184. </parameter>
  1185. <parameter handler="default" label="refract_tex_mult" name="refract_tex_mult" listType="none" type="float" isUserData="1">
  1186. <value>1</value>
  1187. </parameter>
  1188. <parameter handler="default" label="refract_glossiness_float" name="refract_glossiness_float" listType="none" type="float" isUserData="1">
  1189. <value>1</value>
  1190. </parameter>
  1191. <parameter handler="default" label="refract_glossiness_tex" name="refract_glossiness_tex" listType="none" type="plugin" isUserData="1">
  1192. <value/>
  1193. </parameter>
  1194. <parameter handler="default" label="refract_glossiness_tex_on" name="refract_glossiness_tex_on" listType="none" type="bool" isUserData="1">
  1195. <value>1</value>
  1196. </parameter>
  1197. <parameter handler="default" label="refract_glossiness_tex_mult" name="refract_glossiness_tex_mult" listType="none" type="float" isUserData="1">
  1198. <value>1</value>
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  1252. <parameter handler="default" label="thin_film_ior_float" name="thin_film_ior_float" listType="none" type="float" isUserData="1">
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  1278. <r>1</r>
  1279. <g>1</g>
  1280. <b>1</b>
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  1302. <value/>
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  1323. <value>1</value>
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  1372. <r>1</r>
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</preview>
  1493. </Asset>
  1494. </vrmat>