diff options
Diffstat (limited to 'data/models/pinball-decal.gltf')
| -rw-r--r-- | data/models/pinball-decal.gltf | 3272 |
1 files changed, 3272 insertions, 0 deletions
diff --git a/data/models/pinball-decal.gltf b/data/models/pinball-decal.gltf new file mode 100644 index 0000000..00722da --- /dev/null +++ b/data/models/pinball-decal.gltf @@ -0,0 +1,3272 @@ +{ + "accessors" : [ + { + "bufferView" : 0, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 1, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 2, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 3, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 4, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 5, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 6, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + 0.004718327429145575, + 0.028471212834119797 + ], + "min" : [ + -0.045307137072086334, + -0.003661107737571001, + -0.03977382928133011 + ], + "type" : "VEC3" + }, + { + "bufferView" : 7, + "componentType" : 5126, + "count" : 4, + "max" : [ + -6.228334292757154e-09, + 0.9925461411476135, + 0.12186931818723679 + ], + "min" : [ + -6.228334292757154e-09, + 0.9925461411476135, + 0.12186931818723679 + ], + "type" : "VEC3" + }, + { + "bufferView" : 8, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + -6.290994836177788e-09, + 1.5344937764893984e-07, + 1.0 + ], + "min" : [ + 1.0, + -6.290994836177788e-09, + 1.5344937764893984e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 9, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.4999999403953552, + 0.40000003576278687 + ], + "min" : [ + 0.24876390397548676, + 0.0 + ], + "type" : "VEC2" + }, + { + "bufferView" : 10, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 11, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.039988141506910324, + 0.004718328360468149, + 0.028471212834119797 + ], + "min" : [ + 0.0, + -0.003661107737571001, + -0.03977382928133011 + ], + "type" : "VEC3" + }, + { + "bufferView" : 12, + "componentType" : 5126, + "count" : 4, + "max" : [ + -2.1170377451085187e-08, + 0.9925462007522583, + 0.12186932563781738 + ], + "min" : [ + -2.1170377451085187e-08, + 0.9925462007522583, + 0.12186932563781738 + ], + "type" : "VEC3" + }, + { + "bufferView" : 13, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 4.838292610997996e-08, + -2.203337317041587e-07, + 1.0 + ], + "min" : [ + 1.0, + 4.838292610997996e-08, + -2.203337317041587e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 14, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.7217413187026978, + 0.40000003576278687 + ], + "min" : [ + 0.4999999403953552, + 0.0 + ], + "type" : "VEC2" + }, + { + "bufferView" : 15, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 16, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.09016843885183334, + 0.0005286107771098614, + 0.028471212834119797 + ], + "min" : [ + 0.039988141506910324, + -0.003661107737571001, + -0.005651306360960007 + ], + "type" : "VEC3" + }, + { + "bufferView" : 17, + "componentType" : 5126, + "count" : 4, + "max" : [ + -8.435223186609164e-09, + 0.9925462007522583, + 0.12186934053897858 + ], + "min" : [ + -8.435223186609164e-09, + 0.9925462007522583, + 0.12186934053897858 + ], + "type" : "VEC3" + }, + { + "bufferView" : 18, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 1.0620485824119896e-08, + 2.2193389487279447e-11, + 1.0 + ], + "min" : [ + 1.0, + 1.0620485824119896e-08, + 2.2193389487279447e-11, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 19, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 0.40000003576278687 + ], + "min" : [ + 0.7217413187026978, + 0.2000001072883606 + ], + "type" : "VEC2" + }, + { + "bufferView" : 20, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 21, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.09016843885183334, + -0.0036611072719097137, + 0.060613978654146194 + ], + "min" : [ + 0.039988141506910324, + -0.007607742212712765, + 0.028471212834119797 + ], + "type" : "VEC3" + }, + { + "bufferView" : 22, + "componentType" : 5126, + "count" : 4, + "max" : [ + -4.477384685230845e-09, + 0.9925462007522583, + 0.12186932563781738 + ], + "min" : [ + -4.477384685230845e-09, + 0.9925462007522583, + 0.12186932563781738 + ], + "type" : "VEC3" + }, + { + "bufferView" : 23, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 8.979466947778292e-09, + 3.465452369511013e-10, + 1.0 + ], + "min" : [ + 1.0, + 8.979466947778292e-09, + 3.465452369511013e-10, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 24, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 0.5883961915969849 + ], + "min" : [ + 0.7217413187026978, + 0.40000003576278687 + ], + "type" : "VEC2" + }, + { + "bufferView" : 25, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 26, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.09016843885183334, + -0.007607742212712765, + 0.0967162549495697 + ], + "min" : [ + 0.039988141506910324, + -0.012040544301271439, + 0.060613978654146194 + ], + "type" : "VEC3" + }, + { + "bufferView" : 27, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + 0.9925461411476135, + 0.12186934053897858 + ], + "min" : [ + 0.0, + 0.9925461411476135, + 0.12186934053897858 + ], + "type" : "VEC3" + }, + { + "bufferView" : 28, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 29, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 0.7999999672174454 + ], + "min" : [ + 0.7217413187026978, + 0.5883961915969849 + ], + "type" : "VEC2" + }, + { + "bufferView" : 30, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 31, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.039988141506910324, + -0.007607742212712765, + 0.1308387815952301 + ], + "min" : [ + 0.0, + -0.0162302628159523, + 0.060613978654146194 + ], + "type" : "VEC3" + }, + { + "bufferView" : 32, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + 0.9925461411476135, + 0.12186933308839798 + ], + "min" : [ + 0.0, + 0.9925461411476135, + 0.12186933308839798 + ], + "type" : "VEC3" + }, + { + "bufferView" : 33, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 1.9870018519441146e-08, + 6.539551122841658e-08, + 1.0 + ], + "min" : [ + 1.0, + 1.9870018519441146e-08, + 6.539551122841658e-08, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 34, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.7217413187026978, + 1.0 + ], + "min" : [ + 0.4999999403953552, + 0.5883961915969849 + ], + "type" : "VEC2" + }, + { + "bufferView" : 35, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 36, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + -0.007607742212712765, + 0.1308387815952301 + ], + "min" : [ + -0.045307133346796036, + -0.0162302628159523, + 0.060613978654146194 + ], + "type" : "VEC3" + }, + { + "bufferView" : 37, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + 0.9925461411476135, + 0.12186931818723679 + ], + "min" : [ + 0.0, + 0.9925461411476135, + 0.12186931818723679 + ], + "type" : "VEC3" + }, + { + "bufferView" : 38, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + -1.7532775231643427e-08, + -5.7755073612497654e-08, + 1.0 + ], + "min" : [ + 1.0, + -1.7532775231643427e-08, + -5.7755073612497654e-08, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 39, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.4999999403953552, + 1.0 + ], + "min" : [ + 0.24876390397548676, + 0.5883961915969849 + ], + "type" : "VEC2" + }, + { + "bufferView" : 40, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 41, + "componentType" : 5126, + "count" : 4, + "max" : [ + -0.045307133346796036, + -0.007607743144035339, + 0.0967162549495697 + ], + "min" : [ + -0.09016843885183334, + -0.012040544301271439, + 0.060613978654146194 + ], + "type" : "VEC3" + }, + { + "bufferView" : 42, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + 0.9925461411476135, + 0.12186931818723679 + ], + "min" : [ + 0.0, + 0.9925461411476135, + 0.12186931818723679 + ], + "type" : "VEC3" + }, + { + "bufferView" : 43, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 44, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.24876390397548676, + 0.7999999672174454 + ], + "min" : [ + 0.0, + 0.5883961915969849 + ], + "type" : "VEC2" + }, + { + "bufferView" : 45, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 46, + "componentType" : 5126, + "count" : 4, + "max" : [ + -0.045307133346796036, + -0.0036611086688935757, + 0.060613978654146194 + ], + "min" : [ + -0.09016843885183334, + -0.007607743144035339, + 0.028471212834119797 + ], + "type" : "VEC3" + }, + { + "bufferView" : 47, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + 0.9925462007522583, + 0.12186932563781738 + ], + "min" : [ + 0.0, + 0.9925462007522583, + 0.12186932563781738 + ], + "type" : "VEC3" + }, + { + "bufferView" : 48, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 49, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.24876390397548676, + 0.5883961915969849 + ], + "min" : [ + 0.0, + 0.40000003576278687 + ], + "type" : "VEC2" + }, + { + "bufferView" : 50, + "componentType" : 5121, + "count" : 6, + "max" : [ + 3 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 51, + "componentType" : 5126, + "count" : 4, + "max" : [ + -0.045307133346796036, + 0.0005286089144647121, + 0.028471212834119797 + ], + "min" : [ + -0.09016843885183334, + -0.0036611086688935757, + -0.005651306360960007 + ], + "type" : "VEC3" + }, + { + "bufferView" : 52, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.0, + 0.9925462007522583, + 0.12186932563781738 + ], + "min" : [ + 0.0, + 0.9925462007522583, + 0.12186932563781738 + ], + "type" : "VEC3" + }, + { + "bufferView" : 53, + "componentType" : 5126, + "count" : 4, + "max" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -0.0, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 54, + "componentType" : 5126, + "count" : 4, + "max" : [ + 0.24876390397548676, + 0.40000003576278687 + ], + "min" : [ + 0.0, + 0.2000001072883606 + ], + "type" : "VEC2" + }, + { + "bufferView" : 55, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 56, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 57, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 58, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 59, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 60, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 61, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 62, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 63, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 64, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 65, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 66, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 67, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 68, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 69, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 70, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 71, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 72, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 73, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 74, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 75, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 76, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 77, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 78, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 79, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 80, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 81, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 82, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 83, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 84, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 85, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 86, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 87, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 88, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 89, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 90, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 91, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 92, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 93, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 94, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 95, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 96, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 97, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 98, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 99, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 100, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 101, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 102, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 103, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 104, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + }, + { + "bufferView" : 105, + "componentType" : 5121, + "count" : 3, + "max" : [ + 2 + ], + "min" : [ + 0 + ], + "type" : "SCALAR" + }, + { + "bufferView" : 106, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.02996709570288658, + 0.0, + 0.02996709570288658 + ], + "min" : [ + -0.009999999776482582, + 0.0, + -0.009999999776482582 + ], + "type" : "VEC3" + }, + { + "bufferView" : 107, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.0, + 1.0, + -0.0 + ], + "min" : [ + 0.0, + 1.0, + -0.0 + ], + "type" : "VEC3" + }, + { + "bufferView" : 108, + "componentType" : 5126, + "count" : 3, + "max" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "min" : [ + 1.0, + 0.0, + -1.4559576300143817e-07, + 1.0 + ], + "type" : "VEC4" + }, + { + "bufferView" : 109, + "componentType" : 5126, + "count" : 3, + "max" : [ + 0.1961255669593811, + 0.19059306383132935 + ], + "min" : [ + 0.007266998291015625, + 0.0017344355583190918 + ], + "type" : "VEC2" + } + ], + "asset" : { + "generator" : "Khronos Blender glTF 2.0 exporter", + "version" : "2.0" + }, + "bufferViews" : [ + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 0, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 4, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 40, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 76, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 124, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 148, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 156, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 204, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 252, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 316, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 348, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 356, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 404, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 452, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 516, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 548, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 556, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 604, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 652, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 716, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 748, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 756, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 804, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 852, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 916, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 948, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 956, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1004, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 1052, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 1116, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 1148, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1156, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1204, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 1252, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 1316, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 1348, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1356, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1404, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 1452, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 1516, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 1548, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1556, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1604, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 1652, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 1716, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 1748, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1756, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1804, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 1852, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 1916, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 6, + "byteOffset" : 1948, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 1956, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 2004, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 64, + "byteOffset" : 2052, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 32, + "byteOffset" : 2116, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 2148, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2152, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2188, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 2224, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 2272, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 2296, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2300, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2336, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 2372, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 2420, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 2444, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2448, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2484, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 2520, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 2568, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 2592, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2596, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2632, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 2668, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 2716, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 2740, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2744, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2780, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 2816, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 2864, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 2888, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2892, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 2928, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 2964, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 3012, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 3036, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3040, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3076, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 3112, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 3160, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 3184, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3188, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3224, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 3260, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 3308, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 3332, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3336, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3372, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 3408, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 3456, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 3480, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3484, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3520, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 3556, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 3604, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 3, + "byteOffset" : 3628, + "target" : 34963 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3632, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 36, + "byteOffset" : 3668, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 48, + "byteOffset" : 3704, + "target" : 34962 + }, + { + "buffer" : 0, + "byteLength" : 24, + "byteOffset" : 3752, + "target" : 34962 + } + ], + "buffers" : [ + { + "byteLength" : 3776, + "uri" : "data:application/octet-stream;base64,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" + } + ], + "images" : [ + { + "mimeType" : "image/png", + "name" : "TharsisArtworks_GallerypagePlanetswTxt", + "uri" : "data:image/png;base64,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" + } + ], + "materials" : [ + { + "emissiveFactor" : [ + 0.36859920620918274, + 0.0, + 0.0 + ], + "emissiveTexture" : { + "index" : 0 + }, + "name" : "arrow.001", + "pbrMetallicRoughness" : { + "baseColorFactor" : [ + 0.17858342826366425, + 0.17858342826366425, + 0.17858342826366425, + 1.0 + ], + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.001", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.002", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.003", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.004", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.005", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.006", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.007", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.008", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.009", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + }, + { + "emissiveTexture" : { + "index" : 0 + }, + "name" : "planets.010", + "pbrMetallicRoughness" : { + "baseColorTexture" : { + "index" : 0 + }, + "roughnessFactor" : 0.4909090995788574 + } + } + ], + "meshes" : [ + { + "name" : "Plane", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 2, + "POSITION" : 1, + "TANGENT" : 3, + "TEXCOORD_0" : 4 + }, + "indices" : 0, + "material" : 0 + } + ] + }, + { + "name" : "Plane.005", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 7, + "POSITION" : 6, + "TANGENT" : 8, + "TEXCOORD_0" : 9 + }, + "indices" : 5, + "material" : 1 + } + ] + }, + { + "name" : "Plane.006", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 12, + "POSITION" : 11, + "TANGENT" : 13, + "TEXCOORD_0" : 14 + }, + "indices" : 10, + "material" : 2 + } + ] + }, + { + "name" : "Plane.008", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 17, + "POSITION" : 16, + "TANGENT" : 18, + "TEXCOORD_0" : 19 + }, + "indices" : 15, + "material" : 3 + } + ] + }, + { + "name" : "Plane.015", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 22, + "POSITION" : 21, + "TANGENT" : 23, + "TEXCOORD_0" : 24 + }, + "indices" : 20, + "material" : 4 + } + ] + }, + { + "name" : "Plane.016", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 27, + "POSITION" : 26, + "TANGENT" : 28, + "TEXCOORD_0" : 29 + }, + "indices" : 25, + "material" : 5 + } + ] + }, + { + "name" : "Plane.017", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 32, + "POSITION" : 31, + "TANGENT" : 33, + "TEXCOORD_0" : 34 + }, + "indices" : 30, + "material" : 6 + } + ] + }, + { + "name" : "Plane.018", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 37, + "POSITION" : 36, + "TANGENT" : 38, + "TEXCOORD_0" : 39 + }, + "indices" : 35, + "material" : 7 + } + ] + }, + { + "name" : "Plane.021", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 42, + "POSITION" : 41, + "TANGENT" : 43, + "TEXCOORD_0" : 44 + }, + "indices" : 40, + "material" : 8 + } + ] + }, + { + "name" : "Plane.022", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 47, + "POSITION" : 46, + "TANGENT" : 48, + "TEXCOORD_0" : 49 + }, + "indices" : 45, + "material" : 9 + } + ] + }, + { + "name" : "Plane.023", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 52, + "POSITION" : 51, + "TANGENT" : 53, + "TEXCOORD_0" : 54 + }, + "indices" : 50, + "material" : 10 + } + ] + }, + { + "name" : "Plane.024", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 57, + "POSITION" : 56, + "TANGENT" : 58, + "TEXCOORD_0" : 59 + }, + "indices" : 55, + "material" : 0 + } + ] + }, + { + "name" : "Plane.025", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 62, + "POSITION" : 61, + "TANGENT" : 63, + "TEXCOORD_0" : 64 + }, + "indices" : 60, + "material" : 0 + } + ] + }, + { + "name" : "Plane.030", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 67, + "POSITION" : 66, + "TANGENT" : 68, + "TEXCOORD_0" : 69 + }, + "indices" : 65, + "material" : 0 + } + ] + }, + { + "name" : "Plane.031", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 72, + "POSITION" : 71, + "TANGENT" : 73, + "TEXCOORD_0" : 74 + }, + "indices" : 70, + "material" : 0 + } + ] + }, + { + "name" : "Plane.032", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 77, + "POSITION" : 76, + "TANGENT" : 78, + "TEXCOORD_0" : 79 + }, + "indices" : 75, + "material" : 0 + } + ] + }, + { + "name" : "Plane.033", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 82, + "POSITION" : 81, + "TANGENT" : 83, + "TEXCOORD_0" : 84 + }, + "indices" : 80, + "material" : 0 + } + ] + }, + { + "name" : "Plane.034", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 87, + "POSITION" : 86, + "TANGENT" : 88, + "TEXCOORD_0" : 89 + }, + "indices" : 85, + "material" : 0 + } + ] + }, + { + "name" : "Plane.035", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 92, + "POSITION" : 91, + "TANGENT" : 93, + "TEXCOORD_0" : 94 + }, + "indices" : 90, + "material" : 0 + } + ] + }, + { + "name" : "Plane.036", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 97, + "POSITION" : 96, + "TANGENT" : 98, + "TEXCOORD_0" : 99 + }, + "indices" : 95, + "material" : 0 + } + ] + }, + { + "name" : "Plane.037", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 102, + "POSITION" : 101, + "TANGENT" : 103, + "TEXCOORD_0" : 104 + }, + "indices" : 100, + "material" : 0 + } + ] + }, + { + "name" : "Plane.038", + "primitives" : [ + { + "attributes" : { + "NORMAL" : 107, + "POSITION" : 106, + "TANGENT" : 108, + "TEXCOORD_0" : 109 + }, + "indices" : 105, + "material" : 0 + } + ] + } + ], + "nodes" : [ + { + "mesh" : 1, + "name" : "decalCenter.001", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 2, + "name" : "decalCenter.002", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 3, + "name" : "decalCenter.003", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 4, + "name" : "decalCenter.004", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 5, + "name" : "decalCenter.005", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 6, + "name" : "decalCenter.006", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 7, + "name" : "decalCenter.007", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 8, + "name" : "decalCenter.008", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 9, + "name" : "decalCenter.009", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 10, + "name" : "decalCenter.010", + "translation" : [ + 0.0, + 0.0001643169525777921, + 7.4595191108528525e-06 + ] + }, + { + "mesh" : 0, + "name" : "Plane.011", + "rotation" : [ + 0.06023607775568962, + -0.16229937970638275, + -0.00992666557431221, + 0.9848513603210449 + ], + "scale" : [ + 1.0, + 0.9999999403953552, + 1.0 + ], + "translation" : [ + -0.234371155500412, + 0.021938716992735863, + -0.17867648601531982 + ] + }, + { + "mesh" : 11, + "name" : "Plane.016", + "rotation" : [ + 0.05999872460961342, + -0.18430915474891663, + -0.011272829957306385, + 0.9809706211090088 + ], + "scale" : [ + 1.0, + 0.9999999403953552, + 1.0 + ], + "translation" : [ + -0.18119359016418457, + 0.02391953207552433, + -0.1948089450597763 + ] + }, + { + "mesh" : 12, + "name" : "Plane.017", + "rotation" : [ + 0.05999872460961342, + -0.18430915474891663, + -0.011272829957306385, + 0.9809706211090088 + ], + "scale" : [ + 1.0, + 0.9999999403953552, + 1.0 + ], + "translation" : [ + -0.16063395142555237, + 0.01890835352241993, + -0.15399618446826935 + ] + }, + { + "mesh" : 13, + "name" : "Plane.022", + "rotation" : [ + 0.06023607775568962, + -0.16229937970638275, + -0.00992666557431221, + 0.9848513603210449 + ], + "scale" : [ + 1.0, + 0.9999999403953552, + 1.0 + ], + "translation" : [ + -0.21381151676177979, + 0.01692754030227661, + -0.13786372542381287 + ] + }, + { + "mesh" : 14, + "name" : "Plane.023", + "rotation" : [ + 0.06023607775568962, + -0.16229937970638275, + -0.00992666557431221, + 0.9848513603210449 + ], + "scale" : [ + 1.0, + 0.9999999403953552, + 1.0 + ], + "translation" : [ + -0.1942073106765747, + 0.011566516011953354, + -0.09420169144868851 + ] + }, + { + "mesh" : 15, + "name" : "Plane.024", + "rotation" : [ + 0.05999872460961342, + -0.18430915474891663, + -0.011272829957306385, + 0.9809706211090088 + ], + "scale" : [ + 1.0, + 0.9999999403953552, + 1.0 + ], + "translation" : [ + -0.1410297453403473, + 0.013547330163419247, + -0.11033414304256439 + ] + }, + { + "mesh" : 16, + "name" : "Plane.025", + "rotation" : [ + 0.05179891735315323, + -0.5282285809516907, + -0.032307859510183334, + 0.8469048738479614 + ], + "scale" : [ + 1.0, + 1.0, + 0.9999999403953552 + ], + "translation" : [ + 0.13068407773971558, + 0.01670960523188114, + -0.1360887885093689 + ] + }, + { + "mesh" : 17, + "name" : "Plane.026", + "rotation" : [ + 0.05179891735315323, + -0.5282285809516907, + -0.032307859510183334, + 0.8469048738479614 + ], + "scale" : [ + 1.0, + 1.0, + 0.9999999403953552 + ], + "translation" : [ + 0.14604759216308594, + 0.02227224037051201, + -0.1813928186893463 + ] + }, + { + "mesh" : 18, + "name" : "Plane.027", + "rotation" : [ + 0.05179891735315323, + -0.5282285809516907, + -0.032307859510183334, + 0.8469048738479614 + ], + "scale" : [ + 1.0, + 1.0, + 0.9999999403953552 + ], + "translation" : [ + 0.15876412391662598, + 0.027656305581331253, + -0.2252425104379654 + ] + }, + { + "mesh" : 19, + "name" : "Plane.028", + "rotation" : [ + 0.05174315348267555, + -0.5296872854232788, + -0.0323970690369606, + 0.845993161201477 + ], + "translation" : [ + 0.24302653968334198, + 0.01188160851597786, + -0.09676789492368698 + ] + }, + { + "mesh" : 20, + "name" : "Plane.029", + "rotation" : [ + 0.05174315348267555, + -0.5296872854232788, + -0.0323970690369606, + 0.845993161201477 + ], + "translation" : [ + 0.2301577776670456, + 0.006502917502075434, + -0.052961982786655426 + ] + }, + { + "mesh" : 21, + "name" : "Plane.030", + "rotation" : [ + 0.05174315348267555, + -0.5296872854232788, + -0.0323970690369606, + 0.845993161201477 + ], + "translation" : [ + 0.21463704109191895, + 0.0009467658237554133, + -0.007710757665336132 + ] + } + ], + "samplers" : [ + {} + ], + "scene" : 0, + "scenes" : [ + { + "name" : "Scene", + "nodes" : [ + 21, + 20, + 19, + 18, + 17, + 16, + 15, + 14, + 13, + 12, + 11, + 10, + 9, + 8, + 7, + 6, + 5, + 4, + 3, + 2, + 1, + 0 + ] + } + ], + "textures" : [ + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + }, + { + "sampler" : 0, + "source" : 0 + } + ] +} |